USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system...

46
Hilti. Outperform. Outlast. SETTING THE STANDARD FOR PERFORMANCE AND RELIABILITY. HIT-RE 100 Adhesive anchor system

Transcript of USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system...

Page 1: USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed

Hilti Outperform Outlast

Setting the Standard forperformance and reliability

HIT-RE 100 Adhesive anchor system

HIT-RE 100 AdhesiveAnchoring System

The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed for solid performance in a wide range of applications Designed to utilize the existing Hilti dispenser platform and ICC-ES approved for cracked and uncracked concrete this anchor is the perfect complement to the portfolio for day to day jobsite needs

Hilti Adhesive Anchors mdash every job every application

RE 500 V3 SAFEset RE 500 V3 RE 100

Performance ◼ ICC approved for cracked and uncracked concrete

◼ Complete anchor system available including HIT-V and HAS-E

◼ Easy and accurate dispensing with battery dispenser

Reliability ◼ Reliable fastenings using the traditional cleaning method (2x2x2)

◼ Tested with wide range of rod diameters and embedments

Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

3Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

hit-re 100 epoxy adhesive

Applications and advantages ◼ Anchoring light structural steel connections

(eg steel columns beams) ◼ Anchoring secondary steel elements ◼ Rebar doweling and connecting secondary

post-installed rebar ◼ Substituting misplaced or missing rebar ◼ ICC approved for cracked and un-cracked

concrete ◼ Tested with a wide range of rod diameters

and embedments ◼ Complete anchor system available

including HIT-V rods HAS-E HAS-B and HAS-R

◼ Easy and accurate dispensing with battery dispenser

◼ Use a variety of hole conditions including water-filled holes and underwater

Technical dataProduct high strength two-part

epoxy

Base material temperature

41deg F to 104deg F(5deg C to 40deg C)

Diameter range 38 to 1-14

ListingsApprovalsbull ICC-ES (International Code Council) ndash

ESR-3829 for cracked and un-cracked concrete bull COLA (City of Los Angeles) (RR 26027)

Package volumebull Volume of HIT-RE 100 111 fl oz330 ml foil pack

is 201 in3

bull Volume of HIT-RE 100 169 fl oz500 ml foil pack is 305 in3

bull Volume of HIT-RE 100 473 fl oz1400 ml foil pack is 854 in3

WorkingFull Cure Time Table (Approximate)Base Material Temperature

deg F deg C twork tcure

41 5 2-12 h ge72 h50 10 2 h ge48 h59 15 1-12 h ge24 h68 20 30 min ge12 h86 30 20 min ge8 h

104 40 12 min ge4 h

Order Information Description Qty of foil packs Item number

Epoxy adhesive HIT-RE 100 (111oz330ml) 1 2123381Epoxy adhesive HIT-RE 100 master carton (111oz330ml) 25 3537468Epoxy adhesive HIT-RE 100 master carton (111oz330ml) + HDM 500 25 3537469Epoxy adhesive HIT-RE 100 master carton (169oz500ml) 20 2123384Epoxy adhesive HIT-RE 100 master carton (169oz500ml) + HDM 500 20 3537470(2) Epoxy adhesive HIT-RE 100 master cartons (169oz500ml) + HDE 500 kit 40 3537471(5) Epoxy adhesive HIT-RE 100 master cartons (169oz500ml) + HDE 500 kit 100 3537472Epoxy adhesive HIT-RE 100 (473 fl oz1400 ml) 4 2123387Epoxy adhesive HIT-RE 100 (473 fl oz1400 ml) pallet + P8000 pneumatic dispenser 64 3537473

Accessories Description Item number

Manual dispenser HDM 500 3498241Compact cordless dispenser HDE 500 + (2) B 1826 Li-ion battery packs + C 436-90 100-127V charger + HIT-CB 500 black cartridge + HIT-CR 500 red cartridge + small tool bag

3496606

Industrial cordless dispenser HDE 500 + (2) B 1852 Li-ion battery packs + C 436-90 100a-127V charger + HIT-CB 500 black cartridge + HIT-CR 500 red cartridge + small tool bag

3496605

Pneumatic dispenser P8000 373959

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

4 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

10 Product Description

20 Technical Data

listingsapprovalsICC-ES (International Code Council) ESR-3829

NSFANSI Standard 61 Certification for use of HIT-RE 100 in potable water

City of Los Angeles Research Report No 260__

independent code evaluationIBCregIRCreg 2015 (ICC-ES AC308ACI 3554)

IBCregIRCreg 2012 (ICC-ES AC308ACI 3554)

IBCregIRCreg 2009 (ICC-ES AC308)

IBCregIRCreg 2006 (ICC-ES AC308)

LEEDreg Credit 41-Low Emitting Materials

The Leadership in Energy and Environmental Design (LEED) Green Building Rating systemtrade is the nationally accepted benchmark for the design construction and operation of high performance green buildings

10 product description

The Hilti HIT-RE 100 adhesive anchoring system is used to resist static wind and seismic tension and shear loads in normal-weight concrete having a compressive strength f´c of 2500 psi to 8500 psi (172 MPa to 586 MPa) It is suitable to be used in cracked and uncracked concrete as defined per ICC-ES ACI and CSA

Hilti HIT-RE 100 adhesive is an injectable two-component epoxy adhesive The two components are separated by means of a dual-cylinder foil pack attached to a manifold The two components combine and react when dispensed through a static mixing nozzle attached to the manifold

Elements that are suitable for use with this system are as follows threaded steel rods and steel reinforcing bars

Product Features

bull Seismic qualified with ICC-ES Acceptance Criteria AC308 and ACI 3554

bull Use in water-filled holes and underwater up to 165 ft (50 m)

bull Mixing tube provides proper mixing eliminates measuring errors and minimizes waste

bull Meets requirements of ASTM C881-14 Type I II IV and V Grade 3 Class A B C

bull Meets requirements of AASHTO specification M235 Type I II IV and V Grade 3 Class A B C

hilti hit-re 100 adhesive technical data table of contents

Element Type Rebar Hilti HAS Threaded Rod

United States Canada

Pages 9 ndash 20 32 ndash 45 21 ndash 31

Tables 1 ndash 20 39 ndash 57 21 ndash 38

Information on Working Time and Cure Time on page 46 Information on Resistance of Cured Hilti HIT-RE 100 to Chemicals on page 46

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

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20 technical data21 testing and product

evaluationHilti HIT-RE 100 has been tested in accordance with ICC Evaluation Services (ICC-ES) Acceptance Criteria for Post-Installed Adhesive Anchors in Concrete Elements (AC308) which incorporates requirements in ACI 3554-11

Hilti has had Hilti HIT-RE 100 evaluated according to AC308 and has received ESR-3829 from ICC-ES

22 adhesive anchor design codes

For post-installed and cast-in anchor systems in the United States design calculations illustrated in this supplement are performed in accordance with ACI 318-14 Chapter 17

For post-installed and cast-in anchor systems in Canada design calculations illustrated in this supplement are performed in accordance with CSA A233-14 Annex D

23 design of hilti hit-re 100 adhesive anchor System

231 Using technical data in eSr-3829

Technical data for the system components of Hilti HIT-RE 100 can be found in ICC-ES ESR-3829 This includes

bull Hilti HIT-RE 100 adhesive

bull Standard threaded rods including Hilti HASHIT-V threaded rods

bull Post-installed reinforcing bars (rebar) designed as an anchor per ACI 318-14 Chapter 17 ACI 318-11 Appendix D or CSA A233-14 Annex D

A designer can use the data in ESR-3829 to calculate the capacity of the Hilti HIT-RE 100 system in the following manner

bull For standard threaded rods and rebar a design using either ACI 318-14 Chapter 17 or ACI 318-11 Appendix D and AC308 Section 33 amendments to ACI 318 would be appropriate

The tables from ESR-3829 are not included in this supplement but can be found by downloading ESR-3829 from wwwushilticom wwwhiltica or on the ICC-ES website at wwwicc-esorg or by contacting your local Hilti representative

232 Using hilti profiS anchor design Software

The Hilti PROFIS anchor design software is the most innovative and comprehensive design software available for accurate and complete anchor designs

For Hilti HIT-RE 100 the data from ESR-3829 is used as the data base for the program PROFIS anchor calculates the design capacity of the anchor according to ACI 318-08 ACI 318-11 including AC 308 amendments ACI 318-14 Chapter 17 and CSA A233-14 The PROFIS anchor HIT-RE 100 portfolio includes the same components listed in section 231

This is the most accurate and best way to optimize the anchor design especially for anchor systems with multiple anchors complicated loading edge distance constraints and numerous other conditions

Hilti PROFIS anchor design software can be downloaded at wwwushilticom (US) or wwwhiltica (Canada) Contact your local Hilti representative for a demonstration on this software at your office

233 Using the hilti Simplified design tables

In lieu of providing a copy of ESR-3829 design tables in this supplement Hilti is providing a simple approach for designing an anchor according to the current model codes described in Section 22 Refer to Section 24 for a description of these tables

24 hilti Simplified design tablesThe Hilti Simplified Design Tables is not a new ldquomethodrdquo of designing an anchor that is different than the provisions of ACI 318 Chapter 17 or CSA A233 Annex D Rather it is a series of pre-calculated tables and reduction factors meant to help the designer create a quick calculation of the capacity of the Hilti anchor system and still be compliant with the model codes and criteria of ACI and CSA

The Hilti Simplified Design Tables are formatted similar to the Allowable Stress Design (ASD) tables and reduction factors which was a standard of practice for design of post-installed anchors

The Hilti Simplified Design Tables combine the simplicity of performing a calculation according to the ASD method with the code-required testing evaluation criteria and technical data in ACI Chapter 17 and CSA Annex D

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

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241 Simplified tables data development

The Simplified Tables have two table types The single anchor capacity table and the reduction factor table

Single anchor capacity tables show the design strength (for ACI) or factored resistance (for CSA) in tension and shear for a single anchor This is the capacity of a single anchor with no edge distance or concrete thickness influences and is based on the assumptions outlined in the footnotes below each table

Reduction factor tables are created by comparing the single anchor capacity to the capacity that includes the influence of a specific edge distance spacing or concrete thickness using the equations of ACI 318-14 Chapter 17

The single anchor tension capacity is based on the lesser of concrete breakout strength or bond strength

ACI ФNn = min | ФNcb ФNa | CSAACI Nr = min | Ncbr Na | ФNn = Nr

The shear value is based on the pryout strength

ACI ФVn = ФVcp CSAACI Vr = Vcpr ФVn = Vr

The steel design strength is provided in a separate table and should be compared to the concrete strengths to determine the controlling failure mode

These values published in the tables are calculated based on ACICSA see Section 318 in the 2016 Hilti North America Product Technical Guide Volume 2 Anchor Fastening Technical Guide for additional information

243 how to calculate anchor capacity Using Simplified tables

The process for calculating the capacity of a single anchor or anchor group is similar to the ASD calculation process currently outlined in the 2015 North American Product Technical Guide Volume 2 Anchor Fastening Technical Guide on Section 319

The design strength (factored resistance) of an anchor is obtained as follows

Tension

ACI Ndes = n bull min | ФNn bull fAN bull fRN ФNsa |

CSA Ndes = n bull min | Nr bull fAN bull fRN Nsr |

Shear

ACI Vdes = n bull min | ФVn bull fAV bull fRV bull fHV ФVsa |

CSA Vdes = n bull min | Vr bull fAV bull fRV bull fHV Vsr |

where

n = number of anchors Ndes = design resistance in tension ФNn = design strength in tension considering

concrete breakout pullout or bond failure (ACI)

ФNsa = design strength in tension considering steel failure (ACI)

Nr = factored resistance in tension considering concrete breakout pullout or bond failure (CSA)

Nsr = factored resistance in tension considering steel failure (CSA)

Vdes = design resistance in shear ФVn = design strength in shear considering

concrete failure (ACI) ФVsa = design strength in shear considering steel

failure (ACI) Vr = factored resistance in shear considering

concrete failure (CSA) Vsr = factored resistance in shear considering steel

failure (CSA) fAN = adjustment factor for spacing in tension fRN = adjustment factor for edge distance in tension fAV = adjustment factor for spacing in shear fRV = adjustment factor for edge distance in shear fHV = adjustment factor for concrete thickness in

shear (this is a new factor that ASD did not use previously)

Adjustment factors are applied for all applicable near edge and spacing conditions

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

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For example the capacity in tension corresponding to the anchor group based on worst case anchor ldquoardquo in the figure below is evaluated as follows

ACI Ndes = 4 bull ФNn bull fAx bull fAy bull fRx bull fRy

CSA Ndes = 4 bull Nr bull fAx bull fAy bull fRx bull fRy

Note designs are for orthogonal anchor bolt patterns and no reduction factor for the diagonally located adjacent anchor is required

Where anchors are loaded simultaneously in tension and shear interaction must be considered The interaction equation is as follows

Nua Vua ACI ____ + ____ le 12 Ndes Vdes

Nf Vf CSA ____ + ____ le 12 Ndes Vdes

where

Nua = Required strength in tension based on factored load combinations of ACI 318 Chapter 5

Vua = Required strength in shear based on factored load combinations of ACI 318 Chapter 5

Nf = Required strength in tension based on factored load combinations of CSA A233 Chapter 8

Vf = Required strength in shear based on factored load combinations of CSA A233 Chapter 8

The full tension strength can be permitted if Vua ACI _____ le 02 Vdes

Vf CSA ____ le 02 Vdes

The full shear strength can be permitted if Nua ACI ____ le 02 Ndes

Nf CSA ____ le 02 Ndes

244 allowable Stress design (aSd)

The values of Ndes and Vdes developed from Section 243 are design strengths (factored resistances) and are to be compared to the required strength in tension and shear from factored load combinations of ACI 318 Chapter 5 or CSA A233 Chapter 8

To design using Allowable Stress Design (ASD) refer to Section 3186 in the 2016 Hilti North America Product Technical Guide Volume 2 Anchor Fastening Technical Guide

245 Seismic designTo determine the seismic design strength (factored resistance) a reduction factor αseis is applied to the applicable table values

This value of αseis will be in the footnotes of the relevant design tables The value of αseis for concrete bond pullout failure is based on 075 times a reduction factor determined from testing The total reduction is footnoted in the tables

The value of αseis for steel failure is based on testing and is typically only applied for shear There is no additional 075 factor The reduction is footnoted in the tables

The factored load and associated seismic load combinations that will be compared to the design strength (factored resistance) can be determined from ACI or CSA provisions and national or local code requirements An additional value for ϕnon-ductile may be needed based on failure mode or ductility of the attached components

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

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246 Sustained loads and overhead Use

Sustained loading is calculated by multiplying the value of ФNn or Nr by 055 and comparing the value to the tension dead load contribution (and any sustained live loads or other loads) of the factored load Edge spacing and concrete thickness influences do not need to be accounted for when evaluating sustained loads

247 accuracy of the Simplified tables

Calculations using the Simplified Tables have the potential of providing a design strength (factored resistance) that is exactly what would be calculated using equations from ACI 318 Chapter 17 or CSA A233 Annex D

The tables for the single anchor design strength (factored resistance) for concrete bond pullout failure or steel failure have the same values that will be computed using the provisions of ACI and CSA

The load adjustment factors for edge distance influences are based on a single anchor near an edge The load adjustment factors for spacing are determined from the influence of two adjacent anchors Each reduction factor is calculated for the minimum value of either concrete or bond failure When more than one edge distance andor spacing condition exists the load adjustment factors are multiplied together This will result in a conservative design when compared to a full calculation based on ACI or CSA

Since the table values including load adjustment factors are calculated using equations that are not linear linear interpolation is not permitted Use the smaller of the two table values listed This provides a conservative value if the application falls between concrete compressive strengths embedment depths or spacing edge distance and concrete thickness

For a summary of the accuracy of the simplified tables refer to Section 3189 of the 2016 Hilti North America Product Technical Guide Volume 2 Anchor Fastening Technical Guide

Additional assistance can be given by your local Hilti representative

248 limitations Using Simplified tables

There are limitations that the Simplified Tables do not consider Refer to Section 31810 of the 2016 Hilti North America Product Technical Guide Volume 2 Anchor Fastening Technical Guide for additional information

Contact Hilti with any questions for specific applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

9Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

248 hilti hit-re 100 adhesive with deformed reinforcing bars (rebar)

Cracked or uncracked concrete

Permissible concete conditions Permissible drilling methods

Dry concrete

Hammer Drilling with Carbide Tipped Drill Bit

Uncracked Concrete Water-saturated concrete

Cracked Concrete Water-filled holes

Submerged (underwater)

Table 1 mdash Specifications for rebar installed with HIT-RE 100 adhesive

Setting information Symbol UnitsRebar Size

3 4 5 6 7 8 9 10

Nominal bit diameter do in 12 58 34 78 1 1-18 1-38 1-12

Effective Embedment

minimum hefmin

in 2-38 2-34 3-18 3-12 3-18 4 4-12 5

(mm) (60) (70) (79) (89) (89) (102) (114) (127)

maximum hefmax

in 7-12 10 12-12 15 17-12 20 22-12 25

(mm) (191) (254) (318) (381) (445) (508) (572) (635)

Minimum Concrete Thickness hmin

in hef + 1-14hef + 2do(mm) (hef + 30)

Minimum edge distance1 cmin

in 1-78 2-12 3-18 3-34 4-38 5 5-58 6-14

(mm) (48) (64) (79) (95) (111) (127) (143) (159)

Minimum anchor spacing smin

in 1-78 2-12 3-18 3-34 4-38 5 5-58 6-14

(mm) (48) (64) (79) (95) (111) (127) (143) (159)

1 Edge distance of 1-34-inch (44mm) is permitted provided the rebar remains un-torqued

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

10 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 2 mdash Hilti HIT-RE 100 adhesive design strength with concrete bond failure for US rebar in uncracked concrete 12345678910

Rebar Size

EffectiveEmbedment

Depthin (mm)

Tension mdash ϕNn Shear mdash ϕVn

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

3

3-38 2780 2835 2915 3035 7080 7210 7420 7730(86) (124) (126) (130) (135) (315) (321) (330) (344)

4-12 3710 3775 3885 4050 9440 9615 9895 10305(114) (165) (168) (173) (180) (420) (428) (440) (458)7-12 6180 6295 6480 6745 15735 16025 16490 17175(191) (275) (280) (288) (300) (700) (713) (734) (764)

4

4-12 4885 4975 5120 5330 12430 12660 13030 13565(114) (217) (221) (228) (237) (553) (563) (580) (603)

6 6510 6630 6825 7105 16575 16875 17370 18090(152) (290) (295) (304) (316) (737) (751) (773) (805)10 10850 11050 11375 11845 27620 28130 28950 30150

(254) (483) (492) (506) (527) (1229) (1251) (1288) (1341)

5

5-58 7315 7450 7665 7985 18615 18960 19515 20320(143) (325) (331) (341) (355) (828) (843) (868) (904)7-12 9750 9930 10220 10645 24825 25280 26015 27095(191) (434) (442) (455) (474) (1104) (1125) (1157) (1205)

12-12 16255 16550 17035 17740 41370 42130 43360 45155(318) (723) (736) (758) (789) (1840) (1874) (1929) (2009)

6

6-34 10180 10370 10670 11115 25920 26395 27165 28290(171) (453) (461) (475) (494) (1153) (1174) (1208) (1258)

9 13575 13825 14230 14820 34555 35195 36220 37720(229) (604) (615) (633) (659) (1537) (1566) (1611) (1678)15 22625 23045 23715 24695 57595 58655 60365 62865

(381) (1006) (1025) (1055) (1098) (2562) (2609) (2685) (2796)

7

7-78 13385 13630 14025 14605 34065 34690 35705 37180(200) (595) (606) (624) (650) (1515) (1543) (1588) (1654)

10-12 17845 18170 18700 19475 45420 46255 47605 49575(267) (794) (808) (832) (866) (2020) (2058) (2118) (2205)

17-12 29740 30285 31170 32460 75700 77090 79340 82625(445) (1323) (1347) (1387) (1444) (3367) (3429) (3529) (3675)

8

9 16980 17295 17800 18535 43225 44020 45305 47180(229) (755) (769) (792) (824) (1923) (1958) (2015) (2099)12 22640 23060 23730 24715 57635 58695 60410 62910

(305) (1007) (1026) (1056) (1099) (2564) (2611) (2687) (2798)20 37735 38430 39555 41190 96055 97825 100680 104845

(508) (1679) (1709) (1759) (1832) (4273) (4351) (4478) (4664)

9

10-18 21020 21405 22030 22945 53505 54490 56080 58400(257) (935) (952) (980) (1021) (2380) (2424) (2495) (2598)

13-12 28025 28540 29375 30590 71340 72655 74775 77870(343) (1247) (1270) (1307) (1361) (3173) (3232) (3326) (3464)

22-12 46710 47570 48960 50985 118900 121090 124620 129780(572) (2078) (2116) (2178) (2268) (5289) (5386) (5543) (5773)

10

11-14 25465 25935 26690 27795 63395 66010 67940 70750(286) (1133) (1154) (1187) (1236) (2820) (2936) (3022) (3147)15 33955 34575 35585 37060 86425 88015 90585 94335

(381) (1510) (1538) (1583) (1649) (3844) (3915) (4029) (4196)25 56590 57630 59310 61765 144040 146690 150975 157220

(635) (2517) (2563) (2638) (2747) (6407) (6525) (6716) (6993)

1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 4

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only Seismic design is not permitted for uncracked concrete

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

11Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 3 mdash Hilti HIT-RE 100 adhesive design strength with concrete bond failure for US rebar in cracked concrete 12345678910

Rebar Size

EffectiveEmbedment

Depthin (mm)

Tension mdash ϕNn Shear mdash ϕVn

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

3

3-38 1040 1060 1090 1135 2650 2700 2775 2890(86) (46) (47) (48) (50) (118) (120) (123) (129)

4-12 1390 1415 1455 1515 3535 3600 3705 3855(114) (62) (63) (65) (67) (157) (160) (165) (171)7-12 2315 2355 2425 2525 5890 5995 6170 6425(191) (103) (105) (108) (112) (262) (267) (274) (286)

4

4-12 1850 1885 1940 2020 4710 4795 4935 5140(114) (82) (84) (86) (90) (210) (213) (220) (229)

6 2465 2515 2585 2695 6280 6395 6585 6855(152) (110) (112) (115) (120) (279) (284) (293) (305)10 4110 4190 4310 4490 10470 10660 10970 11425

(254) (183) (186) (192) (200) (466) (474) (488) (508)

5

5-58 2890 2945 3030 3155 7360 7495 7715 8035(143) (129) (131) (135) (140) (327) (333) (343) (357)7-12 3855 3925 4040 4210 9815 9995 10285 10710(191) (171) (175) (180) (187) (437) (445) (457) (476)

12-12 6425 6545 6735 7015 16355 16655 17145 17850(318) (286) (291) (300) (312) (728) (741) (763) (794)

6

6-34 4165 4240 4365 4545 10600 10795 11110 11570(171) (185) (189) (194) (202) (472) (480) (494) (515)

9 5550 5655 5820 6060 14130 14390 14810 15425(229) (247) (252) (259) (270) (629) (640) (659) (686)15 9255 9425 9700 10100 23555 23985 24685 25705

(381) (412) (419) (431) (449) (1048) (1067) (1098) (1143)

7

7-78 5665 5770 5940 6185 14425 14690 15120 15745(200) (252) (257) (264) (275) (642) (653) (673) (700)

10-12 7555 7695 7920 8250 19235 19590 20160 20995(267) (336) (342) (352) (367) (856) (871) (897) (934)

17-12 12595 12825 13200 13745 32060 32645 33600 34990(445) (560) (570) (587) (611) (1426) (1452) (1495) (1556)

8

9 7030 7160 7365 7670 17890 18220 18755 19530(229) (313) (318) (328) (341) (796) (810) (834) (869)12 9370 9545 9825 10230 23855 24295 25005 26040

(305) (417) (425) (437) (455) (1061) (1081) (1112) (1158)20 15620 15905 16370 17050 39760 40490 41675 43400

(508) (695) (707) (728) (758) (1769) (1801) (1854) (1931)

9

10-18 8425 8580 8830 9195 21440 21835 22475 23405(257) (375) (382) (393) (409) (954) (971) (1000) (1041)

13-12 11230 11440 11770 12260 28590 29115 29965 31205(343) (500) (509) (524) (545) (1272) (1295) (1333) (1388)

22-12 18720 19065 19620 20430 47650 48525 49940 52010(572) (833) (848) (873) (909) (2120) (2158) (2221) (2314)

10

11-14 9915 10095 10390 10820 25235 25700 26450 27545(286) (441) (449) (462) (481) (1123) (1143) (1177) (1225)15 13220 13460 13855 14430 33645 34265 35265 36725

(381) (588) (599) (616) (642) (1497) (1524) (1569) (1634)25 22030 22435 23090 24045 56075 57110 58775 61210

(635) (980) (998) (1027) (1070) (2494) (2540) (2614) (2723)

1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 4

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0607 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 T abular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only For seismic loads multiply cracked concrete tabular values in tension and shear by αseis = 0675 See section 245 for additional information on seismic

applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

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Table 4 mdash Steel design strength for US rebar 1

Rebar Size

ASTM A 615 Grade 40 2 ASTM A 615 Grade 60 2 ASTM A 706 Grade 60 2 Tensile3

ϕNsa

lb (kN)

Shear4

ϕVsa

lb (kN)

Seismic Shear5

ϕVsaeq

lb (kN)

Tensile3

ϕNsa

lb (kN)

Shear4

ϕVsa

lb (kN)

Seismic Shear5

ϕVsaeq

lb (kN)

Tensile3

ϕNsa

lb (kN)

Shear4

ϕVsa

lb (kN)

Seismic Shear5

ϕVsaeq

lb (kN)

34290 2375 1665 6435 3565 2495 6600 3430 2400(191) (106) (74) (286) (159) (111) (294) (153) (107)

47800 4320 3025 11700 6480 4535 12000 6240 4370(347) (192) (135) (520) (288) (202) (534) (278) (194)

512090 6695 4685 18135 10045 7030 18600 9670 6770(538) (298) (208) (807) (447) (313) (827) (430) (301)

617160 9505 6655 25740 14255 9980 26400 13730 9610(763) (423) (296) (1145) (634) (444) (1174) (611) (427)

723400 12960 9070 35100 19440 13610 36000 18720 13105(1041) (576) (403) (1561) (865) (605) (1601) (833) (583)

830810 17065 11945 46215 25595 17915 47400 24650 17255(1370) (759) (531) (2056) (1139) (797) (2108) (1096) (768)

939000 21600 15120 58500 32400 22680 60000 31200 21840(1735) (961) (673) (2602) (1441) (1009) (2669) (1388) (971)

1049530 27430 19200 74295 41150 28805 76200 39625 27740(2203) (1220) (854) (3305) (1830) (1281) (3390) (1763) (1234)

1 See Section 244 to convert design strength value to ASD value2 ASTM A706 Grade 60 rebar are considered ductile steel elements ASTM A 615 Grade 40 and 60 rebar are considered brittle steel elements3 Tensile = ϕ AseN futa as noted in ACI 318-14 Chapter 174 Shear = ϕ 060 AseN futa as noted in ACI 318-14 Chapter 175 Seismic Shear = αVseis ϕVsa Reduction for seismic shear only See section 245 for additional information on seismic applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

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Table 5 mdash Load adjustment factors for 3 rebar in uncracked concrete 123

3Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12(86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 032 023 013 na na na 010 008 005 021 016 009 na na na1-78 (48) 059 057 054 033 024 014 054 053 052 012 009 005 023 017 010 na na na

2 (51) 060 057 054 034 025 014 054 053 052 013 010 006 025 019 011 na na na3 (76) 065 061 057 042 031 018 056 055 054 023 018 011 042 031 018 na na na4 (102) 070 065 059 052 038 022 058 057 055 036 027 016 052 038 022 na na na

4-58 (117) 073 067 060 060 043 025 060 058 056 045 034 020 060 043 025 062 na na5 (127) 075 069 061 064 047 027 061 059 056 050 038 023 064 047 027 065 na na

5-34 (146) 078 071 063 074 054 031 062 060 057 062 046 028 074 054 031 070 063 na6 (152) 080 072 063 077 056 033 063 060 057 066 050 030 077 056 033 071 065 na7 (178) 085 076 066 090 066 038 065 062 059 083 062 037 090 066 038 077 070 na8 (203) 090 080 068 100 075 043 067 064 060 100 076 046 100 075 043 082 075 na

8-34 (222) 093 082 069 082 048 068 065 061 087 052 082 048 086 078 0669 (229) 094 083 070 084 049 069 066 061 091 055 084 049 087 079 067

10 (254) 099 087 072 094 054 071 067 062 100 064 094 054 092 083 07011 (279) 100 091 074 100 060 073 069 064 074 100 060 096 087 07412 (305) 094 077 065 075 071 065 084 065 100 091 07714 (356) 100 081 076 080 074 067 100 076 099 08316 (406) 086 087 084 078 070 087 100 08918 (457) 090 098 088 081 072 098 09424 (610) 100 100 100 092 080 100 10030 (762) 100 08736 (914) 095

gt48 (1219) 100

Table 6 mdash Load adjustment factors for 3 rebar in cracked concrete 123

3Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear5

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12(86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 054 049 043 na na na 020 015 009 040 030 018 na na na1-78 (48) 059 057 054 056 050 044 056 055 054 022 017 010 044 033 020 na na na

2 (51) 060 057 054 057 051 044 056 055 054 024 018 011 049 036 022 na na na3 (76) 065 061 057 070 060 049 060 058 056 045 033 020 070 060 040 na na na4 (102) 070 065 059 084 070 055 063 061 058 069 051 031 084 070 055 na na na

4-58 (117) 073 067 060 093 076 058 065 062 059 085 064 038 093 076 058 077 na na5 (127) 075 069 061 099 080 060 066 063 060 096 072 043 099 080 060 081 na na

5-34 (146) 078 071 063 100 088 064 069 065 061 100 089 053 100 088 064 086 078 na6 (152) 080 072 063 091 066 069 066 061 095 057 091 066 088 080 na7 (178) 085 076 066 100 072 073 069 063 100 072 100 072 095 087 na8 (203) 090 080 068 078 076 071 065 087 078 100 093 na

8-34 (222) 093 082 069 083 078 073 067 100 083 097 0829 (229) 094 083 070 085 079 074 067 085 098 083

10 (254) 099 087 072 091 082 077 069 091 100 08711 (279) 100 091 074 098 086 079 071 098 09212 (305) 094 077 100 089 082 073 100 09614 (356) 100 081 095 087 077 10016 (406) 086 100 093 08018 (457) 090 098 08424 (610) 100 100 09630 (762) 10036 (914)

gt48 (1219)1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

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Table 7 mdash Load adjustment factors for 4 rebar in uncracked concrete 123

4Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10(114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na 027 020 012 na na na 007 005 003 014 010 006 na na na2-12 (64) 059 057 054 032 023 014 054 053 052 012 009 005 023 018 011 na na na

3 (76) 061 058 055 035 026 015 055 054 053 015 012 007 031 023 014 na na na4 (102) 065 061 057 041 030 018 056 055 054 024 018 011 041 030 018 na na na5 (127) 069 064 058 048 035 021 058 057 055 033 025 015 048 035 021 na na na

5-34 (146) 071 066 060 054 040 023 059 058 055 041 031 018 054 040 023 061 na na6 (152) 072 067 060 057 042 024 060 058 056 043 033 020 057 042 024 062 na na7 (178) 076 069 062 066 048 028 061 059 057 055 041 025 066 048 028 067 na na

7-14 (184) 077 070 062 068 050 029 062 060 057 058 043 026 068 050 029 068 062 na8 (203) 080 072 063 075 055 032 063 061 057 067 050 030 075 055 032 071 065 na9 (229) 083 075 065 085 062 036 064 062 058 080 060 036 085 062 036 076 069 na

10 (254) 087 078 067 094 069 040 066 063 059 094 070 042 094 069 040 080 073 na11-14 (286) 092 081 069 100 078 046 068 065 061 100 084 050 100 078 046 085 077 065

12 (305) 094 083 070 083 049 069 066 061 092 055 083 049 087 079 06714 (356) 100 089 073 097 057 072 068 063 100 070 097 057 094 086 07216 (406) 094 077 100 065 076 071 065 085 100 065 100 092 07718 (457) 100 080 073 079 074 067 100 073 097 08220 (508) 083 081 082 076 069 081 100 08722 (559) 087 089 085 079 071 089 09124 (610) 090 097 088 082 072 097 09530 (762) 100 100 098 089 078 100 10036 (914) 100 097 084

gt48 (1219) 100 095

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 8 mdash Load adjustment factors for 4 rebar in cracked concrete 123

4Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10(114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 049 045 041 na na na 013 010 006 026 019 012 na na na2-12 (64) 059 057 054 056 050 044 056 055 054 022 017 010 044 033 020 na na na

3 (76) 061 058 055 060 053 046 057 056 054 029 022 013 058 043 026 na na na4 (102) 065 061 057 070 060 049 060 058 056 045 033 020 070 060 040 na na na5 (127) 069 064 058 080 067 053 062 060 057 062 047 028 080 067 053 na na na

5-34 (146) 071 066 060 088 073 056 064 062 058 077 058 035 088 073 056 075 na na6 (152) 072 067 060 091 075 057 065 062 059 082 061 037 091 075 057 076 na na7 (178) 076 069 062 100 083 062 067 064 060 100 077 046 100 083 062 083 na na

7-14 (184) 077 070 062 085 063 068 065 060 082 049 085 063 084 076 na8 (203) 080 072 063 091 066 069 066 061 095 057 091 066 088 080 na9 (229) 083 075 065 100 070 072 068 063 100 068 100 070 094 085 na

10 (254) 087 078 067 075 074 070 064 079 075 099 090 na11-14 (286) 092 081 069 081 077 073 066 095 081 100 095 080

12 (305) 094 083 070 085 079 074 067 100 085 098 08314 (356) 100 089 073 095 084 078 070 095 100 08916 (406) 094 077 100 089 082 073 100 09618 (457) 100 080 094 086 076 10020 (508) 083 099 090 07922 (559) 087 100 094 08124 (610) 090 098 08430 (762) 100 100 09336 (914) 100

gt48 (1219)

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

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1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 9 mdash Load adjustment factors for 5 rebar in uncracked concrete 123

5Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12(143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na 025 019 011 na na na 005 004 002 010 008 005 na na na3-18 (79) 059 057 054 032 023 014 054 053 052 012 009 005 024 018 011 na na na

4 (102) 062 059 055 036 027 016 055 054 053 018 013 008 035 026 016 na na na5 (127) 065 061 057 042 031 018 057 055 054 025 019 011 042 031 018 na na na6 (152) 068 063 058 047 035 020 058 056 055 032 024 015 047 035 020 na na na7 (178) 071 066 059 053 039 023 059 058 055 041 031 018 053 039 023 na na na

7-18 (181) 071 066 060 054 040 023 059 058 055 042 031 019 054 040 023 061 na na8 (203) 074 068 061 061 045 026 060 059 056 050 037 022 061 045 026 065 na na9 (229) 077 070 062 069 051 030 062 060 057 060 045 027 069 051 030 069 062 na

10 (254) 080 072 063 076 056 033 063 061 058 070 052 031 076 056 033 072 066 na11 (279) 083 074 065 084 062 036 064 062 058 081 060 036 084 062 036 076 069 na12 (305) 086 077 066 092 067 039 066 063 059 092 069 041 092 067 039 079 072 na14 (356) 091 081 069 100 079 046 068 065 061 100 087 052 100 079 046 086 078 06616 (406) 097 086 071 090 053 071 067 062 100 064 090 053 092 083 07018 (457) 100 090 074 100 059 074 069 064 076 100 059 097 088 07420 (508) 094 077 066 076 072 065 089 066 100 093 07822 (559) 099 079 072 079 074 067 100 072 098 08224 (610) 100 082 079 081 076 068 079 100 08626 (660) 085 085 084 078 070 085 09028 (711) 087 092 087 080 072 092 09330 (762) 090 099 089 082 073 099 09636 (914) 098 100 097 089 078 100 100

gt48 (1219) 100 100 100 087

Table 10 mdash Load adjustment factors for 5 rebar in cracked concrete 123

5Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12(143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 046 043 040 na na na 009 007 004 018 014 008 na na na3-18 (79) 059 057 054 056 050 044 056 055 054 022 017 010 044 033 020 na na na

4 (102) 062 059 055 062 055 046 058 056 055 032 024 014 062 048 029 na na na5 (127) 065 061 057 070 060 049 060 058 056 045 033 020 070 060 040 na na na6 (152) 068 063 058 078 066 053 062 060 057 059 044 026 078 066 053 na na na7 (178) 071 066 059 087 072 056 064 061 058 074 055 033 087 072 056 na na na

7-18 (181) 071 066 060 088 073 056 064 061 058 076 057 034 088 073 056 074 na na8 (203) 074 068 061 096 078 059 066 063 059 090 068 041 096 078 059 079 na na9 (229) 077 070 062 100 085 062 068 064 060 100 081 048 100 085 062 084 076 na

10 (254) 080 072 063 091 066 069 066 061 095 057 091 066 088 080 na11 (279) 083 074 065 098 069 071 068 063 100 065 098 069 093 084 na12 (305) 086 077 066 100 073 073 069 064 075 100 073 097 088 na14 (356) 091 081 069 081 077 072 066 094 081 100 095 08016 (406) 097 086 071 089 081 076 068 100 089 100 08618 (457) 100 090 074 097 085 079 071 097 09120 (508) 094 077 100 089 082 073 100 09622 (559) 099 079 093 085 075 10024 (610) 100 082 097 089 07726 (660) 085 100 092 08028 (711) 087 095 08230 (762) 090 098 08436 (914) 098 100 091

gt48 (1219) 100 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

16 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 11 mdash Load adjustment factors for 6 rebar in uncracked concrete 123

6Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15(171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 024 018 010 na na na 004 003 002 008 006 004 na na na3-34 (95) 059 057 054 032 023 014 054 053 052 012 009 006 025 019 011 na na na

4 (102) 060 057 054 033 024 014 054 054 053 014 010 006 027 020 012 na na na5 (127) 062 059 056 037 027 016 056 055 053 019 014 009 037 027 016 na na na6 (152) 065 061 057 042 031 018 057 055 054 025 019 011 042 031 018 na na na7 (178) 067 063 058 047 034 020 058 056 055 032 024 014 047 034 020 na na na8 (203) 070 065 059 052 038 022 059 057 055 039 029 017 052 038 022 na na na

8-12 (216) 071 066 059 055 040 024 059 058 056 042 032 019 055 040 024 061 na na9 (229) 072 067 060 058 043 025 060 058 056 046 034 021 058 043 025 063 na na

10 (254) 075 069 061 064 047 028 061 059 056 054 040 024 064 047 028 066 na na10-34 (273) 077 070 062 069 051 030 062 060 057 060 045 027 069 051 030 069 063 na

12 (305) 080 072 063 077 057 033 063 061 058 071 053 032 077 057 033 073 066 na14 (356) 085 076 066 090 066 039 065 063 059 089 067 040 090 066 039 079 071 na16 (406) 090 080 068 100 076 044 068 065 060 100 082 049 100 076 044 084 076 na

16-34 (425) 091 081 069 079 046 068 065 061 087 052 079 046 086 078 06618 (457) 094 083 070 085 050 070 066 062 097 058 085 050 089 081 06820 (508) 099 087 072 095 055 072 068 063 100 068 095 055 094 085 07222 (559) 100 091 074 100 061 074 070 064 079 100 061 099 089 07524 (610) 094 077 067 076 072 066 090 067 100 093 07926 (660) 098 079 072 079 074 067 100 072 097 08228 (711) 100 081 078 081 075 068 078 100 08530 (762) 083 083 083 077 069 083 08836 (914) 090 100 090 083 073 100 097

gt48 (1219) 100 100 094 081 100

Table 12 mdash Load adjustment factors for 6 rebar in cracked concrete 123

6Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcreteThickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15(171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na 044 042 039 na na na 007 005 003 014 010 006 na na na3-34 (95) 059 057 054 056 050 044 056 055 054 022 016 010 043 032 019 na na na

4 (102) 060 057 054 057 051 044 056 055 054 024 018 011 048 036 021 na na na5 (127) 062 059 056 063 056 047 058 057 055 033 025 015 063 050 030 na na na6 (152) 065 061 057 070 060 049 060 058 056 044 033 020 070 060 039 na na na7 (178) 067 063 058 077 065 052 061 059 057 055 041 025 077 065 050 na na na8 (203) 070 065 059 084 070 055 063 061 058 067 050 030 084 070 055 na na na

8-12 (216) 071 066 059 088 072 056 064 061 058 074 055 033 088 072 056 074 na na9 (229) 072 067 060 091 075 057 064 062 058 080 060 036 091 075 057 076 na na

10 (254) 075 069 061 099 080 060 066 063 059 094 070 042 099 080 060 080 na na10-34 (273) 077 070 062 100 084 062 067 064 060 100 079 047 100 084 062 083 075 na

12 (305) 080 072 063 091 066 069 066 061 100 093 056 091 066 088 080 na14 (356) 085 076 066 100 072 072 068 063 100 070 100 072 095 086 na16 (406) 090 080 068 078 076 071 065 086 078 100 092 na

16-34 (425) 091 081 069 081 077 072 066 092 081 094 07918 (457) 094 083 070 085 079 074 067 100 085 097 08220 (508) 099 087 072 091 082 076 069 091 100 08722 (559) 100 091 074 098 085 079 071 098 09124 (610) 094 077 100 088 082 073 100 09526 (660) 098 079 092 084 074 09928 (711) 100 081 095 087 076 10030 (762) 083 098 090 07836 (914) 090 100 098 084

gt48 (1219) 100 100 095

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

17Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 13 mdash Load adjustment factors for 7 rebar in uncracked concrete 123

7Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12(200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 023 017 010 na na na 003 002 001 006 004 003 na na na4-38 (111) 059 057 054 032 024 014 054 053 052 012 009 005 024 018 011 na na na

5 (127) 061 058 055 034 025 015 055 054 053 014 011 007 029 022 013 na na na6 (152) 063 060 056 038 028 016 056 055 053 019 014 009 038 028 016 na na na7 (178) 065 061 057 042 031 018 056 055 054 024 018 011 042 031 018 na na na8 (203) 067 063 058 046 034 020 057 056 054 029 022 013 046 034 020 na na na9 (229) 069 064 059 051 037 022 058 057 055 035 026 016 051 037 022 na na na

9-78 (251) 071 066 059 055 041 024 059 057 055 040 030 018 055 041 024 060 na na10 (254) 071 066 060 056 041 024 059 058 055 041 031 018 056 041 024 061 na na11 (279) 073 067 060 061 045 026 060 058 056 047 035 021 061 045 026 064 na na12 (305) 075 069 061 067 049 029 061 059 056 054 040 024 067 049 029 066 na na

12-12 (318) 076 070 062 070 051 030 061 059 057 057 043 026 070 051 030 068 062 na14 (356) 080 072 063 078 058 034 063 061 058 068 051 031 078 058 034 072 065 na16 (406) 084 075 065 089 066 039 065 062 059 083 062 037 089 066 039 077 070 na18 (457) 088 079 067 100 074 043 067 064 060 099 074 044 100 074 043 081 074 na

19-12 (495) 091 081 069 080 047 068 065 061 100 084 050 080 047 085 077 06520 (508) 092 082 069 082 048 068 065 061 087 052 082 048 086 078 06622 (559) 097 085 071 090 053 070 067 062 100 060 090 053 090 082 06924 (610) 100 088 073 099 058 072 068 063 068 099 058 094 085 07226 (660) 091 075 100 063 074 070 064 077 100 063 098 089 07528 (711) 094 077 067 076 071 065 086 067 100 092 07830 (762) 098 079 072 078 073 066 096 072 095 08036 (914) 100 084 087 083 077 069 100 087 100 088

gt48 (1219) 096 100 094 086 076 100 100

Table 14 mdash Load adjustment factors for 7 rebar in cracked concrete 123

7Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12(200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 043 041 038 na na na 005 004 002 010 008 005 na na na4-38 (111) 059 057 054 056 050 044 056 055 053 020 015 009 040 030 018 na na na

5 (127) 061 058 055 059 052 045 057 055 054 024 018 011 049 037 022 na na na6 (152) 063 060 056 064 056 047 058 056 055 032 024 014 064 048 029 na na na7 (178) 065 061 057 070 060 049 059 058 055 040 030 018 070 060 036 na na na8 (203) 067 063 058 076 064 052 060 059 056 049 037 022 076 064 044 na na na9 (229) 069 064 059 082 068 054 062 060 057 059 044 027 082 068 053 na na na

9-78 (251) 071 066 059 087 072 056 063 061 058 068 051 030 087 072 056 072 na na10 (254) 071 066 060 088 073 056 063 061 058 069 052 031 088 073 056 072 na na11 (279) 073 067 060 095 077 059 064 062 058 080 060 036 095 077 059 076 na na12 (305) 075 069 061 100 082 061 066 063 059 091 068 041 100 082 061 079 na na

12-12 (318) 076 070 062 084 062 066 063 060 097 072 043 084 062 081 073 na14 (356) 080 072 063 091 066 068 065 061 100 086 051 091 066 085 078 na16 (406) 084 075 065 100 071 071 067 062 100 063 100 071 091 083 na18 (457) 088 079 067 076 073 069 064 075 076 097 088 na

19-12 (495) 091 081 069 080 075 071 065 085 080 100 092 07720 (508) 092 082 069 082 076 071 065 088 082 093 07822 (559) 097 085 071 087 079 074 067 100 087 097 08224 (610) 100 088 073 093 081 076 068 093 100 08626 (660) 091 075 099 084 078 070 099 08928 (711) 094 077 100 086 080 071 100 09330 (762) 098 079 089 082 073 09636 (914) 100 084 097 089 078 100

gt48 (1219) 096 100 100 087

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

18 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 15 mdash Load adjustment factors for 8 rebar in uncracked concrete 123

8Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

9 12 20 9 12 20 9 12 20 9 12 20 9 12 20 9 12 20(229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 023 017 010 na na na 002 002 001 005 004 002 na na na5 (127) 059 057 054 032 024 014 054 053 052 011 009 005 023 017 010 na na na6 (152) 061 058 055 035 026 015 055 054 053 015 011 007 030 022 013 na na na7 (178) 063 060 056 039 029 017 055 055 053 019 014 009 038 028 017 na na na8 (203) 065 061 057 042 031 018 056 055 054 023 017 010 042 031 018 na na na9 (229) 067 063 058 046 034 020 057 056 054 028 021 012 046 034 020 na na na

10 (254) 069 064 058 050 037 021 058 056 055 032 024 015 050 037 021 na na na11 (279) 070 065 059 054 040 023 059 057 055 037 028 017 054 040 023 na na na

11-14 (286) 071 066 059 056 041 024 059 057 055 038 029 017 056 041 024 059 na na12 (305) 072 067 060 059 044 026 059 058 056 042 032 019 059 044 026 061 na na13 (330) 074 068 061 064 047 028 060 058 056 048 036 022 064 047 028 064 na na14 (356) 076 069 062 069 051 030 061 059 056 053 040 024 069 051 030 066 na na

14-14 (362) 076 070 062 070 052 030 061 059 057 055 041 025 070 052 030 067 061 na16 (406) 080 072 063 079 058 034 063 060 057 065 049 029 079 058 034 071 064 na18 (457) 083 075 065 089 065 038 064 062 058 078 058 035 089 065 038 075 068 na20 (508) 087 078 067 099 073 043 066 063 059 091 068 041 099 073 043 079 072 na22 (559) 091 081 068 100 080 047 067 064 060 100 079 047 100 080 047 083 075 na

22-14 (565) 091 081 069 081 047 067 064 060 080 048 081 047 084 076 06424 (610) 094 083 070 087 051 069 066 061 090 054 087 051 087 079 06626 (660) 098 086 072 094 055 070 067 062 100 061 094 055 090 082 06928 (711) 100 089 073 100 060 072 068 063 068 100 060 094 085 07230 (762) 092 075 064 074 069 064 075 064 097 088 07436 (914) 100 080 077 078 073 067 099 077 100 097 081

gt48 (1219) 090 100 088 081 072 100 100 100 094

Table 16 mdash Load adjustment factors for 8 rebar in cracked concrete 123

8Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

9 12 20 9 12 20 9 12 20 9 12 20 9 12 20 9 12 20(229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 042 040 038 na na na 004 003 002 008 006 004 na na na5 (127) 059 057 054 056 050 044 056 055 053 020 015 009 039 030 018 na na na6 (152) 061 058 055 060 053 046 057 056 054 026 019 012 052 039 023 na na na7 (178) 063 060 056 065 057 047 058 057 055 033 024 015 065 049 029 na na na8 (203) 065 061 057 070 060 049 059 057 055 040 030 018 070 060 036 na na na9 (229) 067 063 058 075 064 051 060 058 056 048 036 021 075 064 043 na na na

10 (254) 069 064 058 080 067 053 061 059 057 056 042 025 080 067 050 na na na11 (279) 070 065 059 086 071 055 062 060 057 064 048 029 086 071 055 na na na

11-14 (286) 071 066 059 087 072 056 063 060 057 066 050 030 087 072 056 071 na na12 (305) 072 067 060 091 075 057 064 061 058 073 055 033 091 075 057 074 na na13 (330) 074 068 061 097 079 059 065 062 059 083 062 037 097 079 059 077 na na14 (356) 076 069 062 100 083 062 066 063 059 092 069 042 100 083 062 079 na na

14-14 (362) 076 070 062 084 062 066 063 059 095 071 043 084 062 080 073 na16 (406) 080 072 063 091 066 068 065 061 100 085 051 091 066 085 077 na18 (457) 083 075 065 100 070 070 067 062 100 061 100 070 090 082 na20 (508) 087 078 067 075 073 069 063 071 075 095 086 na22 (559) 091 081 068 080 075 070 065 082 080 100 091 na

22-14 (565) 091 081 069 080 075 071 065 083 080 091 07724 (610) 094 083 070 085 077 072 066 093 085 095 08026 (660) 098 086 072 090 079 074 067 100 090 098 08328 (711) 100 089 073 095 082 076 069 095 100 08630 (762) 092 075 100 084 078 070 100 08936 (914) 100 080 091 084 074 098

gt48 (1219) 090 100 095 082 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

19Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 17 mdash Load adjustment factors for 9 rebar in uncracked concrete 123

9Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12(257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 022 016 010 na na na 002 001 001 004 003 002 na na na5-58 (143) 059 057 054 032 024 014 054 053 052 011 008 005 022 016 010 na na na

6 (152) 060 057 054 034 025 014 054 053 052 012 009 005 024 018 011 na na na7 (178) 062 059 055 037 027 016 055 054 053 015 011 007 031 023 014 na na na8 (203) 063 060 056 040 029 017 055 054 053 019 014 008 037 028 017 na na na9 (229) 065 061 057 043 031 018 056 055 054 022 017 010 043 031 018 na na na

10 (254) 066 062 057 046 034 020 057 056 054 026 020 012 046 034 020 na na na11 (279) 068 064 058 050 036 021 057 056 054 030 023 014 050 036 021 na na na12 (305) 070 065 059 054 039 023 058 057 055 034 026 015 054 039 023 na na na

12-78 (327) 071 066 060 057 042 025 059 057 055 038 029 017 057 042 025 059 na na13 (330) 071 066 060 058 043 025 059 057 055 039 029 017 058 043 025 059 na na14 (356) 073 067 060 062 046 027 060 058 056 043 032 019 062 046 027 062 na na16 (406) 076 070 062 071 052 031 061 059 056 053 040 024 071 052 031 066 na na

16-14 (413) 077 070 062 072 053 031 061 059 056 054 040 024 072 053 031 066 060 na18 (457) 080 072 063 080 059 035 062 060 057 063 047 028 080 059 035 070 064 na20 (508) 083 075 065 089 066 038 064 061 058 074 055 033 089 066 038 074 067 na22 (559) 086 077 066 098 072 042 065 062 059 085 064 038 098 072 042 077 070 na24 (610) 090 080 068 100 079 046 066 063 060 097 073 044 100 079 046 081 073 na

25-14 (641) 092 081 069 083 048 067 064 060 100 078 047 083 048 083 075 06426 (660) 093 082 069 085 050 068 065 060 082 049 085 050 084 076 06428 (711) 096 085 071 092 054 069 066 061 092 055 092 054 087 079 06730 (762) 099 087 072 098 058 070 067 062 100 061 098 058 090 082 06936 (914) 100 094 077 100 069 074 070 064 080 100 069 099 090 076

gt48 (1219) 100 086 092 083 077 069 100 092 100 100 088

Table 18 mdash Load adjustment factors for 9 rebar in cracked concrete 123

9Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12(257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 041 039 038 na na na 003 003 002 007 005 003 na na na5-58 (143) 059 057 054 056 050 044 056 055 053 020 015 009 039 029 018 na na na

6 (152) 060 057 054 057 051 044 056 055 054 022 016 010 043 032 019 na na na7 (178) 062 059 055 061 054 046 057 056 054 027 020 012 054 041 024 na na na8 (203) 063 060 056 065 057 048 058 057 055 033 025 015 065 050 030 na na na9 (229) 065 061 057 070 060 049 059 057 055 040 030 018 070 059 036 na na na

10 (254) 066 062 057 074 063 051 060 058 056 046 035 021 074 063 042 na na na11 (279) 068 064 058 079 067 053 061 059 056 054 040 024 079 067 048 na na na12 (305) 070 065 059 084 070 055 062 060 057 061 046 027 084 070 055 na na na

12-78 (327) 071 066 060 088 073 056 063 061 058 068 051 031 088 073 056 072 na na13 (330) 071 066 060 089 073 056 063 061 058 069 052 031 089 073 056 072 na na14 (356) 073 067 060 094 077 058 064 062 058 077 058 035 094 077 058 075 na na16 (406) 076 070 062 100 084 062 066 063 059 094 071 042 100 084 062 080 na na

16-14 (413) 077 070 062 085 063 066 063 060 096 072 043 085 063 081 073 na18 (457) 080 072 063 091 066 068 065 061 100 084 050 091 066 085 077 na20 (508) 083 075 065 099 070 070 067 062 099 059 099 070 089 081 na22 (559) 086 077 066 100 074 072 068 063 100 068 100 074 094 085 na24 (610) 090 080 068 078 074 070 064 078 078 098 089 na

25-14 (641) 092 081 069 081 075 071 065 084 081 100 091 07726 (660) 093 082 069 082 076 071 065 088 082 093 07828 (711) 096 085 071 087 078 073 066 098 087 096 08130 (762) 099 087 072 091 080 075 068 100 091 100 08436 (914) 100 094 077 100 086 080 071 100 092

gt48 (1219) 100 086 100 098 090 078 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

20 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 19 mdash Load adjustment factors for 10 rebar in uncracked concrete 123

10Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25(286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 022 016 009 na na na 002 001 001 003 002 001 na na na6-14 (159) 059 057 054 032 024 014 054 053 052 011 008 005 022 016 010 na na na

7 (178) 060 058 055 034 025 015 054 053 052 013 009 006 026 019 011 na na na8 (203) 062 059 055 037 027 016 055 054 053 016 012 007 031 023 014 na na na9 (229) 063 060 056 040 029 017 055 054 053 019 014 008 038 028 017 na na na

10 (254) 065 061 057 043 032 018 056 055 054 022 016 010 043 032 018 na na na11 (279) 066 062 057 046 034 020 057 055 054 025 019 011 046 034 020 na na na12 (305) 068 063 058 049 036 021 057 056 054 029 021 013 049 036 021 na na na13 (330) 069 064 059 053 039 023 058 056 055 033 024 014 053 039 023 na na na14 (356) 071 066 059 057 042 024 059 057 055 036 027 016 057 042 024 na na na

14-14 (362) 071 066 060 058 042 025 059 057 055 037 027 016 058 042 025 059 na na15 (381) 072 067 060 061 045 026 059 057 055 040 030 018 061 045 026 060 na na16 (406) 074 068 061 065 047 028 060 058 056 045 033 020 065 047 028 062 na na17 (432) 075 069 061 069 050 030 060 058 056 049 036 021 069 050 030 064 na na18 (457) 077 070 062 073 053 031 061 059 056 053 039 023 073 053 031 066 060 na20 (508) 080 072 063 081 059 035 062 060 057 062 046 027 081 059 035 070 063 na22 (559) 083 074 065 089 065 038 063 061 058 072 053 032 089 065 038 073 066 na24 (610) 086 077 066 097 071 042 065 062 058 082 060 036 097 071 042 076 069 na26 (660) 089 079 067 100 077 045 066 063 059 092 068 041 100 077 045 079 072 na28 (711) 091 081 069 100 083 049 067 064 060 100 076 045 083 049 082 074 06330 (762) 094 083 070 089 052 068 065 061 084 050 089 052 085 077 06536 (914) 100 090 074 100 063 072 068 063 100 066 100 063 094 084 071

gt48 (1219) 100 082 083 079 074 067 100 083 100 097 082

Table 20 mdash Load adjustment factors for 10 rebar in cracked concrete 123

10Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25(286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 040 039 037 na na na 003 002 001 006 004 003 na na na6-14 (159) 059 057 054 056 050 044 056 055 053 020 015 009 039 029 018 na na na

7 (178) 060 058 055 058 052 045 056 055 054 023 017 010 046 035 021 na na na8 (203) 062 059 055 062 055 046 057 056 054 028 021 013 056 042 025 na na na9 (229) 063 060 056 066 057 048 058 057 055 034 025 015 066 051 030 na na na

10 (254) 065 061 057 070 060 049 059 057 055 039 030 018 070 059 036 na na na11 (279) 066 062 057 074 063 051 060 058 056 046 034 020 074 063 041 na na na12 (305) 068 063 058 078 066 053 061 059 056 052 039 023 078 066 047 na na na13 (330) 069 064 059 082 069 054 062 060 057 059 044 026 082 069 053 na na na14 (356) 071 066 059 087 072 056 063 060 057 065 049 029 087 072 056 na na na

14-14 (362) 071 066 060 088 073 056 063 061 058 067 050 030 088 073 056 071 na na15 (381) 072 067 060 091 075 057 063 061 058 073 054 033 091 075 057 073 na na16 (406) 074 068 061 096 078 059 064 062 058 080 060 036 096 078 059 076 na na17 (432) 075 069 061 100 081 061 065 063 059 087 066 039 100 081 061 078 na na18 (457) 077 070 062 085 062 066 063 059 095 071 043 085 062 080 073 na20 (508) 080 072 063 091 066 068 065 061 100 084 050 091 066 085 077 na22 (559) 083 074 065 098 069 070 066 062 097 058 098 069 089 081 na24 (610) 086 077 066 100 073 072 068 063 100 066 100 073 093 084 na26 (660) 089 079 067 077 073 069 064 074 077 097 088 na28 (711) 091 081 069 081 075 071 065 083 081 100 091 07730 (762) 094 083 070 085 077 072 066 092 085 094 07936 (914) 100 090 074 097 082 077 069 100 097 100 087

gt48 (1219) 100 082 100 093 086 075 100 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

21Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

249 hilti hit-re 100 adhesive with hilti haS threaded rod

Cracked or uncracked concrete

Permissible concete conditions Permissible drilling methods

Dry concrete

Hammer Drilling with Carbide Tipped Drill Bit

Uncracked Concrete Water-saturated concrete

Cracked Concrete Water-filled holes

Submerged (underwater)

Hilti HAS Threaded Rod

Hilti HIT-V Threaded Rod

Table 21 mdash Specifications for fractional threaded rod installed with HIT-RE 100 adhesive

Setting information Symbol UnitsNominal anchor diameter

38 12 58 34 78 1 1-14

Nominal bit diameter do in 716 916 34 78 1 1-18 1-38

Standard effective embedment hefstd

in 3-38 4-12 5-58 6-34 7-78 9 11-14

(mm) (86) (114) (143) (171) (200) (229) (286)

Effective Embedment

minimum hefmin

in 2-38 2-34 3-18 3-12 3-12 4 5

(mm) (60) (70) (79) (89) (89) (102) (127)

maximum hefmax

in 7-12 10 12-12 15 17-12 20 25

(mm) (191) (254) (318) (381) (445) (508) (635)

Minimum diameter of fixture hole

through-set

in 12 58 13161 15161 1-181 1-141 1-121

preset

in 716 1916 1116 1316 1516 1-18 1-38

Installation torque Tinst

ft-lb 15 30 60 100 125 150 200

(Nm) (20) (40) (80) (136) (169) (203) (271)

Minimum Concrete Thickness hmin

in hef + 1-14 58 to 78 rods also have min conc

hef + 2 hef + 3

(mm) (hef + 51) thickness = hef+2do (hef + 57) (hef + 76)

Minimum edge distance2 cmin

in 1-78 2-12 3-18 3-34 4-38 5 5-58

(mm) (48) (64) (79) (95) (111) (127) (143)

Minimum anchor spacing smin

in 1-78 2-12 3-18 3-34 4-38 5 5-58

(mm) (48) (64) (79) (95) (111) (127) (143)

1 Install using (2) washers See Figure 52 Edge distance of 1-34-inch (44mm) is permitted provided the installation torque is reduced to 030 T inst for 5d lt s lt 16-in and to 05

Tinst for sgt16-in

min

Figure 4 mdash HASHIT-V threaded rods

Figure 5 mdash Installation with (2) washers

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

22 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 22 mdash Hilti HIT-RE 100 adhesive design strength with concrete bond failure for fractional threaded rod in uncracked concrete 12345678910

Nominal Anchor

Diameter in (mm)

Nominal anchor diameter in (mm)

Tension mdash ФNn Shear mdash ФVn

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

f´c = 2500 psi(172 MPa)

lb (kN)

f´c = 3000 psi(207 MPa)

lb (kN)

f´c = 4000 psi(276 MPa)

lb (kN)

f´c = 6000 psi(414 MPa)

lb (kN)

38

2-38 1955 1995 2050 2135 2490 2535 2610 2720(60) (87) (89) (91) (95) (111) (113) (116) (121)

3-38 2780 2835 2915 3035 7080 7210 7420 7730(86) (124) (126) (130) (135) (315) (321) (330) (344)

4-12 3710 3775 3885 4050 9440 9615 9895 10305(114) (165) (168) (173) (180) (420) (428) (440) (458)7-12 6180 6295 6480 6745 15735 16025 16490 17175(191) (275) (280) (288) (300) (700) (713) (734) (764)

12

2-34 2985 3040 3130 3255 7595 7735 7960 8290(70) (133) (135) (139) (145) (338) (344) (354) (369)

4-12 4885 4975 5120 5330 12430 12660 13030 13565(114) (217) (221) (228) (237) (553) (563) (580) (603)

6 6510 6630 6825 7105 16575 16875 17370 18090(152) (290) (295) (304) (316) (737) (751) (773) (805)10 10850 11050 11375 11845 27620 28130 28950 30150

(254) (483) (492) (506) (527) (1229) (1251) (1288) (1341)

58

3-18 4065 4140 4260 4435 9280 10165 10840 11290(79) (181) (184) (189) (197) (413) (452) (482) (502)

5-58 7315 7450 7665 7985 18615 18960 19515 20320(143) (325) (331) (341) (355) (828) (843) (868) (904)7-12 9750 9930 10220 10645 24825 25280 26015 27095(191) (434) (442) (455) (474) (1104) (1125) (1157) (1205)

12-12 16255 16550 17035 17740 41370 42130 43360 45155(318) (723) (736) (758) (789) (1840) (1874) (1929) (2009)

34

3-12 5105 5375 5535 5765 11000 12050 13915 14670(89) (227) (239) (246) (256) (489) (536) (619) (653)

6-34 10180 10370 10670 11115 25920 26395 27165 28290(171) (453) (461) (475) (494) (1153) (1174) (1208) (1258)

9 13575 13825 14230 14820 34555 35195 36220 37720(229) (604) (615) (633) (659) (1537) (1566) (1611) (1678)15 22625 23045 23715 24695 57595 58655 60365 62865

(381) (1006) (1025) (1055) (1098) (2562) (2609) (2685) (2796)

78

3-12 5105 5595 6235 6490 11000 12050 13915 16525(89) (227) (249) (277) (289) (489) (536) (619) (735)

7-78 13385 13630 14025 14605 34065 34690 35705 37180(200) (595) (606) (624) (650) (1515) (1543) (1588) (1654)

10-12 17845 18170 18700 19475 45420 46255 47605 49575(267) (794) (808) (832) (866) (2020) (2058) (2118) (2205)

17-12 29740 30285 31170 32460 75700 77090 79340 82625(445) (1323) (1347) (1387) (1444) (3367) (3429) (3529) (3675)

1

4 6240 6835 7895 8240 13440 14725 17000 20820(102) (278) (304) (351) (367) (598) (655) (756) (926)

9 16980 17295 17800 18535 43225 44020 45305 47180(229) (755) (769) (792) (824) (1923) (1958) (2015) (2099)12 22640 23060 23730 24715 57635 58695 60410 62910

(305) (1007) (1026) (1056) (1099) (2564) (2611) (2687) (2798)20 37735 38430 39555 41190 96055 97825 100680 104845

(508) (1679) (1709) (1759) (1832) (4273) (4351) (4478) (4664)

1-14

5 8720 9555 11030 12355 18785 20575 23760 29100(127) (388) (425) (491) (550) (836) (915) (1057) (1294)

11-14 25465 25935 26690 27795 63395 66010 67940 70750(286) (1133) (1154) (1187) (1236) (2820) (2936) (3022) (3147)15 33955 34575 35585 37060 86425 88015 90585 94335

(381) (1510) (1538) (1583) (1649) (3844) (3915) (4029) (4196)25 56590 57630 59310 61765 144040 146690 150975 157220

(635) (2517) (2563) (2638) (2747) (6407) (6525) (6716) (6993)1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 26-38 as necessary Compare to the steel values in table 24

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only Seismic design is not permitted for uncracked concrete

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

23Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 23 mdash Hilti HIT-RE 100 adhesive design strength with concrete bond failure for threaded rod in cracked concrete 12345678910

Nominal anchor

diameter in (mm)

Effective Embedment

Depth in (mm)

Tension mdash ФNn Shear mdash ФVn

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

f´c = 2500 psi(172 MPa)

lb (kN)

f´c = 3000 psi(207 MPa)

lb (kN)

f´c = 4000 psi(276 MPa)

lb (kN)

f´c = 6000 psi(414 MPa)

lb (kN)

38

2-38 950 965 995 1035 1205 1230 1265 1315(60) (42) (43) (44) (46) (54) (55) (56) (58)

3-38 1345 1370 1410 1470 3430 3490 3595 3745(86) (60) (61) (63) (65) (153) (155) (160) (167)

4-12 1795 1830 1885 1960 4570 4655 4790 4990(114) (80) (81) (84) (87) (203) (207) (213) (222)7-12 2995 3050 3140 3265 7620 7760 7985 8315(191) (133) (136) (140) (145) (339) (345) (355) (370)

12

2-34 1405 1430 1475 1535 3580 3645 3750 3910(70) (62) (64) (66) (68) (159) (162) (167) (174)

4-12 2300 2345 2410 2510 5860 5965 6140 6395(114) (102) (104) (107) (112) (261) (265) (273) (284)

6 3070 3125 3215 3350 7810 7955 8185 8525(152) (137) (139) (143) (149) (347) (354) (364) (379)10 5115 5210 5360 5580 13020 13260 13645 14210

(254) (228) (232) (238) (248) (579) (590) (607) (632)

58

3-18 2000 2035 2095 2180 5085 5180 5330 5550(79) (89) (91) (93) (97) (226) (230) (237) (247)

5-58 3595 3660 3770 3925 9155 9320 9595 9990(143) (160) (163) (168) (175) (407) (415) (427) (444)7-12 4795 4885 5025 5235 12205 12430 12790 13320(191) (213) (217) (224) (233) (543) (553) (569) (593)

12-12 7990 8140 8375 8725 20340 20715 21320 22205(318) (355) (362) (373) (388) (905) (921) (948) (988)

34

3-12 2540 2585 2660 2770 6465 6585 6775 7055(89) (113) (115) (118) (123) (288) (293) (301) (314)

6-34 4900 4990 5135 5345 12470 12700 13070 13610(171) (218) (222) (228) (238) (555) (565) (581) (605)

9 6530 6650 6845 7130 16625 16930 17425 18145(229) (290) (296) (304) (317) (740) (753) (775) (807)15 10885 11085 11410 11880 27710 28220 29040 30245

(381) (484) (493) (508) (528) (1233) (1255) (1292) (1345)

78

3-12 2730 2780 2860 2980 6950 7080 7285 7585(89) (121) (124) (127) (133) (309) (315) (324) (337)

7-78 6145 6255 6440 6705 15640 15925 16390 17070(200) (273) (278) (286) (298) (696) (708) (729) (759)

10-12 8190 8340 8585 8940 20850 21235 21855 22760(267) (364) (371) (382) (398) (927) (945) (972) (1012)

17-12 13650 13905 14310 14900 34750 35390 36425 37930(445) (607) (619) (637) (663) (1546) (1574) (1620) (1687)

1

4 3320 3380 3475 3620 8445 8600 8850 9215(102) (148) (150) (155) (161) (376) (383) (394) (410)

9 7465 7600 7825 8145 19000 19350 19915 20740(229) (332) (338) (348) (362) (845) (861) (886) (923)12 9955 10135 10430 10865 25335 25800 26555 27650

(305) (443) (451) (464) (483) (1127) (1148) (1181) (1230)20 16590 16895 17385 18105 42225 43000 44255 46085

(508) (738) (752) (773) (805) (1878) (1913) (1969) (2050)

1-14

5 4405 4485 4620 4810 11215 11420 11755 12240(127) (196) (200) (206) (214) (499) (508) (523) (544)

11-14 9915 10095 10390 10820 25235 25700 26450 27545(286) (441) (449) (462) (481) (1123) (1143) (1177) (1225)15 13220 13460 13855 14430 33645 34265 35265 36725

(381) (588) (599) (616) (642) (1497) (1524) (1569) (1634)25 22030 22435 23090 24045 56075 57110 58775 61210

(635) (980) (998) (1027) (1070) (2494) (2540) (2614) (2723)1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 24

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only For seismic loads multiply cracked concrete tabular values in tension and shear by αseis = 0675 See section 245 for additional information on seismic

applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

24 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 24 mdash Steel design strength for Hilti HIT-V and HAS threaded rods 1

Nominalanchor

diameterin (mm)

HAS-EISO 898 Class 58 2

HAS-E-B7ASTM A193 B7 3

HAS-R stainless steelASTM F 593 - AISI 304316 SS 2

Tensile4

ϕNsa

lb (kN)

Shear5

ϕVsa

lb (kN)

Seismic Shear6

ϕVsaeq

lb (kN)

Tensile4

ϕNsa

lb (kN)

Shear5

ϕVsa

lb (kN)

Seismic Shear6

ϕVsaeq

lb (kN)

Tensile4

ϕNsa

lb (kN)

Shear5

ϕVsa

lb (kN)

Seismic Shear6

ϕVsaeq

lb (kN)

383655 2020 1415 7265 3775 2645 5040 2790 1955(163) (90) (63) (323) (168) (118) (224) (124) (87)

126690 3705 2595 13300 6915 4840 9225 5110 3575(298) (165) (115) (592) (308) (215) (410) (227) (159)

5810650 5900 4130 21190 11020 7715 14690 8135 5695(474) (262) (184) (943) (490) (343) (653) (362) (253)

3415765 8730 6110 31360 16305 11415 18480 10235 7165(701) (388) (272) (1395) (725) (508) (822) (455) (319)

7821755 12050 8435 43285 22505 15755 25510 14125 9890(968) (536) (375) (1925) (1001) (701) (1135) (628) (440)

128540 15805 11065 56785 29525 20670 33465 18535 12975(1270) (703) (492) (2526) (1313) (919) (1489) (824) (577)

1-1445670 25295 17705 90850 47240 33070 53540 29655 20760(2031) (1125) (788) (4041) (2101) (1471) (2382) (1319) (923)

1 See Section 244 to convert design strength value to ASD value2 HAS-E and HAS-R threaded rods are considered brittle steel elements

HAS-E does not comply with elongation requirements of ISO 898-13 HAS-E-B7 rods are considered ductile steel elements4 Tensile = ϕ AseN futa as noted inACI 318-14 Chapter 175 Shear = ϕ 060 AseV futa as noted inACI 318-14 Chapter 17 For 38-in diameter threaded rod shear = ϕ 050 AseV futa6 Seismic Shear = αVseis ϕVsa Reduction for seismic shear only See section 245 for additional information on seismic applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

25Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 25 mdash Load adjustment factors for 38-in diameter fractional threaded rods in uncracked concrete 123

38 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12(60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na na 043 032 023 013 na na na na 028 010 008 005 043 021 016 009 na na na na1-78 (48) 061 059 057 054 045 033 024 014 058 054 053 052 031 012 009 005 045 023 017 010 na na na na

2 (51) 062 060 057 054 047 034 025 014 058 054 053 052 034 013 010 006 047 025 019 011 na na na na3 (76) 068 065 061 057 060 042 031 018 062 056 055 054 063 023 018 011 060 042 031 018 na na na na

3-58 (92) 072 068 063 058 070 048 035 020 065 058 056 054 084 031 023 014 070 048 035 020 077 na na na4 (102) 074 070 065 059 077 052 038 022 066 058 057 055 098 036 027 016 077 052 038 022 081 na na na

4-58 (117) 077 073 067 060 089 060 043 025 069 060 058 056 100 045 034 020 089 060 043 025 087 062 na na5 (127) 080 075 069 061 096 064 047 027 070 061 059 056 050 038 023 096 064 047 027 091 065 na na

5-34 (146) 084 078 071 063 100 074 054 031 074 062 060 057 062 046 028 100 074 054 031 097 070 063 na6 (152) 086 080 072 063 077 056 033 075 063 060 057 066 050 030 077 056 033 099 071 065 na7 (178) 092 085 076 066 090 066 038 079 065 062 059 083 062 037 090 066 038 100 077 070 na8 (203) 097 090 080 068 100 075 043 083 067 064 060 100 076 046 100 075 043 082 075 na

8-34 (222) 100 093 082 069 082 048 086 068 065 061 087 052 082 048 086 078 0669 (229) 094 083 070 084 049 087 069 066 061 091 055 084 049 087 079 067

10 (254) 099 087 072 094 054 091 071 067 062 100 064 094 054 092 083 07011 (279) 100 091 074 100 060 095 073 069 064 074 100 060 096 087 07412 (305) 094 077 065 099 075 071 065 084 065 100 091 07714 (356) 100 081 076 100 080 074 067 100 076 099 08316 (406) 086 087 084 078 070 087 100 08918 (457) 090 098 088 081 072 098 09424 (610) 100 100 100 092 080 100 10030 (762) 100 08736 (914) 095

gt48 (1219) 100

Table 26 mdash Load adjustment factors for 38-in diameter fractional threaded rods in cracked concrete 123

38 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12(60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na na 058 054 049 043 na na na na 042 015 012 007 058 031 023 014 na na na na1-78 (48) 061 059 057 054 060 056 050 044 060 055 054 053 046 017 013 008 060 034 026 015 na na na na

2 (51) 062 060 057 054 062 057 051 044 061 055 055 053 051 019 014 008 062 038 028 017 na na na na3 (76) 068 065 061 057 078 070 060 049 066 058 057 055 093 034 026 016 078 069 052 031 na na na na

3-58 (92) 072 068 063 058 089 078 066 053 069 060 058 056 100 046 034 021 089 078 066 041 088 na na na4 (102) 074 070 065 059 096 084 070 055 071 061 059 056 053 040 024 096 084 070 048 092 na na na

4-58 (117) 077 073 067 060 100 093 076 058 075 063 060 057 066 049 030 100 093 076 058 099 071 na na5 (127) 080 075 069 061 099 080 060 077 064 061 058 074 056 033 099 080 060 100 074 na na

5-34 (146) 084 078 071 063 100 088 064 081 066 063 059 091 069 041 100 088 064 079 072 na6 (152) 086 080 072 063 091 066 082 066 064 060 097 073 044 091 066 081 074 na7 (178) 092 085 076 066 100 072 087 069 066 061 100 092 055 100 072 087 079 na8 (203) 097 090 080 068 078 092 072 068 063 100 068 078 093 085 na

8-34 (222) 100 093 082 069 083 096 074 070 064 077 083 098 089 0759 (229) 094 083 070 085 098 075 070 064 081 085 099 090 07610 (254) 099 087 072 091 100 077 073 066 094 091 100 095 08011 (279) 100 091 074 098 080 075 068 100 098 100 08412 (305) 094 077 100 083 077 069 100 08814 (356) 100 081 088 082 072 09516 (406) 086 094 086 076 10018 (457) 090 099 091 07924 (610) 100 100 100 08830 (762) 09836 (914) 100

gt48 (1219)1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

26 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 27 mdash Load adjustment factors for 12-in diameter fractional threaded rods in uncracked concrete 123

12 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10(70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na na 040 027 020 012 na na na na 010 007 005 003 021 014 010 006 na na na na2-12 (64) 061 059 057 054 048 032 023 014 055 054 053 052 018 012 009 005 035 023 018 011 na na na na

3 (76) 063 061 058 055 053 035 026 015 056 055 054 053 023 015 012 007 047 031 023 014 na na na na4 (102) 068 065 061 057 066 041 030 018 058 056 055 054 036 024 018 011 066 041 030 018 058 na na na5 (127) 072 069 064 058 082 048 035 021 061 058 057 055 050 033 025 015 082 048 035 021 065 na na na

5-34 (146) 076 071 066 060 094 054 040 023 062 059 058 055 062 041 031 018 094 054 040 023 070 061 na na6 (152) 077 072 067 060 098 057 042 024 063 060 058 056 066 043 033 020 098 057 042 024 071 062 na na7 (178) 081 076 069 062 100 066 048 028 065 061 059 057 083 055 041 025 100 066 048 028 077 067 na na

7-14 (184) 082 077 070 062 068 050 029 065 062 060 057 088 058 043 026 068 050 029 078 068 062 na8 (203) 086 080 072 063 075 055 032 067 063 061 057 100 067 050 030 075 055 032 082 071 065 na9 (229) 090 083 075 065 085 062 036 069 064 062 058 080 060 036 085 062 036 087 076 069 na

10 (254) 095 087 078 067 094 069 040 071 066 063 059 094 070 042 094 069 040 092 080 073 na11-14 (286) 100 092 081 069 100 078 046 074 068 065 061 100 084 050 100 078 046 097 085 077 065

12 (305) 094 083 070 083 049 075 069 066 061 092 055 083 049 100 087 079 06714 (356) 100 089 073 097 057 079 072 068 063 100 070 097 057 094 086 07216 (406) 094 077 100 065 084 076 071 065 085 100 065 100 092 07718 (457) 100 080 073 088 079 074 067 100 073 097 08220 (508) 083 081 092 082 076 069 081 100 08722 (559) 087 089 096 085 079 071 089 09124 (610) 090 097 100 088 082 072 097 09530 (762) 100 100 098 089 078 100 10036 (914) 100 097 084

gt48 (1219) 100 095

Table 28 mdash Load adjustment factors for 12-in diameter fractional threaded rods in cracked concrete 123

12 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10(70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na na 052 049 045 041 na na na na 016 010 008 005 032 021 016 009 na na na na2-12 (64) 061 059 057 054 060 056 050 044 057 055 054 053 027 018 013 008 054 035 027 016 na na na na

3 (76) 063 061 058 055 066 060 053 046 058 056 055 054 035 023 017 010 066 047 035 021 na na na na4 (102) 068 065 061 057 079 070 060 049 061 058 057 055 054 036 027 016 079 070 054 032 067 na na na5 (127) 072 069 064 058 092 080 067 053 064 061 059 056 076 050 038 023 092 080 067 045 075 na na na

5-34 (146) 076 071 066 060 100 088 073 056 066 062 060 057 094 062 046 028 100 088 073 056 080 070 na na6 (152) 077 072 067 060 091 075 057 067 063 060 057 100 066 049 030 091 075 057 082 071 na na7 (178) 081 076 069 062 100 083 062 069 065 062 059 083 062 037 100 083 062 088 077 na na

7-14 (184) 082 077 070 062 085 063 070 065 063 059 087 066 039 085 063 090 078 071 na8 (203) 086 080 072 063 091 066 072 067 064 060 100 076 046 091 066 094 082 075 na9 (229) 090 083 075 065 100 070 075 069 066 061 091 054 100 070 100 087 079 na

10 (254) 095 087 078 067 075 078 071 067 062 100 064 075 092 083 na11-14 (286) 100 092 081 069 081 081 074 070 064 076 081 097 088 075

12 (305) 094 083 070 085 083 075 071 065 084 085 100 091 07714 (356) 100 089 073 095 089 079 074 067 100 095 099 08316 (406) 094 077 100 094 084 078 070 100 100 08918 (457) 100 080 100 088 081 072 09420 (508) 083 092 085 075 09922 (559) 087 096 088 077 10024 (610) 090 100 092 08030 (762) 100 100 08736 (914) 094

gt48 (1219) 100

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

27Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 29 mdash Load adjustment factors for 58-in diameter fractional threaded rods in uncracked concrete 123

58 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12

(79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na na 039 025 019 011 na na na na 009 005 004 002 019 010 008 005 na na na na3-18 (79) 061 059 057 054 052 032 023 014 056 054 053 052 022 012 009 005 045 024 018 011 na na na na

4 (102) 065 062 059 055 061 036 027 016 058 055 054 053 032 018 013 008 061 035 026 016 na na na na4-58 (117) 067 064 060 056 068 040 029 017 059 056 055 054 040 022 016 010 068 040 029 017 060 na na na

5 (127) 068 065 061 057 074 042 031 018 060 057 055 054 045 025 019 011 074 042 031 018 063 na na na6 (152) 072 068 063 058 089 047 035 020 062 058 056 055 059 032 024 015 089 047 035 020 069 na na na7 (178) 076 071 066 059 100 053 039 023 064 059 058 055 075 041 031 018 100 053 039 023 074 na na na

7-18 (181) 076 071 066 060 054 040 023 064 059 058 055 077 042 031 019 054 040 023 075 061 na na8 (203) 079 074 068 061 061 045 026 066 060 059 056 091 050 037 022 061 045 026 079 065 na na9 (229) 083 077 070 062 069 051 030 068 062 060 057 100 060 045 027 069 051 030 084 069 062 na

10 (254) 087 080 072 063 076 056 033 070 063 061 058 070 052 031 076 056 033 089 072 066 na11 (279) 090 083 074 065 084 062 036 072 064 062 058 081 060 036 084 062 036 093 076 069 na12 (305) 094 086 077 066 092 067 039 074 066 063 059 092 069 041 092 067 039 097 079 072 na14 (356) 100 091 081 069 100 079 046 077 068 065 061 100 087 052 100 079 046 100 086 078 06616 (406) 097 086 071 090 053 081 071 067 062 100 064 090 053 092 083 07018 (457) 100 090 074 100 059 085 074 069 064 076 100 059 097 088 07420 (508) 094 077 066 089 076 072 065 089 066 100 093 07822 (559) 099 079 072 093 079 074 067 100 072 098 08224 (610) 100 082 079 097 081 076 068 079 100 08626 (660) 085 085 100 084 078 070 085 09028 (711) 087 092 087 080 072 092 09330 (762) 090 099 089 082 073 099 09636 (914) 098 100 097 089 078 100 100

gt48 (1219) 100 100 100 087

Table 30 mdash Load adjustment factors for 58-in diameter fractional threaded rods in cracked concrete 123

58 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12

(79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318)

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1-34 (44) na na na na 049 046 043 040 na na na na 012 007 006 003 024 015 011 007 na na na na3-18 (79) 061 059 057 054 061 056 050 044 057 055 054 053 029 018 013 008 058 035 027 016 na na na na

4 (102) 065 062 059 055 069 062 055 046 059 057 056 054 042 026 019 012 069 051 038 023 na na na na4-58 (117) 067 064 060 056 076 067 058 048 061 058 056 055 052 032 024 014 076 064 048 029 066 na na na

5 (127) 068 065 061 057 080 070 060 049 062 058 057 055 059 036 027 016 080 070 054 032 068 na na na6 (152) 072 068 063 058 091 078 066 053 064 060 058 056 077 047 035 021 091 078 066 042 075 na na na7 (178) 076 071 066 059 100 087 072 056 066 062 060 057 097 059 045 027 100 087 072 053 081 na na na

7-18 (181) 076 071 066 060 088 073 056 067 062 060 057 100 061 046 027 088 073 055 082 069 na na8 (203) 079 074 068 061 096 078 059 069 063 061 058 073 054 033 096 078 059 087 073 na na9 (229) 083 077 070 062 100 085 062 071 065 062 059 087 065 039 100 085 062 092 078 071 na

10 (254) 087 080 072 063 091 066 073 067 064 060 100 076 046 091 066 097 082 075 na11 (279) 090 083 074 065 098 069 076 069 065 061 088 053 098 069 100 086 078 na12 (305) 094 086 077 066 100 073 078 070 067 062 100 060 100 073 090 082 na14 (356) 100 091 081 069 081 083 074 069 064 076 081 097 088 07416 (406) 097 086 071 089 087 077 072 066 092 089 100 094 08018 (457) 100 090 074 097 092 080 075 068 100 097 100 08420 (508) 094 077 100 097 084 078 070 100 08922 (559) 099 079 100 087 081 072 09324 (610) 100 082 090 083 074 09726 (660) 085 094 086 076 10028 (711) 087 097 089 07830 (762) 090 100 092 08036 (914) 098 100 086

gt48 (1219) 100 0971 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

28 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 31 mdash Load adjustment factors for 34-in diameter fractional threaded rods in uncracked concrete 123

34 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15(89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381)

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1-34 (44) na na na na 038 024 018 010 na na na na 009 004 003 002 017 008 006 004 na na na na3-34 (95) 062 059 057 054 055 032 023 014 057 054 053 052 027 012 009 006 053 025 019 011 na na na na

4 (102) 062 060 057 054 058 033 024 014 057 054 054 053 029 014 010 006 058 027 020 012 na na na na5 (127) 066 062 059 056 068 037 027 016 059 056 055 053 041 019 014 009 068 037 027 016 na na na na

5-14 (133) 066 063 060 056 071 038 028 017 060 056 055 053 044 020 015 009 071 038 028 017 062 na na na6 (152) 069 065 061 057 081 042 031 018 061 057 055 054 054 025 019 011 081 042 031 018 066 na na na7 (178) 072 067 063 058 090 047 034 020 063 058 056 055 068 032 024 014 090 047 034 020 072 na na na8 (203) 075 070 065 059 099 052 038 022 065 059 057 055 083 039 029 017 099 052 038 022 077 na na na

8-12 (216) 076 071 066 059 100 055 040 024 066 059 058 056 091 042 032 019 100 055 040 024 079 061 na na9 (229) 078 072 067 060 058 043 025 067 060 058 056 099 046 034 021 058 043 025 081 063 na na

10 (254) 081 075 069 061 064 047 028 068 061 059 056 100 054 040 024 064 047 028 086 066 na na10-34 (273) 083 077 070 062 069 051 030 070 062 060 057 060 045 027 069 051 030 089 069 063 na

12 (305) 087 080 072 063 077 057 033 072 063 061 058 071 053 032 077 057 033 094 073 066 na14 (356) 093 085 076 066 090 066 039 076 065 063 059 089 067 040 090 066 039 100 079 071 na16 (406) 100 090 080 068 100 076 044 079 068 065 060 100 082 049 100 076 044 084 076 na

16-34 (425) 091 081 069 079 046 081 068 065 061 087 052 079 046 086 078 06618 (457) 094 083 070 085 050 083 070 066 062 097 058 085 050 089 081 06820 (508) 099 087 072 095 055 087 072 068 063 100 068 095 055 094 085 07222 (559) 100 091 074 100 061 091 074 070 064 079 100 061 099 089 07524 (610) 094 077 067 094 076 072 066 090 067 100 093 07926 (660) 098 079 072 098 079 074 067 100 072 097 08228 (711) 100 081 078 100 081 075 068 078 100 08530 (762) 083 083 083 077 069 083 08836 (914) 090 100 090 083 073 100 097

gt48 (1219) 100 100 094 081 100

Table 32 mdash Load adjustment factors for 34-in diameter fractional threaded rods in cracked concrete 123

34 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15(89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381)

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1-34 (44) na na na na 047 044 042 039 na na na na 010 006 004 003 021 012 009 005 na na na na3-34 (95) 062 059 057 054 062 056 050 044 058 055 054 053 032 018 014 008 062 037 028 017 na na na na

4 (102) 062 060 057 054 064 057 051 044 058 056 055 053 036 020 015 009 064 040 030 018 na na na na5 (127) 066 062 059 056 072 063 056 047 060 057 056 054 050 028 021 013 072 056 042 025 na na na na

5-14 (133) 066 063 060 056 074 065 057 047 061 058 056 054 054 030 023 014 074 061 046 027 066 na na na6 (152) 069 065 061 057 081 070 060 049 063 059 057 055 066 037 028 017 081 070 056 033 071 na na na7 (178) 072 067 063 058 090 077 065 052 065 060 058 056 083 047 035 021 090 077 065 042 077 na na na8 (203) 075 070 065 059 099 084 070 055 067 061 059 057 100 057 043 026 099 084 070 051 082 na na na

8-12 (216) 076 071 066 059 100 088 072 056 068 062 060 057 063 047 028 100 088 072 056 084 070 na na9 (229) 078 072 067 060 091 075 057 069 063 061 058 068 051 031 091 075 057 087 072 na na

10 (254) 081 075 069 061 099 080 060 071 064 062 058 080 060 036 099 080 060 092 076 na na10-34 (273) 083 077 070 062 100 084 062 073 065 063 059 089 067 040 100 084 062 095 079 071 na

12 (305) 087 080 072 063 091 066 075 067 064 060 100 079 047 091 066 100 083 075 na14 (356) 093 085 076 066 100 072 079 070 067 062 099 060 100 072 090 081 na16 (406) 100 090 080 068 078 084 073 069 063 100 073 078 096 087 na

16-34 (425) 091 081 069 081 085 074 070 064 078 081 098 089 07518 (457) 094 083 070 085 088 076 071 065 087 085 100 092 07820 (508) 099 087 072 091 092 079 074 067 100 091 097 08222 (559) 100 091 074 098 096 082 076 069 098 100 08624 (610) 094 077 100 100 084 078 070 100 09026 (660) 098 079 087 081 072 09428 (711) 100 081 090 083 074 09730 (762) 083 093 086 075 10036 (914) 090 100 093 080

gt48 (1219) 100 100 0901 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

29Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 33 mdash Load adjustment factors for 78-in diameter fractional threaded rods in uncracked concrete 123

78 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12

(89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445)

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1-34 (44) na na na na 039 023 017 010 na na na na 009 003 002 001 018 006 004 003 na na na na4-38 (111) 062 059 057 054 062 032 024 014 058 054 053 052 035 012 009 005 062 024 018 011 na na na na

5 (127) 064 061 058 055 066 034 025 015 059 055 054 053 043 014 011 007 066 029 022 013 na na na na5-12 (140) 065 062 059 055 070 036 027 016 060 055 054 053 050 017 013 008 070 033 025 015 065 na na na

6 (152) 066 063 060 056 074 038 028 016 061 056 055 053 057 019 014 009 074 038 028 016 068 na na na7 (178) 069 065 061 057 081 042 031 018 063 056 055 054 071 024 018 011 081 042 031 018 073 na na na8 (203) 072 067 063 058 090 046 034 020 065 057 056 054 087 029 022 013 090 046 034 020 078 na na na9 (229) 074 069 064 059 098 051 037 022 067 058 057 055 100 035 026 016 098 051 037 022 083 na na na

9-78 (251) 077 071 066 059 100 055 041 024 069 059 057 055 040 030 018 100 055 041 024 087 060 na na10 (254) 077 071 066 060 056 041 024 069 059 058 055 041 031 018 056 041 024 087 061 na na11 (279) 080 073 067 060 061 045 026 071 060 058 056 047 035 021 061 045 026 091 064 na na12 (305) 082 075 069 061 067 049 029 073 061 059 056 054 040 024 067 049 029 095 066 na na

12-12 (318) 084 076 070 062 070 051 030 074 061 059 057 057 043 026 070 051 030 097 068 062 na14 (356) 088 080 072 063 078 058 034 077 063 061 058 068 051 031 078 058 034 100 072 065 na16 (406) 093 084 075 065 089 066 039 080 065 062 059 083 062 037 089 066 039 077 070 na18 (457) 099 088 079 067 100 074 043 084 067 064 060 099 074 044 100 074 043 081 074 na

19-12 (495) 100 091 081 069 080 047 087 068 065 061 100 084 050 080 047 085 077 06520 (508) 092 082 069 082 048 088 068 065 061 087 052 082 048 086 078 06622 (559) 097 085 071 090 053 092 070 067 062 100 060 090 053 090 082 06924 (610) 100 088 073 099 058 096 072 068 063 068 099 058 094 085 07226 (660) 091 075 100 063 099 074 070 064 077 100 063 098 089 07528 (711) 094 077 067 100 076 071 065 086 067 100 092 07830 (762) 098 079 072 078 073 066 096 072 095 08036 (914) 100 084 087 083 077 069 100 087 100 088

gt48 (1219) 096 100 094 086 076 100 100

Table 34 mdash Load adjustment factors for 78-in diameter fractional threaded rods in cracked concrete 123

78 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12

(89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445)

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1-34 (44) na na na na 045 043 041 038 na na na na 010 005 003 002 020 009 007 004 na na na na4-38 (111) 062 059 057 054 062 056 050 044 059 055 054 053 040 018 014 008 062 037 028 017 na na na na

5 (127) 064 061 058 055 066 059 052 045 060 056 055 054 049 023 017 010 066 045 034 020 na na na na5-12 (140) 065 062 059 055 070 062 054 046 061 057 056 054 056 026 019 012 070 052 039 023 067 na na na

6 (152) 066 063 060 056 074 064 056 047 062 057 056 054 064 030 022 013 074 059 044 027 070 na na na7 (178) 069 065 061 057 081 070 060 049 064 059 057 055 081 037 028 017 081 070 056 034 076 na na na8 (203) 072 067 063 058 090 076 064 052 066 060 058 056 098 046 034 021 090 076 064 041 081 na na na9 (229) 074 069 064 059 098 082 068 054 069 061 059 057 100 054 041 024 098 082 068 049 086 na na na

9-78 (251) 077 071 066 059 100 087 072 056 070 062 060 057 063 047 028 100 087 072 056 090 070 na na10 (254) 077 071 066 060 088 073 056 071 062 060 057 064 048 029 088 073 056 091 070 na na11 (279) 080 073 067 060 095 077 059 073 064 061 058 073 055 033 095 077 059 095 074 na na12 (305) 082 075 069 061 100 082 061 075 065 062 059 084 063 038 100 082 061 099 077 na na

12-12 (318) 084 076 070 062 084 062 076 065 063 059 089 067 040 084 062 100 079 071 na14 (356) 088 080 072 063 091 066 079 067 064 060 100 079 047 091 066 083 076 na16 (406) 093 084 075 065 100 071 083 070 066 062 097 058 100 071 089 081 na18 (457) 099 088 079 067 076 087 072 068 063 100 069 076 094 086 na

19-12 (495) 100 091 081 069 080 090 074 070 064 078 080 098 089 07520 (508) 092 082 069 082 091 075 070 064 081 082 099 090 07622 (559) 097 085 071 087 095 077 072 066 094 087 100 095 08024 (610) 100 088 073 093 099 080 074 067 100 093 099 08326 (660) 091 075 099 100 082 076 069 099 100 08728 (711) 094 077 100 085 079 070 100 09030 (762) 098 079 087 081 072 09336 (914) 100 084 094 087 076 100

gt48 (1219) 096 100 099 0851 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

30 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 35 mdash Load adjustment factors for 1-in diameter fractional threaded rods in uncracked concrete 123

1 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20(102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508)

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1-34 (44) na na na na 038 023 017 010 na na na na 008 002 002 001 015 005 004 002 na na na na5 (127) 062 059 057 054 062 032 024 014 059 054 053 052 037 011 009 005 062 023 017 010 na na na na6 (152) 064 061 058 055 069 035 026 015 060 055 054 053 048 015 011 007 069 030 022 013 na na na na

6-14 (159) 065 062 059 055 070 036 027 016 061 055 054 053 051 016 012 007 070 032 024 014 065 na na na7 (178) 067 063 060 056 075 039 029 017 062 055 055 053 061 019 014 009 075 038 028 017 069 na na na8 (203) 069 065 061 057 082 042 031 018 064 056 055 054 074 023 017 010 082 042 031 018 074 na na na9 (229) 072 067 063 058 089 046 034 020 065 057 056 054 089 028 021 012 089 046 034 020 078 na na na

10 (254) 074 069 064 058 097 050 037 021 067 058 056 055 100 032 024 015 097 050 037 021 083 na na na11 (279) 076 070 065 059 100 054 040 023 069 059 057 055 037 028 017 100 054 040 023 087 na na na

11-14 (286) 077 071 066 059 056 041 024 069 059 057 055 038 029 017 056 041 024 088 059 na na12 (305) 079 072 067 060 059 044 026 070 059 058 056 042 032 019 059 044 026 091 061 na na13 (330) 081 074 068 061 064 047 028 072 060 058 056 048 036 022 064 047 028 094 064 na na14 (356) 084 076 069 062 069 051 030 074 061 059 056 053 040 024 069 051 030 098 066 na na

14-14 (362) 084 076 070 062 070 052 030 074 061 059 057 055 041 025 070 052 030 099 067 061 na16 (406) 088 080 072 063 079 058 034 077 063 060 057 065 049 029 079 058 034 100 071 064 na18 (457) 093 083 075 065 089 065 038 081 064 062 058 078 058 035 089 065 038 075 068 na20 (508) 098 087 078 067 099 073 043 084 066 063 059 091 068 041 099 073 043 079 072 na22 (559) 100 091 081 068 100 080 047 088 067 064 060 100 079 047 100 080 047 083 075 na

22-14 (565) 091 081 069 081 047 088 067 064 060 080 048 081 047 084 076 06424 (610) 094 083 070 087 051 091 069 066 061 090 054 087 051 087 079 06626 (660) 098 086 072 094 055 094 070 067 062 100 061 094 055 090 082 06928 (711) 100 089 073 100 060 098 072 068 063 068 100 060 094 085 07230 (762) 092 075 064 100 074 069 064 075 064 097 088 07436 (914) 100 080 077 078 073 067 099 077 100 097 081

gt48 (1219) 090 100 088 081 072 100 100 100 094

Table 36 mdash Load adjustment factors for 1-in diameter fractional threaded rods in cracked concrete 123

1 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20(102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na na 044 042 040 038 na na na na 009 004 003 002 017 008 006 003 na na na na5 (127) 062 059 057 054 062 056 050 044 059 055 054 053 042 019 014 008 062 037 028 017 na na na na6 (152) 064 061 058 055 069 060 053 046 061 057 055 054 055 024 018 011 069 049 037 022 na na na na

6-14 (159) 065 062 059 055 070 061 054 046 062 057 056 054 058 026 019 012 070 052 039 023 068 na na na7 (178) 067 063 060 056 075 065 057 047 063 058 056 054 069 031 023 014 075 061 046 028 072 na na na8 (203) 069 065 061 057 082 070 060 049 065 059 057 055 084 038 028 017 082 070 056 034 077 na na na9 (229) 072 067 063 058 089 075 064 051 067 060 058 056 100 045 034 020 089 075 064 040 082 na na na

10 (254) 074 069 064 058 097 080 067 053 069 061 059 056 052 039 024 097 080 067 047 086 na na na11 (279) 076 070 065 059 100 086 071 055 070 062 060 057 060 045 027 100 086 071 054 090 na na na

11-14 (286) 077 071 066 059 087 072 056 071 062 060 057 063 047 028 087 072 056 092 070 na na12 (305) 079 072 067 060 091 075 057 072 063 061 058 069 052 031 091 075 057 095 072 na na13 (330) 081 074 068 061 097 079 059 074 064 062 058 078 058 035 097 079 059 098 075 na na14 (356) 084 076 069 062 100 083 062 076 065 063 059 087 065 039 100 083 062 100 078 na na

14-14 (362) 084 076 070 062 084 062 077 065 063 059 089 067 040 084 062 079 071 na16 (406) 088 080 072 063 091 066 080 067 064 060 100 080 048 091 066 083 076 na18 (457) 093 083 075 065 100 070 083 070 066 061 095 057 100 070 088 080 na20 (508) 098 087 078 067 075 087 072 068 063 100 067 075 093 085 na22 (559) 100 091 081 068 080 091 074 070 064 077 080 098 089 na

22-14 (565) 091 081 069 080 091 074 070 064 078 080 098 089 07524 (610) 094 083 070 085 095 076 071 065 088 085 100 093 07826 (660) 098 086 072 090 098 078 073 067 099 090 096 08128 (711) 100 089 073 095 100 080 075 068 100 095 100 08430 (762) 092 075 100 083 077 069 100 08736 (914) 100 080 089 082 073 096

gt48 (1219) 090 100 093 081 1001 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

31Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 37 mdash Load adjustment factors for 1-14-in diameter fractional threaded rods in uncracked concrete 123

1-14 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25

(127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na na 037 022 016 009 na na na na 005 002 001 001 011 003 002 001 na na na na6-14 (159) 062 059 057 054 063 032 024 014 059 054 053 052 037 011 008 005 063 022 016 010 na na na na

7 (178) 064 060 058 055 067 034 025 015 060 054 053 052 043 013 009 006 067 026 019 011 na na na na8 (203) 066 062 059 055 072 037 027 016 061 055 054 053 053 016 012 007 072 031 023 014 066 na na na9 (229) 068 063 060 056 078 040 029 017 062 055 054 053 063 019 014 008 078 038 028 017 070 na na na

10 (254) 070 065 061 057 083 043 031 018 064 056 055 054 074 022 016 010 083 043 031 018 074 na na na11 (279) 072 066 062 057 089 046 034 020 065 057 055 054 086 025 019 011 089 046 034 020 078 na na na12 (305) 074 068 063 058 095 049 036 021 066 057 056 054 098 029 021 013 095 049 036 021 081 na na na13 (330) 076 069 064 059 100 052 038 023 068 058 056 055 100 033 024 014 100 052 038 023 084 na na na14 (356) 077 071 066 059 056 041 024 069 059 057 055 036 027 016 056 041 024 087 058 na na

14-14 (362) 078 071 066 060 057 042 025 069 059 057 055 037 027 016 057 042 025 088 059 na na15 (381) 079 072 067 060 060 044 026 070 059 057 055 040 030 018 060 044 026 091 060 na na16 (406) 081 074 068 061 064 047 028 072 060 058 056 045 033 020 064 047 028 094 062 na na17 (432) 083 075 069 061 068 050 029 073 060 058 056 049 036 021 068 050 029 096 064 na na18 (457) 085 077 070 062 072 053 031 075 061 059 056 053 039 023 072 053 031 099 066 060 na20 (508) 089 080 072 063 080 059 035 077 062 060 057 062 046 027 080 059 035 100 070 063 na22 (559) 093 083 074 065 088 065 038 080 063 061 058 072 053 032 088 065 038 073 066 na24 (610) 097 086 077 066 096 071 042 083 065 062 058 082 060 036 096 071 042 076 069 na26 (660) 100 089 079 067 100 077 045 086 066 063 059 092 068 041 100 077 045 079 072 na28 (711) 091 081 069 083 048 088 067 064 060 100 076 045 083 048 082 074 06330 (762) 094 083 070 089 052 091 068 065 061 084 050 089 052 085 077 06536 (914) 100 090 074 100 062 099 072 068 063 100 066 100 062 094 084 071

gt48 (1219) 100 082 083 100 079 074 067 100 083 100 097 082

Table 38 mdash Load adjustment factors for 1-14-in diameter fractional threaded rods in cracked concrete 123

1-14 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25

(127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na na 042 040 039 037 na na na na 007 003 002 001 013 006 004 003 na na na na6-14 (159) 062 059 057 054 063 056 050 044 060 056 055 053 044 020 015 009 087 039 029 018 na na na na

7 (178) 064 060 058 055 067 058 052 045 061 056 055 054 052 023 017 010 095 046 035 021 na na na na8 (203) 066 062 059 055 072 062 055 046 062 057 056 054 064 028 021 013 100 056 042 025 070 na na na9 (229) 068 063 060 056 078 066 057 048 064 058 057 055 076 034 025 015 066 051 030 074 na na na

10 (254) 070 065 061 057 083 070 060 049 065 059 057 055 089 039 030 018 070 059 036 078 na na na11 (279) 072 066 062 057 089 074 063 051 067 060 058 056 100 046 034 020 074 063 041 082 na na na12 (305) 074 068 063 058 095 078 066 053 068 061 059 056 052 039 023 078 066 047 086 na na na13 (330) 076 069 064 059 100 082 069 054 070 062 060 057 059 044 026 082 069 053 089 na na na14 (356) 077 071 066 059 087 072 056 072 063 060 057 065 049 029 087 072 056 093 071 na na

14-14 (362) 078 071 066 060 088 073 056 072 063 061 058 067 050 030 088 073 056 094 071 na na15 (381) 079 072 067 060 091 075 057 073 063 061 058 073 054 033 091 075 057 096 073 na na16 (406) 081 074 068 061 096 078 059 075 064 062 058 080 060 036 096 078 059 099 076 na na17 (432) 083 075 069 061 100 081 061 076 065 063 059 087 066 039 100 081 061 100 078 na na18 (457) 085 077 070 062 085 062 078 066 063 059 095 071 043 085 062 080 073 na20 (508) 089 080 072 063 091 066 081 068 065 061 100 084 050 091 066 085 077 na22 (559) 093 083 074 065 098 069 084 070 066 062 097 058 098 069 089 081 na24 (610) 097 086 077 066 100 073 087 072 068 063 100 066 100 073 093 084 na26 (660) 100 089 079 067 077 090 073 069 064 074 077 097 088 na28 (711) 091 081 069 081 093 075 071 065 083 081 100 091 07730 (762) 094 083 070 085 096 077 072 066 092 085 094 07936 (914) 100 090 074 097 100 082 077 069 100 097 100 087

gt48 (1219) 100 082 100 100 093 086 075 100 100

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

32 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

2410 canadian limit State design

Limit State Design of anchors is described in the provisions of CSA A233 -14 (2014) Annex D for post-installed anchors tested and assessed in accordance with ACI 3552 for mechanical anchors and ACI 3554 for adhesive anchors This section contains the Limit State Design tables with unfactored characteristic loads that are based on the published loads in ICC Evaluation Services ESR-3829 These tables are followed by factored resistance tables The factored resistance tables have characteristic design loads that are prefactored by the applicable reduction factors for a single anchor with no

anchor-to-anchor spacing or edge distance adjustments for the convenience of the user of this document All the figures in the previous ACI 318-14 Chapter 17 design section are applicable to Limit State Design and the tables will reference these figures

For a detailed explanation of the tables developed in accordance with CSA A233-14 (2014) Annex D refer to Section 318 Technical assistance is available by contacting Hilti Canada at (800) 363-4458 or at wwwhiltica

Table 39 mdash Specifications for CA Rebar installed with HIT-RE 100

Setting information Symbol UnitsRebar Size

10 M 15 M 20 M 25 M 30 M

Nominal bit diameter do in 916 34 1 1-14 1-12

Effective Embedment

minimum hefminmm 60 80 90 100 120

maximum hefmaxmm 226 320 390 504 598

Minimum Concrete Thickness hminmm hef + 30 hef + 2do

Table 40 mdash Specifications for CA Rebar installed with HIT-RE 100

Rebar Size

CSA-G3018 Grade 4002

Tensile3 Nsar

lb (kN)

Shear4 Vsar

lb (kN)

Seismic shear5 Vsareq

lb (kN)

10 M 7245 4035 2825

(322) 179) (126)

15 M 14525 8090 5665

(646) (360) (252)

20 M 21570 12020 8415

(959) (535) (374)

25 M 36025 20070 14050

(1602) (893) (625)

30 M 50715 28255 19780

(2256) (1257) (880)

1 See Section 3186 to convert design strength value to ASD value2 CSA-G3018 Grade 400 rebar are considered ductile steel elements3 Tensile = AseN фs ndash R as noted in CSA A233-14 Annex D4 Shear = AseV фs 060 futa R as noted in CSA A233-14 Annex D5 Seismic Shear = αVseis Vsar Reduction factor for seismic shear only

See section 3187 for additional information on seismic applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

33Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 41 mdash Hilti HIT-RE 100 adhesive design information with CA rebar in hammer drilled holes in accordance with CSA A233-14 Annex D 19

Design parameter Symbol UnitsRebar Size Ref

A233-1410 M 15 M 20 M 25 M 30 M

Anchor OD da mm 113 160 195 252 299

Effective minimum embedment 2 hefmm 60 80 90 101 120

Effective maximum embedment 2 hefmm 226 320 390 504 598

Minimum concrete thickness 2 hminmm hef + 30 hef + 2d0

Critical edge distance cacmm See ESR-3187 section 4110

Minimum edge distance cmin3 mm 57 80 98 126 150

Minimum anchor spacing sminmm 57 80 98 126 150

Coeff for factored conc breakoutresistance uncracked concrete kcuncr

4 - 10 D622

Coeff for factored conc breakoutresistance cracked concrete kccr

4 - 7 D622

Concrete material resistance factor ϕc - 065 842 Resistance modification factor for tension and shear concrete failure modes Condition B 5 Rconc - 100 D53 (c )

Dry Concrete

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 476 476 476 476 416D652

(MPa) (33) (33) (33) (33) (29Characteristic bond stress in uncracked concrete 78 τuncr

psi 1272 1204 1156 1100 1056D652

(MPa) (88) (83) (80) (76) (73Anchor category dry concrete - - 2 2 2 2 2

D53 (c)Resistance modification factor Rdry

- 085 085 085 085 085Water Saturated Concrete

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 424 420 405 360 319D652

(MPa) (29) (29) (28) (25) (22Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1061 986 878 803D652

(MPa) (78) (73) (68) (61) (55)Anchor category water-saturated concrete - - 3 3 3 3 3

D53 (c)Resistance modification factor Rws

- 075 075 075 075 075Water-Filled Hole

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 424 420 405 360 319D652

(MPa) (29) (29) (28) (25) (22)Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1061 986 878 803D652

(MPa) (78) (73) (68) (61) (55)Anchor category water-filled hole - - 3 3 3 3 3

D53 (c)Resistance modification factor Rwf

- 075 075 075 075 075Underwater Application

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 424 420 405 360 319D652

(MPa) (29) (29) (28) (25) (22)Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1061 986 878 803D652

(MPa) (78) (73) (68) (61) (55)Anchor category underwater - - 3 3 3 3 3

D53 (c)Resistance modification factor Ruw

- 075 075 075 075 075

1 Design information in this table is taken from ICC-ES ESR-3829 dated January 2016 table 32 and 33 and converted for use with CSA A233-14 Annex D2 See figure 23 Minimum edge distance may be reduced to 45mm provided rebar remains untorqued See ESR-3829 section 4194 For all design cases ψcN = 10 The appropriate coefficient for breakout resistance for cracked concrete (kccr) or uncracked concrete (kcuncr) must be used5 For use with the load combinations of CSA A233-14 chapter 8 Condition B applies where supplementary reinforcement in conformance with CSA A233-14 section D53 is not provided or

where pullout or pryout strength governs For cases where the presence of supplementary reinforcement can be verified the resistance modification factors associated with Condition A may be used

6 Temperature range A Max short term temperature = 130degF (55degC) max long term temperature = 110degF (43degC) Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

7 Bond strength values corresponding to concrete compressive strength fʹc = 2500 psi (172 MPa) For concrete compressive strength fʹc between 2500 psi (172 MPa) and 8000 psi (552 MPa) the tabulated characteristic bond strength may be increased by a factor of (fʹc2500)01 [for SI (fʹc 172)01]

8 Bond strength values are for sustained loads including dead and live loads For load combinations consisting of short-term loads only such as wind and seismic bond strengths may be increased by 40 percent

9 For structures assigned to Seismic Design Categories C D E or F bond strength values must be multiplied by αNseis = 09

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

34 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 42 mdash Hilti HIT-RE 100 adhesive factored resistance with concrete bond failure for CA rebar in uncracked concrete 12345678910

Rebar Size

EffectiveEmbedment

Depthin (mm)

Tension mdash Nr Shear mdash Vr

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

10 M

4-12 4515 4620 4705 4840 9030 9235 9405 9680(115) (201) (205) (209) (215) (402) (411) (418) (431)

7-116 7070 7230 7360 7575 14135 14455 14720 15150(180) (314) (322) (327) (337) (629) (643) (655) (674)8-78 8875 9075 9240 9510 17750 18150 18485 19025(226) (395) (404) (411) (423) (790) (807) (822) (846)

15 M

5-1116 7630 7805 7945 8180 15260 15605 15895 16360(145) (339) (347) (353) (364) (679) (694) (707) (728)

9-1316 13155 13455 13700 14100 26315 26910 27405 28205(250) (585) (598) (609) (627) (1171) (1197) (1219) (1255)

12-58 16840 17220 17540 18050 33685 34445 35075 36100(320) (749) (766) (780) (803) (1498) (1532) (1560) (1606)

20 M

7-78 12315 12595 12825 13200 24635 25190 25655 26400(200) (548) (560) (571) (587) (1096) (1120) (1141) (1174)14 21865 22355 22765 23430 43725 44710 45535 46865

(355) (972) (994) (1013) (1042) (1945) (1989) (2025) (2085)15-38 24020 24560 25010 25740 48035 49120 50025 51485(390) (1068) (1092) (1113) (1145) (2137) (2185) (2225) (2290)

25 M

9-116 17420 17810 18140 18670 34835 35620 36280 37335(230) (775) (792) (807) (830) (1550) (1585) (1614) (1661)

15-1516 30670 31365 31940 32870 61340 62725 63880 65745(405) (1364) (1395) (1421) (1462) (2729) (2790) (2842) (2924)

19-1316 38170 39030 39750 40910 76335 78060 79495 81815(504) (1698) (1736) (1768) (1820) (3396) (3472) (3536) (3639)

30 M

10-14 22430 22935 23355 24040 44855 45870 46710 48075(260) (998) (1020) (1039) (1069) (1995) (2040) (2078) (2138)

17-1516 39250 40135 40875 42065 78500 80270 81745 84130(455) (1746) (1785) (1818) (1871) (3492) (3571) (3636) (3742)

23-916 51585 52750 53720 55285 103170 105495 107435 110575(598) (2295) (2346) (2390) (2459) (4589) (4693) (4779) (4919)

1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 40

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only Seismic design is not permitted for uncracked concrete

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

35Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 43 mdash Hilti HIT-RE 100 adhesive factored resistance with concrete bond failure for CA rebar in cracked concrete 12345678910

Rebar Size

EffectiveEmbedment

Depthin (mm)

Tension mdash Nr Shear mdash Vr

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

10 M

4-12 1690 1730 1760 1810 3380 3455 3520 3620(115) (75) (77) (78) (81) (150) (154) (157) (161)

7-116 2645 2705 2755 2835 5290 5410 5510 5670(180) (118) (120) (123) (126) (235) (241) (245) (252)8-78 3320 3395 3460 3560 6640 6790 6915 7120(226) (148) (151) (154) (158) (295) (302) (308) (317)

15 M

5-1116 3015 3085 3140 3235 6035 6170 6285 6465(145) (134) (137) (140) (144) (268) (274) (280) (288)

9-1316 5200 5320 5415 5575 10405 10640 10835 11150(250) (231) (237) (241) (248) (463) (473) (482) (496)

12-58 6660 6810 6935 7135 13315 13615 13865 14270(320) (296) (303) (308) (317) (592) (606) (617) (635)

20 M

7-78 5070 5185 5280 5435 10145 10370 10565 10870(200) (226) (231) (235) (242) (451) (461) (470) (484)14 9000 9205 9375 9650 18005 18410 18750 19295

(355) (400) (409) (417) (429) (801) (819) (834) (858)15-38 9890 10115 10300 10600 19780 20225 20600 21200(390) (440) (450) (458) (471) (880) (900) (916) (943)

25 M

9-116 7535 7705 7850 8080 15075 15415 15700 16155(230) (335) (343) (349) (359) (671) (686) (698) (719)

15-1516 13270 13570 13820 14225 26545 27145 27645 28450(405) (590) (604) (615) (633) (1181) (1207) (1230) (1265)

19-1316 16515 16890 17200 17700 33035 33780 34400 35405(504) (735) (751) (765) (787) (1469) (1503) (1530) (1575)

30 M

10-14 8835 9035 9200 9470 17670 18070 18400 18940(260) (393) (402) (409) (421) (786) (804) (819) (842)

17-1516 15460 15810 16100 16570 30925 31620 32205 33145(455) (688) (703) (716) (737) (1376) (1407) (1432) (1474)

23-916 20320 20780 21160 21780 40640 41560 42325 43560(598) (904) (924) (941) (969) (1808) (1849) (1883) (1938)

1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 40

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only For seismic loads multiply cracked concrete tabular values in tension and shear by αseis = 0675 See section 245 for additional information on seismic

applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

36 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 45 mdash Load adjustment factors for 10M rebar in uncracked concrete 123

10 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4-12 7-116 8-78 4-12 7-116 8-78 4-12 7-116 8-89 4-12 7-116 8-78 4-12 7-116 8-78 4-12 7-116 8-78(115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 025 016 012 na na na 009 006 005 018 012 009 na na na2-316 (55) 058 055 054 028 017 013 054 053 053 012 008 006 025 016 013 na na na

3 (76) 061 057 056 033 020 016 056 054 054 020 013 010 033 020 016 na na na4 (102) 065 059 057 039 024 019 058 056 055 031 020 016 039 024 019 na na na5 (127) 068 062 059 046 029 023 060 057 056 043 028 022 046 029 023 na na na

5-1116 (145) 071 063 061 053 033 026 061 058 057 053 034 027 053 033 026 066 na na6 (152) 072 064 061 056 035 027 061 059 057 057 037 029 056 035 027 068 na na7 (178) 076 066 063 065 040 032 063 060 059 072 046 037 065 040 032 073 na na8 (203) 079 069 065 074 046 036 065 061 060 088 056 045 074 046 036 078 na na

8-14 (210) 080 069 065 077 048 038 066 062 060 092 059 047 077 048 038 080 069 na9 (229) 083 071 067 084 052 041 067 063 061 100 067 053 084 052 041 083 071 na

10-116 (256) 087 074 069 094 058 046 069 064 062 080 063 094 058 046 088 076 07011 (279) 090 076 071 100 063 050 071 066 063 091 072 100 063 050 092 079 07312 (305) 094 078 072 069 054 073 067 065 100 082 069 054 096 083 07714 (356) 100 083 076 081 064 077 070 067 100 081 064 100 089 08316 (406) 088 080 092 073 081 073 070 092 073 095 08818 (457) 092 084 100 082 084 076 072 100 082 100 09424 (610) 100 095 100 096 084 079 100 10030 (762) 100 100 093 08736 (914) 100 094

gt48 (1219) 100

Table 46 mdash Load adjustment factors for 10M rebar in cracked concrete 123

10 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4-12 7-116 8-78 4-12 7-116 8-78 4-12 7-116 8-89 4-12 7-116 8-78 4-12 7-116 8-78 4-12 7-116 8-78(115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 049 044 042 na na na 017 011 009 034 022 017 na na na2-316 (55) 058 055 054 052 046 043 056 055 054 024 015 012 047 030 024 na na na

3 (76) 061 057 056 060 050 047 059 057 056 039 025 020 060 049 039 na na na4 (102) 065 059 057 070 056 051 062 059 058 059 038 030 070 056 051 na na na5 (127) 068 062 059 080 062 056 065 061 059 083 053 042 080 062 056 na na na

5-1116 (145) 071 063 061 088 066 059 067 062 061 100 065 052 088 066 059 082 na na6 (152) 072 064 061 091 068 061 068 063 061 070 056 091 068 061 084 na na7 (178) 076 066 063 100 074 065 071 065 063 088 070 100 074 065 091 na na8 (203) 079 069 065 081 070 074 067 065 100 085 081 070 097 na na

8-14 (210) 080 069 065 083 072 074 068 066 090 083 072 099 085 na9 (229) 083 071 067 088 076 077 070 067 100 088 076 100 089 na

10-116 (256) 087 074 069 096 081 080 072 069 096 081 094 08711 (279) 090 076 071 100 086 082 074 071 100 086 098 09112 (305) 094 078 072 092 085 076 073 092 100 09514 (356) 100 083 076 100 091 081 076 100 10016 (406) 088 080 097 085 08018 (457) 092 084 100 089 08424 (610) 100 095 100 09530 (762) 100 10036 (914)

gt48 (1219)

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

37Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 47 mdash Load adjustment factors for 15M rebar in uncracked concrete 123

15 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58

(145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 025 014 011 na na na 006 004 003 013 007 006 na na na3-18 (80) 059 055 054 032 018 014 055 053 053 015 009 007 031 018 014 na na na

4 (102) 062 057 055 036 020 016 056 054 054 022 013 010 036 020 016 na na na5 (127) 065 058 057 041 023 018 058 055 054 031 018 014 041 023 018 na na na6 (152) 068 060 058 047 026 020 059 056 055 040 023 018 047 026 020 na na na7 (178) 070 062 059 053 030 023 061 057 056 051 029 023 053 030 023 na na na

7-14 (184) 071 062 060 055 031 024 061 058 056 053 031 024 055 031 024 066 na na8 (203) 073 064 061 060 034 026 062 058 057 062 036 028 060 034 026 070 na na9 (229) 076 065 062 068 038 029 064 059 058 074 043 034 068 038 029 074 na na

10 (254) 079 067 063 075 042 033 065 061 059 087 050 039 075 042 033 078 na na11-38 (289) 083 069 065 086 048 037 067 062 060 100 061 048 086 048 037 083 069 na

12 (305) 085 070 066 090 051 039 068 063 061 066 052 090 051 039 085 071 na14-18 (359) 091 074 069 100 060 046 071 065 063 084 066 100 060 046 093 077 071

16 (406) 097 077 071 068 052 074 067 064 100 079 068 052 098 082 07618 (457) 100 080 074 076 059 077 069 066 095 076 059 100 087 08020 (508) 084 076 084 065 080 071 068 100 084 065 092 08522 (559) 087 079 093 072 083 073 070 093 072 096 08924 (610) 091 082 100 078 086 075 071 100 078 100 09330 (762) 100 090 098 095 082 077 098 10036 (914) 098 100 100 088 082 100

gt48 (1219) 100 100 093

Table 48 mdash Load adjustment factors for 15M rebar in cracked concrete 123

15 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58

(145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 046 041 040 na na na 011 007 005 023 013 010 na na na3-18 (80) 059 055 054 055 046 044 057 055 054 028 016 013 055 032 025 na na na

4 (102) 062 057 055 062 050 046 059 056 055 040 023 018 062 046 036 na na na5 (127) 065 058 057 069 054 049 061 058 057 055 032 025 069 054 049 na na na6 (152) 068 060 058 077 058 052 063 059 058 073 042 033 077 058 052 na na na7 (178) 070 062 059 086 062 056 066 061 059 092 053 042 086 062 056 na na na

7-14 (184) 071 062 060 088 063 056 066 061 060 096 056 044 088 063 056 081 na na8 (203) 073 064 061 095 066 059 068 063 061 100 065 051 095 066 059 085 na na9 (229) 076 065 062 100 071 062 070 064 062 078 061 100 071 062 090 na na

10 (254) 079 067 063 076 066 072 066 063 091 071 076 066 095 na na11-38 (289) 083 069 065 082 071 076 068 065 100 086 082 071 100 084 na

12 (305) 085 070 066 086 073 077 069 066 093 086 073 087 na14-18 (359) 091 074 069 097 081 082 072 069 100 097 081 094 087

16 (406) 097 077 071 100 088 086 075 071 100 088 100 09218 (457) 100 080 074 096 090 078 074 096 09820 (508) 084 076 100 095 081 077 100 10022 (559) 087 079 099 084 07924 (610) 091 082 100 088 08230 (762) 100 090 097 09036 (914) 098 100 098

gt48 (1219) 100 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

38 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 49 mdash Load adjustment factors for 20M rebar in uncracked concrete 123

20 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38(200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na 021 011 010 na na na 004 002 002 008 005 004 na na na3-78 (98) 058 055 054 028 015 014 054 053 053 014 008 007 027 015 014 na na na

4 (102) 058 055 054 029 016 014 055 053 053 014 008 007 029 016 014 na na na5 (127) 061 056 055 032 018 016 056 054 054 020 011 010 032 018 016 na na na6 (152) 063 057 057 036 020 018 057 055 054 027 015 014 036 020 018 na na na7 (178) 065 058 058 040 022 020 058 055 055 034 019 017 040 022 020 na na na8 (203) 067 060 059 044 024 022 059 056 056 041 023 021 044 024 022 na na na9 (229) 069 061 060 050 027 025 060 057 057 049 028 025 050 027 025 na na na

10 (254) 071 062 061 055 030 027 061 058 057 057 032 029 055 030 027 068 na na11 (279) 073 063 062 061 033 030 063 059 058 066 037 034 061 033 030 071 na na12 (305) 075 064 063 066 036 033 064 059 059 075 042 039 066 036 033 074 na na14 (356) 080 067 065 077 042 038 066 061 060 095 053 049 077 042 038 080 na na16 (406) 084 069 067 088 048 044 068 063 062 100 065 059 088 048 044 086 071 na18 (457) 088 071 070 100 054 049 071 064 063 078 071 100 054 049 091 075 07320 (508) 092 074 072 060 055 073 066 065 091 083 060 055 096 079 07722 (559) 097 076 074 066 060 075 067 066 100 096 066 060 100 083 08024 (610) 100 079 076 072 066 078 069 068 100 072 066 087 08426 (660) 081 078 078 071 080 070 069 078 071 090 08728 (711) 083 080 084 076 082 072 071 084 076 094 09130 (762) 086 083 090 082 084 074 072 090 082 097 09436 (914) 093 089 100 098 091 078 076 100 098 100 100

gt48 (1219) 100 100 100 100 088 085 100

Table 50 mdash Load adjustment factors for 20M rebar in cracked concrete 123

20 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38(200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na 043 039 039 na na na 007 004 004 015 008 007 na na na3-78 (98) 058 055 054 053 045 044 056 054 054 024 013 012 048 027 024 na na na

4 (102) 058 055 054 054 045 044 057 055 054 025 014 013 050 028 026 na na na5 (127) 061 056 055 059 048 047 058 056 055 035 020 018 059 040 036 na na na6 (152) 063 057 057 064 051 049 060 057 056 046 026 024 064 051 047 na na na7 (178) 065 058 058 070 053 052 062 058 057 058 033 030 070 053 052 na na na8 (203) 067 060 059 076 056 054 063 059 059 071 040 036 076 056 054 na na na9 (229) 069 061 060 082 059 057 065 060 060 085 048 043 082 059 057 na na na

10 (254) 071 062 061 088 062 060 067 061 061 099 056 051 088 062 060 081 na na11 (279) 073 063 062 095 065 062 068 062 062 100 065 059 095 065 062 085 na na12 (305) 075 064 063 100 069 065 070 064 063 074 067 100 069 065 089 na na14 (356) 080 067 065 075 071 073 066 065 093 084 075 071 096 na na16 (406) 084 069 067 082 077 077 068 067 100 100 082 077 100 085 na18 (457) 088 071 070 089 083 080 070 069 089 083 090 08720 (508) 092 074 072 096 090 083 073 071 096 090 095 09222 (559) 097 076 074 100 096 086 075 073 100 096 100 09724 (610) 100 079 076 100 090 077 076 100 10026 (660) 081 078 093 079 07828 (711) 083 080 096 082 08030 (762) 086 083 100 084 08236 (914) 093 089 091 088

gt48 (1219) 100 100 100 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

39Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 51 mdash Load adjustment factors for 25M rebar in uncracked concrete 123

25 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316

(230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 022 012 010 na na na 003 002 001 006 003 003 na na na5 (127) 059 055 054 032 018 014 055 053 053 014 008 007 029 016 013 na na na6 (152) 061 056 055 035 019 015 055 054 053 019 011 009 035 019 015 na na na7 (178) 063 057 056 039 021 017 056 054 054 024 013 011 039 021 017 na na na8 (203) 065 058 057 042 023 018 057 055 054 029 016 013 042 023 018 na na na9 (229) 067 059 058 046 025 020 058 056 055 035 020 016 046 025 020 na na na

10 (254) 068 060 058 050 027 022 059 056 055 040 023 018 050 027 022 na na na11-916 (294) 071 062 060 057 031 025 061 057 056 050 029 023 057 031 025 065 na na

12 (305) 072 063 060 059 032 026 061 058 056 053 030 024 059 032 026 066 na na14 (356) 076 065 062 069 038 030 063 059 058 067 038 031 069 038 030 071 na na16 (406) 079 067 063 079 043 034 065 060 059 082 047 037 079 043 034 076 na na18 (457) 083 069 065 089 049 039 066 061 060 098 056 045 089 049 039 081 na na

18-716 (469) 084 069 066 091 050 040 067 062 060 100 058 046 091 050 040 082 068 na20 (508) 087 071 067 099 054 043 068 063 061 065 052 099 054 043 085 071 na

22-38 (568) 091 073 069 100 060 048 070 064 062 077 062 100 060 048 090 075 07024 (610) 094 075 070 065 052 072 065 063 085 069 065 052 094 077 07226 (660) 098 077 072 070 056 074 066 064 096 077 070 056 097 081 07528 (711) 100 079 074 076 060 076 068 065 100 087 076 060 100 084 07830 (762) 081 075 081 065 077 069 066 096 081 065 087 08136 (914) 088 080 097 078 083 073 069 100 097 078 095 088

gt48 (1219) 100 090 100 100 094 080 076 100 100 100 100

Table 52 mdash Load adjustment factors for 25M rebar in cracked concrete 123

25 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316

(230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 042 039 038 na na na 005 003 002 010 006 004 na na na5 (127) 059 055 054 055 046 044 056 054 054 024 013 011 047 027 022 na na na6 (152) 061 056 055 060 048 046 058 055 055 031 018 014 060 035 028 na na na7 (178) 063 057 056 065 051 048 059 056 055 039 022 018 065 044 036 na na na8 (203) 065 058 057 070 053 050 060 057 056 048 027 022 070 053 044 na na na9 (229) 067 059 058 075 056 051 061 058 057 057 032 026 075 056 051 na na na

10 (254) 068 060 058 080 059 053 063 059 058 067 038 030 080 059 053 na na na11-916 (294) 071 062 060 089 063 057 065 060 059 083 047 038 089 063 057 077 na na

12 (305) 072 063 060 091 064 058 065 060 059 088 050 040 091 064 058 078 na na14 (356) 076 065 062 100 069 062 068 062 061 100 063 051 100 069 062 084 na na16 (406) 079 067 063 075 066 070 064 062 077 062 075 066 090 na na18 (457) 083 069 065 081 071 073 066 064 092 074 081 071 096 na na

18-716 (469) 084 069 066 083 072 074 066 064 095 076 083 072 097 080 na20 (508) 087 071 067 087 075 075 067 065 100 086 087 075 100 084 na

22-38 (568) 091 073 069 095 081 078 070 067 100 095 081 088 08224 (610) 094 075 070 100 085 081 071 068 100 085 092 08526 (660) 098 077 072 090 083 073 070 090 095 08928 (711) 100 079 074 095 086 074 071 095 099 09230 (762) 081 075 100 088 076 073 100 100 09536 (914) 088 080 096 081 077 100

gt48 (1219) 100 090 100 092 086

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

40 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 53 mdash Load adjustment factors for 30M rebar in uncracked concrete 123

30 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916

(260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na 023 013 009 na na na 002 001 001 005 003 002 na na na5-78 (150) 060 055 054 034 019 014 055 053 053 014 008 006 029 016 012 na na na

6 (152) 060 056 054 034 019 014 055 053 053 015 008 006 029 017 013 na na na7 (178) 061 057 055 037 020 015 055 054 053 018 011 008 037 020 015 na na na8 (203) 063 057 056 040 022 017 056 054 054 022 013 010 040 022 017 na na na9 (229) 065 058 056 043 024 018 057 055 054 027 015 012 043 024 018 na na na

10 (254) 066 059 057 047 026 019 058 055 054 031 018 014 047 026 019 na na na11 (279) 068 060 058 050 028 021 058 056 055 036 021 016 050 028 021 na na na12 (305) 070 061 058 054 029 022 059 056 055 041 024 018 054 029 022 na na na

13-14 (337) 072 062 059 059 033 024 060 057 056 048 027 021 059 033 024 064 na na14 (356) 073 063 060 063 034 026 061 057 056 052 030 023 063 034 026 066 na na16 (406) 076 065 061 071 039 030 062 058 057 064 036 028 071 039 030 070 na na18 (457) 079 067 063 080 044 033 064 060 058 076 043 033 080 044 033 074 na na20 (508) 083 069 064 089 049 037 065 061 059 089 051 039 089 049 037 079 na na

20-78 (531) 084 069 065 093 051 039 066 061 059 095 054 041 093 051 039 080 na na22 (559) 086 070 066 098 054 041 067 062 060 100 059 045 098 054 041 082 068 na24 (610) 089 072 067 100 059 044 068 063 061 067 051 100 059 044 086 071 na

26-916 (675) 093 075 069 065 049 070 064 062 078 059 065 049 091 075 06928 (711) 096 076 070 069 052 072 065 062 084 064 069 052 093 077 07030 (762) 099 078 071 074 055 073 066 063 093 071 074 055 096 080 07336 (914) 100 083 075 088 066 078 069 066 100 093 088 066 100 087 080

gt48 (1219) 095 084 100 089 087 075 071 100 100 089 100 100 092

Table 54 mdash Load adjustment factors for 30M rebar in cracked concrete 123

30 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916

(260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na 041 038 038 na na na 004 002 002 008 005 004 na na na5-78 (150) 060 055 054 056 047 044 057 055 054 026 015 011 052 030 022 na na na

6 (152) 060 056 054 057 047 044 057 055 054 026 015 012 053 030 023 na na na7 (178) 061 057 055 061 049 046 058 056 055 033 019 015 061 038 029 na na na8 (203) 063 057 056 065 051 047 059 056 055 041 023 018 065 047 035 na na na9 (229) 065 058 056 069 053 049 060 057 056 049 028 021 069 053 042 na na na

10 (254) 066 059 057 074 056 050 061 058 057 057 033 025 074 056 050 na na na11 (279) 068 060 058 079 058 052 063 059 057 066 038 029 079 058 052 na na na12 (305) 070 061 058 083 060 054 064 059 058 075 043 033 083 060 054 na na na

13-14 (337) 072 062 059 089 063 056 065 060 059 087 050 038 089 063 056 078 na na14 (356) 073 063 060 093 065 057 066 061 059 094 054 041 093 065 057 080 na na16 (406) 076 065 061 100 070 061 068 063 061 100 066 050 100 070 061 086 na na18 (457) 079 067 063 075 064 071 064 062 079 060 075 064 091 na na20 (508) 083 069 064 081 068 073 066 063 092 070 081 068 096 na na

20-78 (531) 084 069 065 083 070 074 066 064 098 075 083 070 098 na na22 (559) 086 070 066 086 072 075 067 064 100 081 086 072 100 083 na24 (610) 089 072 067 092 076 077 069 066 092 092 076 087 na

26-916 (675) 093 075 069 099 081 080 071 067 100 099 081 092 08428 (711) 096 076 070 100 084 082 072 068 100 084 094 08630 (762) 099 078 071 088 084 074 070 088 097 08936 (914) 100 083 075 100 091 078 074 100 100 097

gt48 (1219) 095 084 100 088 082 1001 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

41Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 55 mdash Hilti HIT-RE 100 design information with HAS threaded rods in hammer drilled holes in accordance with CSA A233-14 Annex D 19

Design parameter Symbol UnitsNominal rod diameter (in) Ref

A233-1438 12 58 34 78 1 1-14

Anchor OD da mm 95 127 159 191 222 254 318

Effective minimum embedment 2 hefmm 60 70 79 89 89 102 127

Effective maximum embedment 2 hefmm 191 254 318 381 445 508 635

Minimum concrete thickness 2 hminmm hef + 30 hef + 2d0

Critical edge distance cacmm See ESR-3829 section 4110

Minimum edge distance cmin3 mm 48 64 79 95 111 127 159

Minimum anchor spacing sminmm 48 64 79 95 111 127 159

Coeff for factored conc breakoutresistance uncracked concrete kcuncr

4 - 10 D622

Coeff for factored conc breakoutresistance cracked concrete kccr

4 - 7 D622

Concrete material resistance factor ϕc - 065 842 Resistance modification factor for tension and shear concrete failure modes Condition B 5 Rconc - 100 D53 (c )

Dry Concrete

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 616 592 592 560 516 480 408D652

(MPa) (42) (41) (41) (39) (36) (33) (28

Characteristic bond stress in uncracked concrete 78 τuncr

psi 1272 1256 1204 1164 1124 1092 1048D652

(MPa) (88) (87) (83) (80) (78) (75) (72)

Anchor category dry concrete - - 2 2 2 2 2 2 2Resistance modification factor Rdry

- 085 085 085 085 085 085 085Water Saturated Concrete

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 548 521 521 476 416 375 300D652

(MPa) (38) (36) (36) (33) (29) (26) (21)Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1106 1061 994 915 859 776D652

(MPa) (78) (76) (73) (69) (63) (59) (54)Anchor category water-saturated concrete - - 2 2 2 2 2 2 2Resistance modification factor Rws

- 085 085 085 085 085 085 085Water-Filled Hole

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 548 521 521 476 416 375 300D652

(MPa) (38) (36) (36) (33) (29) (26) (21)

Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1106 1061 994 915 859 776D652

(MPa) (78) (76) (73) (69) (63) (59) (54)

Anchor category water-filled hole - - 3 3 3 3 3 3 3D53 (c)

Resistance modification factor Rwf- 075 075 075 075 075 075 075

Underwater Application

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 548 521 521 476 416 375 300D652

(MPa) (38) (36) (36) (33) (29) (26) (21)Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1106 1061 994 915 859 776D652

(MPa) (78) (76) (73) (69) (63) (59) (54)Anchor category underwater - - 3 3 3 3 3 3 3Resistance modification factor Ruw

- 075 075 075 075 075 075 075

1 Design information in this table is taken from ICC-ES ESR-3829 dated January 2016 table 8 and 9 and converted for use with CSA A233-14 Annex D2 See figure 43 Minimum edge distance may be reduced to 45mm lt cai lt 5d provided Tinst is reduced See ESR-3829 section 4194 For all design cases ψcN = 10 The appropriate coefficient for breakout resistance for cracked concrete (kccr) or uncracked concrete (kcuncr) must be used5 For use with the load combinations of CSA A233-14 chapter 8 Condition B applies where supplementary reinforcement in conformance with CSA A233-14 section D53 is not provided or

where pullout or pryout strength governs For cases where the presence of supplementary reinforcement can be verified the resistance modification factors associated with Condition A may be used

6 Temperature range A Max short term temperature = 130degF (55degC) max long term temperature = 110degF (43degC) Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

7 Bond strength values corresponding to concrete compressive strength fʹc = 2500 psi (172 MPa) For concrete compressive strength fʹc between 2500 psi (172 MPa) and 8000 psi (552 MPa) the tabulated characteristic bond strength may be increased by a factor of (fʹc2500)01 [for SI (fʹc 172)01]

8 Bond strength values are for sustained loads including dead and live loads For load combinations consisting of short-term loads only such as wind and seismic bond strengths may be increased by 40 percent

9 For structures assigned to Seismic Design Categories C D E or F bond strength values must be multiplied by αNseis = 09

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

42 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 56 mdash Hilti HIT-RE 100 adhesive factored resistance with concrete bond failure for threaded rod in uncracked concrete 12345678910

Nominal Anchor

Diameter in (mm)

Nominal anchor diameter in (mm)

Tension mdash Nn Shear mdash Vn

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

38

2-38 1995 2040 2080 2140 1995 2040 2080 2140(60) (89) (91) (92) (95) (89) (91) (92) (95)

3-38 2840 2900 2955 3040 5675 5805 5910 6080(86) (126) (129) (131) (135) (252) (258) (263) (271)

4-12 3785 3870 3940 4055 7565 7735 7880 8110(114) (168) (172) (175) (180) (337) (344) (351) (361)7-12 6305 6450 6565 6760 12610 12895 13135 13515(191) (280) (287) (292) (301) (561) (574) (584) (601)

12

2-34 3045 3115 3170 3260 6090 6225 6340 6525(70) (135) (138) (141) (145) (271) (277) (282) (290)

4-12 4980 5095 5185 5340 9960 10185 10375 10675(114) (222) (227) (231) (237) (443) (453) (461) (475)

6 6640 6790 6915 7120 13285 13580 13830 14235(152) (295) (302) (308) (317) (591) (604) (615) (633)10 11070 11320 11525 11865 22140 22635 23055 23725

(254) (492) (503) (513) (528) (985) (1007) (1025) (1055)

58

3-18 4145 4240 4315 4440 8290 8475 8635 8885(79) (184) (189) (192) (198) (369) (377) (384) (395)

5-58 7460 7630 7770 7995 14920 15260 15540 15990(143) (332) (339) (346) (356) (664) (679) (691) (711)7-12 9950 10170 10360 10660 19895 20345 20720 21325(191) (442) (452) (461) (474) (885) (905) (922) (948)

12-12 16580 16955 17265 17770 33160 33905 34530 35540(318) (737) (754) (768) (790) (1475) (1508) (1536) (1581)

34

3-12 5385 5505 5610 5770 10770 11015 11215 11545(89) (240) (245) (249) (257) (479) (490) (499) (514)

6-34 10385 10620 10815 11130 20775 21240 21630 22265(171) (462) (472) (481) (495) (924) (945) (962) (990)

9 13850 14160 14420 14845 27695 28320 28845 29685(229) (616) (630) (642) (660) (1232) (1260) (1283) (1320)15 23080 23600 24035 24740 46160 47205 48070 49475

(381) (1027) (1050) (1069) (1100) (2053) (2100) (2138) (2201)

78

3-12 5480 6125 6320 6505 10955 12250 12635 13005(89) (244) (272) (281) (289) (487) (545) (562) (579)

7-78 13650 13960 14215 14630 27300 27920 28430 29260(200) (607) (621) (632) (651) (1214) (1242) (1265) (1302)

10-12 18200 18610 18955 19510 36405 37225 37910 39015(267) (810) (828) (843) (868) (1619) (1656) (1686) (1736)

17-12 30335 31020 31590 32515 60670 62040 63185 65025(445) (1349) (1380) (1405) (1446) (2699) (2760) (2810) (2893)

1

4 6690 7480 8020 8250 13385 14965 16035 16505(102) (298) (333) (357) (367) (595) (666) (713) (734)

9 17325 17715 18040 18565 34645 35425 36080 37130(229) (771) (788) (802) (826) (1541) (1576) (1605) (1652)12 23095 23620 24055 24755 46195 47235 48105 49510

(305) (1027) (1051) (1070) (1101) (2055) (2101) (2140) (2202)20 38495 39365 40090 41260 76990 78725 80175 82515

(508) (1712) (1751) (1783) (1835) (3425) (3502) (3566) (3670)

1-14

5 9355 10455 11455 12375 18705 20915 22910 24745(127) (416) (465) (510) (550) (832) (930) (1019) (1101)

11-14 25975 26560 27050 27840 51950 53125 54100 55680(286) (1155) (1182) (1203) (1238) (2311) (2363) (2407) (2477)15 34635 35415 36070 37120 69270 70830 72135 74240

(381) (1541) (1575) (1604) (1651) (3081) (3151) (3209) (3302)25 57725 59025 60115 61865 115450 118055 120225 123735

(635) (2568) (2626) (2674) (2752) (5135) (5251) (5348) (5504)1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 26 - 38 as necessary Compare to the steel values in table 24

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2568 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only Seismic design is not permitted for uncracked concrete

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

43Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 57 mdash Hilti HIT-RE 100 adhesive factored resistance with concrete bond failure for threaded rod in cracked concrete 12345678910

Nominal Anchor

Diameter in (mm)

Nominal anchor diameter in (mm)

Tension mdash Nn Shear mdash Vn

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

38

2-38 965 990 1005 1035 965 990 1005 1035(60) (43) (44) (45) (46) (43) (44) (45) (46)

3-38 1375 1405 1430 1475 2750 2810 2860 2945(86) (61) (63) (64) (66) (122) (125) (127) (131)

4-12 1830 1875 1910 1965 3665 3745 3815 3925(114) (81) (83) (85) (87) (163) (167) (170) (175)7-12 3055 3125 3180 3275 6105 6245 6360 6545(191) (136) (139) (141) (146) (272) (278) (283) (291)

12

2-34 1435 1465 1495 1540 2870 2935 2990 3075(70) (64) (65) (66) (68) (128) (131) (133) (137)

4-12 2350 2400 2445 2515 4695 4800 4890 5035(114) (104) (107) (109) (112) (209) (214) (218) (224)

6 3130 3200 3260 3355 6260 6400 6520 6710(152) (139) (142) (145) (149) (278) (285) (290) (298)10 5215 5335 5435 5590 10435 10670 10865 11185

(254) (232) (237) (242) (249) (464) (475) (483) (497)

58

3-18 2040 2085 2120 2185 4075 4170 4245 4370(79) (91) (93) (94) (97) (181) (185) (189) (194)

5-58 3670 3750 3820 3930 7335 7500 7640 7865(143) (163) (167) (170) (175) (326) (334) (340) (350)7-12 4890 5000 5095 5240 9780 10005 10185 10485(191) (218) (222) (227) (233) (435) (445) (453) (466)

12-12 8150 8335 8490 8735 16305 16670 16980 17475(318) (363) (371) (378) (389) (725) (742) (755) (777)

34

3-12 2590 2650 2700 2775 5180 5300 5395 5555(89) (115) (118) (120) (124) (231) (236) (240) (247)

6-34 4995 5110 5205 5355 9995 10220 10405 10710(171) (222) (227) (231) (238) (445) (455) (463) (476)

9 6665 6815 6940 7140 13325 13625 13875 14280(229) (296) (303) (309) (318) (593) (606) (617) (635)15 11105 11355 11565 11900 22210 22710 23125 23800

(381) (494) (505) (514) (529) (988) (1010) (1029) (1059)

78

3-12 2785 2850 2900 2985 5570 5695 5800 5970(89) (124) (127) (129) (133) (248) (253) (258) (266)

7-78 6265 6410 6525 6715 12535 12815 13055 13435(200) (279) (285) (290) (299) (558) (570) (581) (598)

10-12 8355 8545 8700 8955 16710 17090 17405 17910(267) (372) (380) (387) (398) (743) (760) (774) (797)

17-12 13925 14240 14505 14925 27855 28480 29005 29850(445) (619) (633) (645) (664) (1239) (1267) (1290) (1328)

1

4 3385 3460 3525 3625 6770 6920 7050 7255(102) (151) (154) (157) (161) (301) (308) (314) (323)

9 7615 7785 7930 8160 15230 15570 15860 16320(229) (339) (346) (353) (363) (677) (693) (705) (726)12 10150 10380 10575 10880 20305 20765 21145 21760

(305) (452) (462) (470) (484) (903) (924) (941) (968)20 16920 17305 17620 18135 33840 34605 35240 36270

(508) (753) (770) (784) (807) (1505) (1539) (1568) (1613)

1-14

5 4495 4595 4680 4815 8990 9190 9360 9635(127) (200) (204) (208) (214) (400) (409) (416) (429)

11-14 10115 10340 10530 10840 20225 20680 21060 21675(286) (450) (460) (468) (482) (900) (920) (937) (964)15 13485 13790 14040 14450 26965 27575 28085 28905

(381) (600) (613) (625) (643) (1200) (1227) (1249) (1286)25 22475 22980 23405 24085 44945 45960 46805 48170

(635) (1000) (1022) (1041) (1071) (1999) (2044) (2082) (2143)1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 26 - 38 as necessary Compare to the steel values in table 24

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2568 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only For seismic loads multiply cracked concrete tabular values in tension and shear by αseis = 0675 See section 245 for additional information on seismic

applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

44 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

2411 installation instructionsInstallation Instructions For Use (IFU) are included with each product package They can also be viewed or downloaded on-line at wwwushilticom (US) and wwwhiltica (Canada) mdash ldquoServiceTechnical Info gtgt Technical Downloads gtgt Anchoring Systemsrdquo Because of the possibility of changes always verify that downloaded IFU are current when used Proper installation is critical to achieve full performance Training is available on request Contact Hilti Technical Services for applications and conditions not addressed in the IFU

2412 Working time and cure time (approx)

Table 59 mdash Resistance of HIT-RE 100 to chemicals

Chemical Chemicals Tested ResistantNot

Resistant

Alkaline

Concrete drilling mud (10) pH=126 +

Concrete drilling mud (10) pH=132 +

Concrete potash solution (10) +

pH=140

Alkaline

Acetic acid (10)1 -

Nitric acid (10)1 -

Hydrochloric acid (10) 3 month -

Sulfuric acid (10) -

Solvents

Benzyl alcohol -

Ethanol -

Ethyl acetate -

Methyl ethyl ketone (MEK) -

Trichlorethylene -

Xylene (mixture) +

Chemicals used on job sites

Chemicals Concrete plasticizer +

used on job Diesel oil +

sites Oil +

Petrol +

Oil for form work (forming oil) +

Environmental chemicals

Environmental Salt water +

chemicals de-mineralized water +

salt spraying test +

SO2 +

Environmentweather +1 Concrete was dissolved by acid

Samples of the HIT-RE 100 resin were immersed in the various chemical compounds for up to one year At the time of the test period the samples were analyzed Any samples showing no visible damage and having less than a 25 reduction in bending (flexural) strength were classified as ldquoResistantrdquo Samples that were heavily damaged or destroyed were classified as ldquoNot Resistantrdquo

Note In actual use the majority of the resin is encased in the base material leaving very little surface area exposed

2414 resistance of cured hit-re 100 to chemicals

2413 materials Specifications Table 60 mdash Material properties of fully cured HIT-RE 100

adhesiveBond Strength ASTM C882-121

2 day cure 14 day cure

201 Mpa210 Mpa

2920 psi3050 psi

Compressive Strength ASTM D695-101 743 Mpa 10780 psi

Compressive Modulus ASTM D695-101 3731 Mpa 0541 x 106 psi

Tensile Strength 7 day ASTM D638-10 117 Mpa 1690 psi

Elongation at break ASTM D638-10 010

Heat Deflection Temperature ASTM D648-07

568degC 1343degF

Absorption ASTM D570-10 006

Linear Coefficient of Shrinkage on Cure ASTM D2566-86

00001

1 Minimum values obtained as the result of tests at 35degF 50degF 75degF and 110degF

Notes

Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Hilti Outperform Outlast7250 Dallas Parkway Suite 1000 Plano TX 75024 bull Hilti Inc (US) 1-800-879-8000 bull wwwushilticom bull en espantildeol 1-800-879-5000 bull Hilti (Canada) Corp 1-800-363-4458 wwwhiltica bull Hilti is an equal opportunity employer bull Hilti is a registered trademark of Hilti Corp copyCopyright 2016 by Hilti Inc (US) bull 0216 bull DBS

The data contained in this literature was current as of the date of publication Updates and changes may be made based on later testing If verification is needed that the data is still current please contact the Hilti Technical Support Specialists at 1-800-363-4458 All published load values contained in this literature represent the results of testing by Hilti or test organizations Local base materials were used Because of variations in materials on-site testing is necessary to determine performance at any specific site Laser beams represented by red lines in this publication Printed in the United States

14001 US only

Page 2: USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed

HIT-RE 100 AdhesiveAnchoring System

The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed for solid performance in a wide range of applications Designed to utilize the existing Hilti dispenser platform and ICC-ES approved for cracked and uncracked concrete this anchor is the perfect complement to the portfolio for day to day jobsite needs

Hilti Adhesive Anchors mdash every job every application

RE 500 V3 SAFEset RE 500 V3 RE 100

Performance ◼ ICC approved for cracked and uncracked concrete

◼ Complete anchor system available including HIT-V and HAS-E

◼ Easy and accurate dispensing with battery dispenser

Reliability ◼ Reliable fastenings using the traditional cleaning method (2x2x2)

◼ Tested with wide range of rod diameters and embedments

Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

3Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

hit-re 100 epoxy adhesive

Applications and advantages ◼ Anchoring light structural steel connections

(eg steel columns beams) ◼ Anchoring secondary steel elements ◼ Rebar doweling and connecting secondary

post-installed rebar ◼ Substituting misplaced or missing rebar ◼ ICC approved for cracked and un-cracked

concrete ◼ Tested with a wide range of rod diameters

and embedments ◼ Complete anchor system available

including HIT-V rods HAS-E HAS-B and HAS-R

◼ Easy and accurate dispensing with battery dispenser

◼ Use a variety of hole conditions including water-filled holes and underwater

Technical dataProduct high strength two-part

epoxy

Base material temperature

41deg F to 104deg F(5deg C to 40deg C)

Diameter range 38 to 1-14

ListingsApprovalsbull ICC-ES (International Code Council) ndash

ESR-3829 for cracked and un-cracked concrete bull COLA (City of Los Angeles) (RR 26027)

Package volumebull Volume of HIT-RE 100 111 fl oz330 ml foil pack

is 201 in3

bull Volume of HIT-RE 100 169 fl oz500 ml foil pack is 305 in3

bull Volume of HIT-RE 100 473 fl oz1400 ml foil pack is 854 in3

WorkingFull Cure Time Table (Approximate)Base Material Temperature

deg F deg C twork tcure

41 5 2-12 h ge72 h50 10 2 h ge48 h59 15 1-12 h ge24 h68 20 30 min ge12 h86 30 20 min ge8 h

104 40 12 min ge4 h

Order Information Description Qty of foil packs Item number

Epoxy adhesive HIT-RE 100 (111oz330ml) 1 2123381Epoxy adhesive HIT-RE 100 master carton (111oz330ml) 25 3537468Epoxy adhesive HIT-RE 100 master carton (111oz330ml) + HDM 500 25 3537469Epoxy adhesive HIT-RE 100 master carton (169oz500ml) 20 2123384Epoxy adhesive HIT-RE 100 master carton (169oz500ml) + HDM 500 20 3537470(2) Epoxy adhesive HIT-RE 100 master cartons (169oz500ml) + HDE 500 kit 40 3537471(5) Epoxy adhesive HIT-RE 100 master cartons (169oz500ml) + HDE 500 kit 100 3537472Epoxy adhesive HIT-RE 100 (473 fl oz1400 ml) 4 2123387Epoxy adhesive HIT-RE 100 (473 fl oz1400 ml) pallet + P8000 pneumatic dispenser 64 3537473

Accessories Description Item number

Manual dispenser HDM 500 3498241Compact cordless dispenser HDE 500 + (2) B 1826 Li-ion battery packs + C 436-90 100-127V charger + HIT-CB 500 black cartridge + HIT-CR 500 red cartridge + small tool bag

3496606

Industrial cordless dispenser HDE 500 + (2) B 1852 Li-ion battery packs + C 436-90 100a-127V charger + HIT-CB 500 black cartridge + HIT-CR 500 red cartridge + small tool bag

3496605

Pneumatic dispenser P8000 373959

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

4 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

10 Product Description

20 Technical Data

listingsapprovalsICC-ES (International Code Council) ESR-3829

NSFANSI Standard 61 Certification for use of HIT-RE 100 in potable water

City of Los Angeles Research Report No 260__

independent code evaluationIBCregIRCreg 2015 (ICC-ES AC308ACI 3554)

IBCregIRCreg 2012 (ICC-ES AC308ACI 3554)

IBCregIRCreg 2009 (ICC-ES AC308)

IBCregIRCreg 2006 (ICC-ES AC308)

LEEDreg Credit 41-Low Emitting Materials

The Leadership in Energy and Environmental Design (LEED) Green Building Rating systemtrade is the nationally accepted benchmark for the design construction and operation of high performance green buildings

10 product description

The Hilti HIT-RE 100 adhesive anchoring system is used to resist static wind and seismic tension and shear loads in normal-weight concrete having a compressive strength f´c of 2500 psi to 8500 psi (172 MPa to 586 MPa) It is suitable to be used in cracked and uncracked concrete as defined per ICC-ES ACI and CSA

Hilti HIT-RE 100 adhesive is an injectable two-component epoxy adhesive The two components are separated by means of a dual-cylinder foil pack attached to a manifold The two components combine and react when dispensed through a static mixing nozzle attached to the manifold

Elements that are suitable for use with this system are as follows threaded steel rods and steel reinforcing bars

Product Features

bull Seismic qualified with ICC-ES Acceptance Criteria AC308 and ACI 3554

bull Use in water-filled holes and underwater up to 165 ft (50 m)

bull Mixing tube provides proper mixing eliminates measuring errors and minimizes waste

bull Meets requirements of ASTM C881-14 Type I II IV and V Grade 3 Class A B C

bull Meets requirements of AASHTO specification M235 Type I II IV and V Grade 3 Class A B C

hilti hit-re 100 adhesive technical data table of contents

Element Type Rebar Hilti HAS Threaded Rod

United States Canada

Pages 9 ndash 20 32 ndash 45 21 ndash 31

Tables 1 ndash 20 39 ndash 57 21 ndash 38

Information on Working Time and Cure Time on page 46 Information on Resistance of Cured Hilti HIT-RE 100 to Chemicals on page 46

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

5Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

20 technical data21 testing and product

evaluationHilti HIT-RE 100 has been tested in accordance with ICC Evaluation Services (ICC-ES) Acceptance Criteria for Post-Installed Adhesive Anchors in Concrete Elements (AC308) which incorporates requirements in ACI 3554-11

Hilti has had Hilti HIT-RE 100 evaluated according to AC308 and has received ESR-3829 from ICC-ES

22 adhesive anchor design codes

For post-installed and cast-in anchor systems in the United States design calculations illustrated in this supplement are performed in accordance with ACI 318-14 Chapter 17

For post-installed and cast-in anchor systems in Canada design calculations illustrated in this supplement are performed in accordance with CSA A233-14 Annex D

23 design of hilti hit-re 100 adhesive anchor System

231 Using technical data in eSr-3829

Technical data for the system components of Hilti HIT-RE 100 can be found in ICC-ES ESR-3829 This includes

bull Hilti HIT-RE 100 adhesive

bull Standard threaded rods including Hilti HASHIT-V threaded rods

bull Post-installed reinforcing bars (rebar) designed as an anchor per ACI 318-14 Chapter 17 ACI 318-11 Appendix D or CSA A233-14 Annex D

A designer can use the data in ESR-3829 to calculate the capacity of the Hilti HIT-RE 100 system in the following manner

bull For standard threaded rods and rebar a design using either ACI 318-14 Chapter 17 or ACI 318-11 Appendix D and AC308 Section 33 amendments to ACI 318 would be appropriate

The tables from ESR-3829 are not included in this supplement but can be found by downloading ESR-3829 from wwwushilticom wwwhiltica or on the ICC-ES website at wwwicc-esorg or by contacting your local Hilti representative

232 Using hilti profiS anchor design Software

The Hilti PROFIS anchor design software is the most innovative and comprehensive design software available for accurate and complete anchor designs

For Hilti HIT-RE 100 the data from ESR-3829 is used as the data base for the program PROFIS anchor calculates the design capacity of the anchor according to ACI 318-08 ACI 318-11 including AC 308 amendments ACI 318-14 Chapter 17 and CSA A233-14 The PROFIS anchor HIT-RE 100 portfolio includes the same components listed in section 231

This is the most accurate and best way to optimize the anchor design especially for anchor systems with multiple anchors complicated loading edge distance constraints and numerous other conditions

Hilti PROFIS anchor design software can be downloaded at wwwushilticom (US) or wwwhiltica (Canada) Contact your local Hilti representative for a demonstration on this software at your office

233 Using the hilti Simplified design tables

In lieu of providing a copy of ESR-3829 design tables in this supplement Hilti is providing a simple approach for designing an anchor according to the current model codes described in Section 22 Refer to Section 24 for a description of these tables

24 hilti Simplified design tablesThe Hilti Simplified Design Tables is not a new ldquomethodrdquo of designing an anchor that is different than the provisions of ACI 318 Chapter 17 or CSA A233 Annex D Rather it is a series of pre-calculated tables and reduction factors meant to help the designer create a quick calculation of the capacity of the Hilti anchor system and still be compliant with the model codes and criteria of ACI and CSA

The Hilti Simplified Design Tables are formatted similar to the Allowable Stress Design (ASD) tables and reduction factors which was a standard of practice for design of post-installed anchors

The Hilti Simplified Design Tables combine the simplicity of performing a calculation according to the ASD method with the code-required testing evaluation criteria and technical data in ACI Chapter 17 and CSA Annex D

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

6 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

241 Simplified tables data development

The Simplified Tables have two table types The single anchor capacity table and the reduction factor table

Single anchor capacity tables show the design strength (for ACI) or factored resistance (for CSA) in tension and shear for a single anchor This is the capacity of a single anchor with no edge distance or concrete thickness influences and is based on the assumptions outlined in the footnotes below each table

Reduction factor tables are created by comparing the single anchor capacity to the capacity that includes the influence of a specific edge distance spacing or concrete thickness using the equations of ACI 318-14 Chapter 17

The single anchor tension capacity is based on the lesser of concrete breakout strength or bond strength

ACI ФNn = min | ФNcb ФNa | CSAACI Nr = min | Ncbr Na | ФNn = Nr

The shear value is based on the pryout strength

ACI ФVn = ФVcp CSAACI Vr = Vcpr ФVn = Vr

The steel design strength is provided in a separate table and should be compared to the concrete strengths to determine the controlling failure mode

These values published in the tables are calculated based on ACICSA see Section 318 in the 2016 Hilti North America Product Technical Guide Volume 2 Anchor Fastening Technical Guide for additional information

243 how to calculate anchor capacity Using Simplified tables

The process for calculating the capacity of a single anchor or anchor group is similar to the ASD calculation process currently outlined in the 2015 North American Product Technical Guide Volume 2 Anchor Fastening Technical Guide on Section 319

The design strength (factored resistance) of an anchor is obtained as follows

Tension

ACI Ndes = n bull min | ФNn bull fAN bull fRN ФNsa |

CSA Ndes = n bull min | Nr bull fAN bull fRN Nsr |

Shear

ACI Vdes = n bull min | ФVn bull fAV bull fRV bull fHV ФVsa |

CSA Vdes = n bull min | Vr bull fAV bull fRV bull fHV Vsr |

where

n = number of anchors Ndes = design resistance in tension ФNn = design strength in tension considering

concrete breakout pullout or bond failure (ACI)

ФNsa = design strength in tension considering steel failure (ACI)

Nr = factored resistance in tension considering concrete breakout pullout or bond failure (CSA)

Nsr = factored resistance in tension considering steel failure (CSA)

Vdes = design resistance in shear ФVn = design strength in shear considering

concrete failure (ACI) ФVsa = design strength in shear considering steel

failure (ACI) Vr = factored resistance in shear considering

concrete failure (CSA) Vsr = factored resistance in shear considering steel

failure (CSA) fAN = adjustment factor for spacing in tension fRN = adjustment factor for edge distance in tension fAV = adjustment factor for spacing in shear fRV = adjustment factor for edge distance in shear fHV = adjustment factor for concrete thickness in

shear (this is a new factor that ASD did not use previously)

Adjustment factors are applied for all applicable near edge and spacing conditions

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

7Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

For example the capacity in tension corresponding to the anchor group based on worst case anchor ldquoardquo in the figure below is evaluated as follows

ACI Ndes = 4 bull ФNn bull fAx bull fAy bull fRx bull fRy

CSA Ndes = 4 bull Nr bull fAx bull fAy bull fRx bull fRy

Note designs are for orthogonal anchor bolt patterns and no reduction factor for the diagonally located adjacent anchor is required

Where anchors are loaded simultaneously in tension and shear interaction must be considered The interaction equation is as follows

Nua Vua ACI ____ + ____ le 12 Ndes Vdes

Nf Vf CSA ____ + ____ le 12 Ndes Vdes

where

Nua = Required strength in tension based on factored load combinations of ACI 318 Chapter 5

Vua = Required strength in shear based on factored load combinations of ACI 318 Chapter 5

Nf = Required strength in tension based on factored load combinations of CSA A233 Chapter 8

Vf = Required strength in shear based on factored load combinations of CSA A233 Chapter 8

The full tension strength can be permitted if Vua ACI _____ le 02 Vdes

Vf CSA ____ le 02 Vdes

The full shear strength can be permitted if Nua ACI ____ le 02 Ndes

Nf CSA ____ le 02 Ndes

244 allowable Stress design (aSd)

The values of Ndes and Vdes developed from Section 243 are design strengths (factored resistances) and are to be compared to the required strength in tension and shear from factored load combinations of ACI 318 Chapter 5 or CSA A233 Chapter 8

To design using Allowable Stress Design (ASD) refer to Section 3186 in the 2016 Hilti North America Product Technical Guide Volume 2 Anchor Fastening Technical Guide

245 Seismic designTo determine the seismic design strength (factored resistance) a reduction factor αseis is applied to the applicable table values

This value of αseis will be in the footnotes of the relevant design tables The value of αseis for concrete bond pullout failure is based on 075 times a reduction factor determined from testing The total reduction is footnoted in the tables

The value of αseis for steel failure is based on testing and is typically only applied for shear There is no additional 075 factor The reduction is footnoted in the tables

The factored load and associated seismic load combinations that will be compared to the design strength (factored resistance) can be determined from ACI or CSA provisions and national or local code requirements An additional value for ϕnon-ductile may be needed based on failure mode or ductility of the attached components

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

8 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

246 Sustained loads and overhead Use

Sustained loading is calculated by multiplying the value of ФNn or Nr by 055 and comparing the value to the tension dead load contribution (and any sustained live loads or other loads) of the factored load Edge spacing and concrete thickness influences do not need to be accounted for when evaluating sustained loads

247 accuracy of the Simplified tables

Calculations using the Simplified Tables have the potential of providing a design strength (factored resistance) that is exactly what would be calculated using equations from ACI 318 Chapter 17 or CSA A233 Annex D

The tables for the single anchor design strength (factored resistance) for concrete bond pullout failure or steel failure have the same values that will be computed using the provisions of ACI and CSA

The load adjustment factors for edge distance influences are based on a single anchor near an edge The load adjustment factors for spacing are determined from the influence of two adjacent anchors Each reduction factor is calculated for the minimum value of either concrete or bond failure When more than one edge distance andor spacing condition exists the load adjustment factors are multiplied together This will result in a conservative design when compared to a full calculation based on ACI or CSA

Since the table values including load adjustment factors are calculated using equations that are not linear linear interpolation is not permitted Use the smaller of the two table values listed This provides a conservative value if the application falls between concrete compressive strengths embedment depths or spacing edge distance and concrete thickness

For a summary of the accuracy of the simplified tables refer to Section 3189 of the 2016 Hilti North America Product Technical Guide Volume 2 Anchor Fastening Technical Guide

Additional assistance can be given by your local Hilti representative

248 limitations Using Simplified tables

There are limitations that the Simplified Tables do not consider Refer to Section 31810 of the 2016 Hilti North America Product Technical Guide Volume 2 Anchor Fastening Technical Guide for additional information

Contact Hilti with any questions for specific applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

9Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

248 hilti hit-re 100 adhesive with deformed reinforcing bars (rebar)

Cracked or uncracked concrete

Permissible concete conditions Permissible drilling methods

Dry concrete

Hammer Drilling with Carbide Tipped Drill Bit

Uncracked Concrete Water-saturated concrete

Cracked Concrete Water-filled holes

Submerged (underwater)

Table 1 mdash Specifications for rebar installed with HIT-RE 100 adhesive

Setting information Symbol UnitsRebar Size

3 4 5 6 7 8 9 10

Nominal bit diameter do in 12 58 34 78 1 1-18 1-38 1-12

Effective Embedment

minimum hefmin

in 2-38 2-34 3-18 3-12 3-18 4 4-12 5

(mm) (60) (70) (79) (89) (89) (102) (114) (127)

maximum hefmax

in 7-12 10 12-12 15 17-12 20 22-12 25

(mm) (191) (254) (318) (381) (445) (508) (572) (635)

Minimum Concrete Thickness hmin

in hef + 1-14hef + 2do(mm) (hef + 30)

Minimum edge distance1 cmin

in 1-78 2-12 3-18 3-34 4-38 5 5-58 6-14

(mm) (48) (64) (79) (95) (111) (127) (143) (159)

Minimum anchor spacing smin

in 1-78 2-12 3-18 3-34 4-38 5 5-58 6-14

(mm) (48) (64) (79) (95) (111) (127) (143) (159)

1 Edge distance of 1-34-inch (44mm) is permitted provided the rebar remains un-torqued

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

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Table 2 mdash Hilti HIT-RE 100 adhesive design strength with concrete bond failure for US rebar in uncracked concrete 12345678910

Rebar Size

EffectiveEmbedment

Depthin (mm)

Tension mdash ϕNn Shear mdash ϕVn

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

3

3-38 2780 2835 2915 3035 7080 7210 7420 7730(86) (124) (126) (130) (135) (315) (321) (330) (344)

4-12 3710 3775 3885 4050 9440 9615 9895 10305(114) (165) (168) (173) (180) (420) (428) (440) (458)7-12 6180 6295 6480 6745 15735 16025 16490 17175(191) (275) (280) (288) (300) (700) (713) (734) (764)

4

4-12 4885 4975 5120 5330 12430 12660 13030 13565(114) (217) (221) (228) (237) (553) (563) (580) (603)

6 6510 6630 6825 7105 16575 16875 17370 18090(152) (290) (295) (304) (316) (737) (751) (773) (805)10 10850 11050 11375 11845 27620 28130 28950 30150

(254) (483) (492) (506) (527) (1229) (1251) (1288) (1341)

5

5-58 7315 7450 7665 7985 18615 18960 19515 20320(143) (325) (331) (341) (355) (828) (843) (868) (904)7-12 9750 9930 10220 10645 24825 25280 26015 27095(191) (434) (442) (455) (474) (1104) (1125) (1157) (1205)

12-12 16255 16550 17035 17740 41370 42130 43360 45155(318) (723) (736) (758) (789) (1840) (1874) (1929) (2009)

6

6-34 10180 10370 10670 11115 25920 26395 27165 28290(171) (453) (461) (475) (494) (1153) (1174) (1208) (1258)

9 13575 13825 14230 14820 34555 35195 36220 37720(229) (604) (615) (633) (659) (1537) (1566) (1611) (1678)15 22625 23045 23715 24695 57595 58655 60365 62865

(381) (1006) (1025) (1055) (1098) (2562) (2609) (2685) (2796)

7

7-78 13385 13630 14025 14605 34065 34690 35705 37180(200) (595) (606) (624) (650) (1515) (1543) (1588) (1654)

10-12 17845 18170 18700 19475 45420 46255 47605 49575(267) (794) (808) (832) (866) (2020) (2058) (2118) (2205)

17-12 29740 30285 31170 32460 75700 77090 79340 82625(445) (1323) (1347) (1387) (1444) (3367) (3429) (3529) (3675)

8

9 16980 17295 17800 18535 43225 44020 45305 47180(229) (755) (769) (792) (824) (1923) (1958) (2015) (2099)12 22640 23060 23730 24715 57635 58695 60410 62910

(305) (1007) (1026) (1056) (1099) (2564) (2611) (2687) (2798)20 37735 38430 39555 41190 96055 97825 100680 104845

(508) (1679) (1709) (1759) (1832) (4273) (4351) (4478) (4664)

9

10-18 21020 21405 22030 22945 53505 54490 56080 58400(257) (935) (952) (980) (1021) (2380) (2424) (2495) (2598)

13-12 28025 28540 29375 30590 71340 72655 74775 77870(343) (1247) (1270) (1307) (1361) (3173) (3232) (3326) (3464)

22-12 46710 47570 48960 50985 118900 121090 124620 129780(572) (2078) (2116) (2178) (2268) (5289) (5386) (5543) (5773)

10

11-14 25465 25935 26690 27795 63395 66010 67940 70750(286) (1133) (1154) (1187) (1236) (2820) (2936) (3022) (3147)15 33955 34575 35585 37060 86425 88015 90585 94335

(381) (1510) (1538) (1583) (1649) (3844) (3915) (4029) (4196)25 56590 57630 59310 61765 144040 146690 150975 157220

(635) (2517) (2563) (2638) (2747) (6407) (6525) (6716) (6993)

1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 4

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only Seismic design is not permitted for uncracked concrete

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

11Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 3 mdash Hilti HIT-RE 100 adhesive design strength with concrete bond failure for US rebar in cracked concrete 12345678910

Rebar Size

EffectiveEmbedment

Depthin (mm)

Tension mdash ϕNn Shear mdash ϕVn

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

3

3-38 1040 1060 1090 1135 2650 2700 2775 2890(86) (46) (47) (48) (50) (118) (120) (123) (129)

4-12 1390 1415 1455 1515 3535 3600 3705 3855(114) (62) (63) (65) (67) (157) (160) (165) (171)7-12 2315 2355 2425 2525 5890 5995 6170 6425(191) (103) (105) (108) (112) (262) (267) (274) (286)

4

4-12 1850 1885 1940 2020 4710 4795 4935 5140(114) (82) (84) (86) (90) (210) (213) (220) (229)

6 2465 2515 2585 2695 6280 6395 6585 6855(152) (110) (112) (115) (120) (279) (284) (293) (305)10 4110 4190 4310 4490 10470 10660 10970 11425

(254) (183) (186) (192) (200) (466) (474) (488) (508)

5

5-58 2890 2945 3030 3155 7360 7495 7715 8035(143) (129) (131) (135) (140) (327) (333) (343) (357)7-12 3855 3925 4040 4210 9815 9995 10285 10710(191) (171) (175) (180) (187) (437) (445) (457) (476)

12-12 6425 6545 6735 7015 16355 16655 17145 17850(318) (286) (291) (300) (312) (728) (741) (763) (794)

6

6-34 4165 4240 4365 4545 10600 10795 11110 11570(171) (185) (189) (194) (202) (472) (480) (494) (515)

9 5550 5655 5820 6060 14130 14390 14810 15425(229) (247) (252) (259) (270) (629) (640) (659) (686)15 9255 9425 9700 10100 23555 23985 24685 25705

(381) (412) (419) (431) (449) (1048) (1067) (1098) (1143)

7

7-78 5665 5770 5940 6185 14425 14690 15120 15745(200) (252) (257) (264) (275) (642) (653) (673) (700)

10-12 7555 7695 7920 8250 19235 19590 20160 20995(267) (336) (342) (352) (367) (856) (871) (897) (934)

17-12 12595 12825 13200 13745 32060 32645 33600 34990(445) (560) (570) (587) (611) (1426) (1452) (1495) (1556)

8

9 7030 7160 7365 7670 17890 18220 18755 19530(229) (313) (318) (328) (341) (796) (810) (834) (869)12 9370 9545 9825 10230 23855 24295 25005 26040

(305) (417) (425) (437) (455) (1061) (1081) (1112) (1158)20 15620 15905 16370 17050 39760 40490 41675 43400

(508) (695) (707) (728) (758) (1769) (1801) (1854) (1931)

9

10-18 8425 8580 8830 9195 21440 21835 22475 23405(257) (375) (382) (393) (409) (954) (971) (1000) (1041)

13-12 11230 11440 11770 12260 28590 29115 29965 31205(343) (500) (509) (524) (545) (1272) (1295) (1333) (1388)

22-12 18720 19065 19620 20430 47650 48525 49940 52010(572) (833) (848) (873) (909) (2120) (2158) (2221) (2314)

10

11-14 9915 10095 10390 10820 25235 25700 26450 27545(286) (441) (449) (462) (481) (1123) (1143) (1177) (1225)15 13220 13460 13855 14430 33645 34265 35265 36725

(381) (588) (599) (616) (642) (1497) (1524) (1569) (1634)25 22030 22435 23090 24045 56075 57110 58775 61210

(635) (980) (998) (1027) (1070) (2494) (2540) (2614) (2723)

1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 4

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0607 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 T abular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only For seismic loads multiply cracked concrete tabular values in tension and shear by αseis = 0675 See section 245 for additional information on seismic

applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

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Table 4 mdash Steel design strength for US rebar 1

Rebar Size

ASTM A 615 Grade 40 2 ASTM A 615 Grade 60 2 ASTM A 706 Grade 60 2 Tensile3

ϕNsa

lb (kN)

Shear4

ϕVsa

lb (kN)

Seismic Shear5

ϕVsaeq

lb (kN)

Tensile3

ϕNsa

lb (kN)

Shear4

ϕVsa

lb (kN)

Seismic Shear5

ϕVsaeq

lb (kN)

Tensile3

ϕNsa

lb (kN)

Shear4

ϕVsa

lb (kN)

Seismic Shear5

ϕVsaeq

lb (kN)

34290 2375 1665 6435 3565 2495 6600 3430 2400(191) (106) (74) (286) (159) (111) (294) (153) (107)

47800 4320 3025 11700 6480 4535 12000 6240 4370(347) (192) (135) (520) (288) (202) (534) (278) (194)

512090 6695 4685 18135 10045 7030 18600 9670 6770(538) (298) (208) (807) (447) (313) (827) (430) (301)

617160 9505 6655 25740 14255 9980 26400 13730 9610(763) (423) (296) (1145) (634) (444) (1174) (611) (427)

723400 12960 9070 35100 19440 13610 36000 18720 13105(1041) (576) (403) (1561) (865) (605) (1601) (833) (583)

830810 17065 11945 46215 25595 17915 47400 24650 17255(1370) (759) (531) (2056) (1139) (797) (2108) (1096) (768)

939000 21600 15120 58500 32400 22680 60000 31200 21840(1735) (961) (673) (2602) (1441) (1009) (2669) (1388) (971)

1049530 27430 19200 74295 41150 28805 76200 39625 27740(2203) (1220) (854) (3305) (1830) (1281) (3390) (1763) (1234)

1 See Section 244 to convert design strength value to ASD value2 ASTM A706 Grade 60 rebar are considered ductile steel elements ASTM A 615 Grade 40 and 60 rebar are considered brittle steel elements3 Tensile = ϕ AseN futa as noted in ACI 318-14 Chapter 174 Shear = ϕ 060 AseN futa as noted in ACI 318-14 Chapter 175 Seismic Shear = αVseis ϕVsa Reduction for seismic shear only See section 245 for additional information on seismic applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

13Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 5 mdash Load adjustment factors for 3 rebar in uncracked concrete 123

3Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12(86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 032 023 013 na na na 010 008 005 021 016 009 na na na1-78 (48) 059 057 054 033 024 014 054 053 052 012 009 005 023 017 010 na na na

2 (51) 060 057 054 034 025 014 054 053 052 013 010 006 025 019 011 na na na3 (76) 065 061 057 042 031 018 056 055 054 023 018 011 042 031 018 na na na4 (102) 070 065 059 052 038 022 058 057 055 036 027 016 052 038 022 na na na

4-58 (117) 073 067 060 060 043 025 060 058 056 045 034 020 060 043 025 062 na na5 (127) 075 069 061 064 047 027 061 059 056 050 038 023 064 047 027 065 na na

5-34 (146) 078 071 063 074 054 031 062 060 057 062 046 028 074 054 031 070 063 na6 (152) 080 072 063 077 056 033 063 060 057 066 050 030 077 056 033 071 065 na7 (178) 085 076 066 090 066 038 065 062 059 083 062 037 090 066 038 077 070 na8 (203) 090 080 068 100 075 043 067 064 060 100 076 046 100 075 043 082 075 na

8-34 (222) 093 082 069 082 048 068 065 061 087 052 082 048 086 078 0669 (229) 094 083 070 084 049 069 066 061 091 055 084 049 087 079 067

10 (254) 099 087 072 094 054 071 067 062 100 064 094 054 092 083 07011 (279) 100 091 074 100 060 073 069 064 074 100 060 096 087 07412 (305) 094 077 065 075 071 065 084 065 100 091 07714 (356) 100 081 076 080 074 067 100 076 099 08316 (406) 086 087 084 078 070 087 100 08918 (457) 090 098 088 081 072 098 09424 (610) 100 100 100 092 080 100 10030 (762) 100 08736 (914) 095

gt48 (1219) 100

Table 6 mdash Load adjustment factors for 3 rebar in cracked concrete 123

3Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear5

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12(86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 054 049 043 na na na 020 015 009 040 030 018 na na na1-78 (48) 059 057 054 056 050 044 056 055 054 022 017 010 044 033 020 na na na

2 (51) 060 057 054 057 051 044 056 055 054 024 018 011 049 036 022 na na na3 (76) 065 061 057 070 060 049 060 058 056 045 033 020 070 060 040 na na na4 (102) 070 065 059 084 070 055 063 061 058 069 051 031 084 070 055 na na na

4-58 (117) 073 067 060 093 076 058 065 062 059 085 064 038 093 076 058 077 na na5 (127) 075 069 061 099 080 060 066 063 060 096 072 043 099 080 060 081 na na

5-34 (146) 078 071 063 100 088 064 069 065 061 100 089 053 100 088 064 086 078 na6 (152) 080 072 063 091 066 069 066 061 095 057 091 066 088 080 na7 (178) 085 076 066 100 072 073 069 063 100 072 100 072 095 087 na8 (203) 090 080 068 078 076 071 065 087 078 100 093 na

8-34 (222) 093 082 069 083 078 073 067 100 083 097 0829 (229) 094 083 070 085 079 074 067 085 098 083

10 (254) 099 087 072 091 082 077 069 091 100 08711 (279) 100 091 074 098 086 079 071 098 09212 (305) 094 077 100 089 082 073 100 09614 (356) 100 081 095 087 077 10016 (406) 086 100 093 08018 (457) 090 098 08424 (610) 100 100 09630 (762) 10036 (914)

gt48 (1219)1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

14 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 7 mdash Load adjustment factors for 4 rebar in uncracked concrete 123

4Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10(114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na 027 020 012 na na na 007 005 003 014 010 006 na na na2-12 (64) 059 057 054 032 023 014 054 053 052 012 009 005 023 018 011 na na na

3 (76) 061 058 055 035 026 015 055 054 053 015 012 007 031 023 014 na na na4 (102) 065 061 057 041 030 018 056 055 054 024 018 011 041 030 018 na na na5 (127) 069 064 058 048 035 021 058 057 055 033 025 015 048 035 021 na na na

5-34 (146) 071 066 060 054 040 023 059 058 055 041 031 018 054 040 023 061 na na6 (152) 072 067 060 057 042 024 060 058 056 043 033 020 057 042 024 062 na na7 (178) 076 069 062 066 048 028 061 059 057 055 041 025 066 048 028 067 na na

7-14 (184) 077 070 062 068 050 029 062 060 057 058 043 026 068 050 029 068 062 na8 (203) 080 072 063 075 055 032 063 061 057 067 050 030 075 055 032 071 065 na9 (229) 083 075 065 085 062 036 064 062 058 080 060 036 085 062 036 076 069 na

10 (254) 087 078 067 094 069 040 066 063 059 094 070 042 094 069 040 080 073 na11-14 (286) 092 081 069 100 078 046 068 065 061 100 084 050 100 078 046 085 077 065

12 (305) 094 083 070 083 049 069 066 061 092 055 083 049 087 079 06714 (356) 100 089 073 097 057 072 068 063 100 070 097 057 094 086 07216 (406) 094 077 100 065 076 071 065 085 100 065 100 092 07718 (457) 100 080 073 079 074 067 100 073 097 08220 (508) 083 081 082 076 069 081 100 08722 (559) 087 089 085 079 071 089 09124 (610) 090 097 088 082 072 097 09530 (762) 100 100 098 089 078 100 10036 (914) 100 097 084

gt48 (1219) 100 095

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 8 mdash Load adjustment factors for 4 rebar in cracked concrete 123

4Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10(114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254)

Spac

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mdash in

(mm

) 1-34 (44) na na na 049 045 041 na na na 013 010 006 026 019 012 na na na2-12 (64) 059 057 054 056 050 044 056 055 054 022 017 010 044 033 020 na na na

3 (76) 061 058 055 060 053 046 057 056 054 029 022 013 058 043 026 na na na4 (102) 065 061 057 070 060 049 060 058 056 045 033 020 070 060 040 na na na5 (127) 069 064 058 080 067 053 062 060 057 062 047 028 080 067 053 na na na

5-34 (146) 071 066 060 088 073 056 064 062 058 077 058 035 088 073 056 075 na na6 (152) 072 067 060 091 075 057 065 062 059 082 061 037 091 075 057 076 na na7 (178) 076 069 062 100 083 062 067 064 060 100 077 046 100 083 062 083 na na

7-14 (184) 077 070 062 085 063 068 065 060 082 049 085 063 084 076 na8 (203) 080 072 063 091 066 069 066 061 095 057 091 066 088 080 na9 (229) 083 075 065 100 070 072 068 063 100 068 100 070 094 085 na

10 (254) 087 078 067 075 074 070 064 079 075 099 090 na11-14 (286) 092 081 069 081 077 073 066 095 081 100 095 080

12 (305) 094 083 070 085 079 074 067 100 085 098 08314 (356) 100 089 073 095 084 078 070 095 100 08916 (406) 094 077 100 089 082 073 100 09618 (457) 100 080 094 086 076 10020 (508) 083 099 090 07922 (559) 087 100 094 08124 (610) 090 098 08430 (762) 100 100 09336 (914) 100

gt48 (1219)

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

15Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 9 mdash Load adjustment factors for 5 rebar in uncracked concrete 123

5Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12(143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318)

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ickn

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(h)

mdash in

(mm

)

1-34 (44) na na na 025 019 011 na na na 005 004 002 010 008 005 na na na3-18 (79) 059 057 054 032 023 014 054 053 052 012 009 005 024 018 011 na na na

4 (102) 062 059 055 036 027 016 055 054 053 018 013 008 035 026 016 na na na5 (127) 065 061 057 042 031 018 057 055 054 025 019 011 042 031 018 na na na6 (152) 068 063 058 047 035 020 058 056 055 032 024 015 047 035 020 na na na7 (178) 071 066 059 053 039 023 059 058 055 041 031 018 053 039 023 na na na

7-18 (181) 071 066 060 054 040 023 059 058 055 042 031 019 054 040 023 061 na na8 (203) 074 068 061 061 045 026 060 059 056 050 037 022 061 045 026 065 na na9 (229) 077 070 062 069 051 030 062 060 057 060 045 027 069 051 030 069 062 na

10 (254) 080 072 063 076 056 033 063 061 058 070 052 031 076 056 033 072 066 na11 (279) 083 074 065 084 062 036 064 062 058 081 060 036 084 062 036 076 069 na12 (305) 086 077 066 092 067 039 066 063 059 092 069 041 092 067 039 079 072 na14 (356) 091 081 069 100 079 046 068 065 061 100 087 052 100 079 046 086 078 06616 (406) 097 086 071 090 053 071 067 062 100 064 090 053 092 083 07018 (457) 100 090 074 100 059 074 069 064 076 100 059 097 088 07420 (508) 094 077 066 076 072 065 089 066 100 093 07822 (559) 099 079 072 079 074 067 100 072 098 08224 (610) 100 082 079 081 076 068 079 100 08626 (660) 085 085 084 078 070 085 09028 (711) 087 092 087 080 072 092 09330 (762) 090 099 089 082 073 099 09636 (914) 098 100 097 089 078 100 100

gt48 (1219) 100 100 100 087

Table 10 mdash Load adjustment factors for 5 rebar in cracked concrete 123

5Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12(143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318)

Spac

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Edg

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(ca)

Con

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e Th

ickn

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(h)

mdash in

(mm

) 1-34 (44) na na na 046 043 040 na na na 009 007 004 018 014 008 na na na3-18 (79) 059 057 054 056 050 044 056 055 054 022 017 010 044 033 020 na na na

4 (102) 062 059 055 062 055 046 058 056 055 032 024 014 062 048 029 na na na5 (127) 065 061 057 070 060 049 060 058 056 045 033 020 070 060 040 na na na6 (152) 068 063 058 078 066 053 062 060 057 059 044 026 078 066 053 na na na7 (178) 071 066 059 087 072 056 064 061 058 074 055 033 087 072 056 na na na

7-18 (181) 071 066 060 088 073 056 064 061 058 076 057 034 088 073 056 074 na na8 (203) 074 068 061 096 078 059 066 063 059 090 068 041 096 078 059 079 na na9 (229) 077 070 062 100 085 062 068 064 060 100 081 048 100 085 062 084 076 na

10 (254) 080 072 063 091 066 069 066 061 095 057 091 066 088 080 na11 (279) 083 074 065 098 069 071 068 063 100 065 098 069 093 084 na12 (305) 086 077 066 100 073 073 069 064 075 100 073 097 088 na14 (356) 091 081 069 081 077 072 066 094 081 100 095 08016 (406) 097 086 071 089 081 076 068 100 089 100 08618 (457) 100 090 074 097 085 079 071 097 09120 (508) 094 077 100 089 082 073 100 09622 (559) 099 079 093 085 075 10024 (610) 100 082 097 089 07726 (660) 085 100 092 08028 (711) 087 095 08230 (762) 090 098 08436 (914) 098 100 091

gt48 (1219) 100 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

16 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 11 mdash Load adjustment factors for 6 rebar in uncracked concrete 123

6Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15(171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381)

Spac

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(s)

Edg

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(ca)

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(h)

mdash in

(mm

) 1-34 (44) na na na 024 018 010 na na na 004 003 002 008 006 004 na na na3-34 (95) 059 057 054 032 023 014 054 053 052 012 009 006 025 019 011 na na na

4 (102) 060 057 054 033 024 014 054 054 053 014 010 006 027 020 012 na na na5 (127) 062 059 056 037 027 016 056 055 053 019 014 009 037 027 016 na na na6 (152) 065 061 057 042 031 018 057 055 054 025 019 011 042 031 018 na na na7 (178) 067 063 058 047 034 020 058 056 055 032 024 014 047 034 020 na na na8 (203) 070 065 059 052 038 022 059 057 055 039 029 017 052 038 022 na na na

8-12 (216) 071 066 059 055 040 024 059 058 056 042 032 019 055 040 024 061 na na9 (229) 072 067 060 058 043 025 060 058 056 046 034 021 058 043 025 063 na na

10 (254) 075 069 061 064 047 028 061 059 056 054 040 024 064 047 028 066 na na10-34 (273) 077 070 062 069 051 030 062 060 057 060 045 027 069 051 030 069 063 na

12 (305) 080 072 063 077 057 033 063 061 058 071 053 032 077 057 033 073 066 na14 (356) 085 076 066 090 066 039 065 063 059 089 067 040 090 066 039 079 071 na16 (406) 090 080 068 100 076 044 068 065 060 100 082 049 100 076 044 084 076 na

16-34 (425) 091 081 069 079 046 068 065 061 087 052 079 046 086 078 06618 (457) 094 083 070 085 050 070 066 062 097 058 085 050 089 081 06820 (508) 099 087 072 095 055 072 068 063 100 068 095 055 094 085 07222 (559) 100 091 074 100 061 074 070 064 079 100 061 099 089 07524 (610) 094 077 067 076 072 066 090 067 100 093 07926 (660) 098 079 072 079 074 067 100 072 097 08228 (711) 100 081 078 081 075 068 078 100 08530 (762) 083 083 083 077 069 083 08836 (914) 090 100 090 083 073 100 097

gt48 (1219) 100 100 094 081 100

Table 12 mdash Load adjustment factors for 6 rebar in cracked concrete 123

6Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcreteThickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15(171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na 044 042 039 na na na 007 005 003 014 010 006 na na na3-34 (95) 059 057 054 056 050 044 056 055 054 022 016 010 043 032 019 na na na

4 (102) 060 057 054 057 051 044 056 055 054 024 018 011 048 036 021 na na na5 (127) 062 059 056 063 056 047 058 057 055 033 025 015 063 050 030 na na na6 (152) 065 061 057 070 060 049 060 058 056 044 033 020 070 060 039 na na na7 (178) 067 063 058 077 065 052 061 059 057 055 041 025 077 065 050 na na na8 (203) 070 065 059 084 070 055 063 061 058 067 050 030 084 070 055 na na na

8-12 (216) 071 066 059 088 072 056 064 061 058 074 055 033 088 072 056 074 na na9 (229) 072 067 060 091 075 057 064 062 058 080 060 036 091 075 057 076 na na

10 (254) 075 069 061 099 080 060 066 063 059 094 070 042 099 080 060 080 na na10-34 (273) 077 070 062 100 084 062 067 064 060 100 079 047 100 084 062 083 075 na

12 (305) 080 072 063 091 066 069 066 061 100 093 056 091 066 088 080 na14 (356) 085 076 066 100 072 072 068 063 100 070 100 072 095 086 na16 (406) 090 080 068 078 076 071 065 086 078 100 092 na

16-34 (425) 091 081 069 081 077 072 066 092 081 094 07918 (457) 094 083 070 085 079 074 067 100 085 097 08220 (508) 099 087 072 091 082 076 069 091 100 08722 (559) 100 091 074 098 085 079 071 098 09124 (610) 094 077 100 088 082 073 100 09526 (660) 098 079 092 084 074 09928 (711) 100 081 095 087 076 10030 (762) 083 098 090 07836 (914) 090 100 098 084

gt48 (1219) 100 100 095

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

17Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 13 mdash Load adjustment factors for 7 rebar in uncracked concrete 123

7Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12(200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445)

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Edg

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Con

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mdash in

(mm

) 1-34 (44) na na na 023 017 010 na na na 003 002 001 006 004 003 na na na4-38 (111) 059 057 054 032 024 014 054 053 052 012 009 005 024 018 011 na na na

5 (127) 061 058 055 034 025 015 055 054 053 014 011 007 029 022 013 na na na6 (152) 063 060 056 038 028 016 056 055 053 019 014 009 038 028 016 na na na7 (178) 065 061 057 042 031 018 056 055 054 024 018 011 042 031 018 na na na8 (203) 067 063 058 046 034 020 057 056 054 029 022 013 046 034 020 na na na9 (229) 069 064 059 051 037 022 058 057 055 035 026 016 051 037 022 na na na

9-78 (251) 071 066 059 055 041 024 059 057 055 040 030 018 055 041 024 060 na na10 (254) 071 066 060 056 041 024 059 058 055 041 031 018 056 041 024 061 na na11 (279) 073 067 060 061 045 026 060 058 056 047 035 021 061 045 026 064 na na12 (305) 075 069 061 067 049 029 061 059 056 054 040 024 067 049 029 066 na na

12-12 (318) 076 070 062 070 051 030 061 059 057 057 043 026 070 051 030 068 062 na14 (356) 080 072 063 078 058 034 063 061 058 068 051 031 078 058 034 072 065 na16 (406) 084 075 065 089 066 039 065 062 059 083 062 037 089 066 039 077 070 na18 (457) 088 079 067 100 074 043 067 064 060 099 074 044 100 074 043 081 074 na

19-12 (495) 091 081 069 080 047 068 065 061 100 084 050 080 047 085 077 06520 (508) 092 082 069 082 048 068 065 061 087 052 082 048 086 078 06622 (559) 097 085 071 090 053 070 067 062 100 060 090 053 090 082 06924 (610) 100 088 073 099 058 072 068 063 068 099 058 094 085 07226 (660) 091 075 100 063 074 070 064 077 100 063 098 089 07528 (711) 094 077 067 076 071 065 086 067 100 092 07830 (762) 098 079 072 078 073 066 096 072 095 08036 (914) 100 084 087 083 077 069 100 087 100 088

gt48 (1219) 096 100 094 086 076 100 100

Table 14 mdash Load adjustment factors for 7 rebar in cracked concrete 123

7Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12(200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445)

Spac

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(s)

Edg

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(ca)

Con

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ickn

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(h)

mdash in

(mm

) 1-34 (44) na na na 043 041 038 na na na 005 004 002 010 008 005 na na na4-38 (111) 059 057 054 056 050 044 056 055 053 020 015 009 040 030 018 na na na

5 (127) 061 058 055 059 052 045 057 055 054 024 018 011 049 037 022 na na na6 (152) 063 060 056 064 056 047 058 056 055 032 024 014 064 048 029 na na na7 (178) 065 061 057 070 060 049 059 058 055 040 030 018 070 060 036 na na na8 (203) 067 063 058 076 064 052 060 059 056 049 037 022 076 064 044 na na na9 (229) 069 064 059 082 068 054 062 060 057 059 044 027 082 068 053 na na na

9-78 (251) 071 066 059 087 072 056 063 061 058 068 051 030 087 072 056 072 na na10 (254) 071 066 060 088 073 056 063 061 058 069 052 031 088 073 056 072 na na11 (279) 073 067 060 095 077 059 064 062 058 080 060 036 095 077 059 076 na na12 (305) 075 069 061 100 082 061 066 063 059 091 068 041 100 082 061 079 na na

12-12 (318) 076 070 062 084 062 066 063 060 097 072 043 084 062 081 073 na14 (356) 080 072 063 091 066 068 065 061 100 086 051 091 066 085 078 na16 (406) 084 075 065 100 071 071 067 062 100 063 100 071 091 083 na18 (457) 088 079 067 076 073 069 064 075 076 097 088 na

19-12 (495) 091 081 069 080 075 071 065 085 080 100 092 07720 (508) 092 082 069 082 076 071 065 088 082 093 07822 (559) 097 085 071 087 079 074 067 100 087 097 08224 (610) 100 088 073 093 081 076 068 093 100 08626 (660) 091 075 099 084 078 070 099 08928 (711) 094 077 100 086 080 071 100 09330 (762) 098 079 089 082 073 09636 (914) 100 084 097 089 078 100

gt48 (1219) 096 100 100 087

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

18 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 15 mdash Load adjustment factors for 8 rebar in uncracked concrete 123

8Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

9 12 20 9 12 20 9 12 20 9 12 20 9 12 20 9 12 20(229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508)

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(s)

Edg

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(ca)

Con

cret

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ickn

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(h)

mdash in

(mm

) 1-34 (44) na na na 023 017 010 na na na 002 002 001 005 004 002 na na na5 (127) 059 057 054 032 024 014 054 053 052 011 009 005 023 017 010 na na na6 (152) 061 058 055 035 026 015 055 054 053 015 011 007 030 022 013 na na na7 (178) 063 060 056 039 029 017 055 055 053 019 014 009 038 028 017 na na na8 (203) 065 061 057 042 031 018 056 055 054 023 017 010 042 031 018 na na na9 (229) 067 063 058 046 034 020 057 056 054 028 021 012 046 034 020 na na na

10 (254) 069 064 058 050 037 021 058 056 055 032 024 015 050 037 021 na na na11 (279) 070 065 059 054 040 023 059 057 055 037 028 017 054 040 023 na na na

11-14 (286) 071 066 059 056 041 024 059 057 055 038 029 017 056 041 024 059 na na12 (305) 072 067 060 059 044 026 059 058 056 042 032 019 059 044 026 061 na na13 (330) 074 068 061 064 047 028 060 058 056 048 036 022 064 047 028 064 na na14 (356) 076 069 062 069 051 030 061 059 056 053 040 024 069 051 030 066 na na

14-14 (362) 076 070 062 070 052 030 061 059 057 055 041 025 070 052 030 067 061 na16 (406) 080 072 063 079 058 034 063 060 057 065 049 029 079 058 034 071 064 na18 (457) 083 075 065 089 065 038 064 062 058 078 058 035 089 065 038 075 068 na20 (508) 087 078 067 099 073 043 066 063 059 091 068 041 099 073 043 079 072 na22 (559) 091 081 068 100 080 047 067 064 060 100 079 047 100 080 047 083 075 na

22-14 (565) 091 081 069 081 047 067 064 060 080 048 081 047 084 076 06424 (610) 094 083 070 087 051 069 066 061 090 054 087 051 087 079 06626 (660) 098 086 072 094 055 070 067 062 100 061 094 055 090 082 06928 (711) 100 089 073 100 060 072 068 063 068 100 060 094 085 07230 (762) 092 075 064 074 069 064 075 064 097 088 07436 (914) 100 080 077 078 073 067 099 077 100 097 081

gt48 (1219) 090 100 088 081 072 100 100 100 094

Table 16 mdash Load adjustment factors for 8 rebar in cracked concrete 123

8Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

9 12 20 9 12 20 9 12 20 9 12 20 9 12 20 9 12 20(229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 042 040 038 na na na 004 003 002 008 006 004 na na na5 (127) 059 057 054 056 050 044 056 055 053 020 015 009 039 030 018 na na na6 (152) 061 058 055 060 053 046 057 056 054 026 019 012 052 039 023 na na na7 (178) 063 060 056 065 057 047 058 057 055 033 024 015 065 049 029 na na na8 (203) 065 061 057 070 060 049 059 057 055 040 030 018 070 060 036 na na na9 (229) 067 063 058 075 064 051 060 058 056 048 036 021 075 064 043 na na na

10 (254) 069 064 058 080 067 053 061 059 057 056 042 025 080 067 050 na na na11 (279) 070 065 059 086 071 055 062 060 057 064 048 029 086 071 055 na na na

11-14 (286) 071 066 059 087 072 056 063 060 057 066 050 030 087 072 056 071 na na12 (305) 072 067 060 091 075 057 064 061 058 073 055 033 091 075 057 074 na na13 (330) 074 068 061 097 079 059 065 062 059 083 062 037 097 079 059 077 na na14 (356) 076 069 062 100 083 062 066 063 059 092 069 042 100 083 062 079 na na

14-14 (362) 076 070 062 084 062 066 063 059 095 071 043 084 062 080 073 na16 (406) 080 072 063 091 066 068 065 061 100 085 051 091 066 085 077 na18 (457) 083 075 065 100 070 070 067 062 100 061 100 070 090 082 na20 (508) 087 078 067 075 073 069 063 071 075 095 086 na22 (559) 091 081 068 080 075 070 065 082 080 100 091 na

22-14 (565) 091 081 069 080 075 071 065 083 080 091 07724 (610) 094 083 070 085 077 072 066 093 085 095 08026 (660) 098 086 072 090 079 074 067 100 090 098 08328 (711) 100 089 073 095 082 076 069 095 100 08630 (762) 092 075 100 084 078 070 100 08936 (914) 100 080 091 084 074 098

gt48 (1219) 090 100 095 082 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

19Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 17 mdash Load adjustment factors for 9 rebar in uncracked concrete 123

9Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12(257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 022 016 010 na na na 002 001 001 004 003 002 na na na5-58 (143) 059 057 054 032 024 014 054 053 052 011 008 005 022 016 010 na na na

6 (152) 060 057 054 034 025 014 054 053 052 012 009 005 024 018 011 na na na7 (178) 062 059 055 037 027 016 055 054 053 015 011 007 031 023 014 na na na8 (203) 063 060 056 040 029 017 055 054 053 019 014 008 037 028 017 na na na9 (229) 065 061 057 043 031 018 056 055 054 022 017 010 043 031 018 na na na

10 (254) 066 062 057 046 034 020 057 056 054 026 020 012 046 034 020 na na na11 (279) 068 064 058 050 036 021 057 056 054 030 023 014 050 036 021 na na na12 (305) 070 065 059 054 039 023 058 057 055 034 026 015 054 039 023 na na na

12-78 (327) 071 066 060 057 042 025 059 057 055 038 029 017 057 042 025 059 na na13 (330) 071 066 060 058 043 025 059 057 055 039 029 017 058 043 025 059 na na14 (356) 073 067 060 062 046 027 060 058 056 043 032 019 062 046 027 062 na na16 (406) 076 070 062 071 052 031 061 059 056 053 040 024 071 052 031 066 na na

16-14 (413) 077 070 062 072 053 031 061 059 056 054 040 024 072 053 031 066 060 na18 (457) 080 072 063 080 059 035 062 060 057 063 047 028 080 059 035 070 064 na20 (508) 083 075 065 089 066 038 064 061 058 074 055 033 089 066 038 074 067 na22 (559) 086 077 066 098 072 042 065 062 059 085 064 038 098 072 042 077 070 na24 (610) 090 080 068 100 079 046 066 063 060 097 073 044 100 079 046 081 073 na

25-14 (641) 092 081 069 083 048 067 064 060 100 078 047 083 048 083 075 06426 (660) 093 082 069 085 050 068 065 060 082 049 085 050 084 076 06428 (711) 096 085 071 092 054 069 066 061 092 055 092 054 087 079 06730 (762) 099 087 072 098 058 070 067 062 100 061 098 058 090 082 06936 (914) 100 094 077 100 069 074 070 064 080 100 069 099 090 076

gt48 (1219) 100 086 092 083 077 069 100 092 100 100 088

Table 18 mdash Load adjustment factors for 9 rebar in cracked concrete 123

9Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12(257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 041 039 038 na na na 003 003 002 007 005 003 na na na5-58 (143) 059 057 054 056 050 044 056 055 053 020 015 009 039 029 018 na na na

6 (152) 060 057 054 057 051 044 056 055 054 022 016 010 043 032 019 na na na7 (178) 062 059 055 061 054 046 057 056 054 027 020 012 054 041 024 na na na8 (203) 063 060 056 065 057 048 058 057 055 033 025 015 065 050 030 na na na9 (229) 065 061 057 070 060 049 059 057 055 040 030 018 070 059 036 na na na

10 (254) 066 062 057 074 063 051 060 058 056 046 035 021 074 063 042 na na na11 (279) 068 064 058 079 067 053 061 059 056 054 040 024 079 067 048 na na na12 (305) 070 065 059 084 070 055 062 060 057 061 046 027 084 070 055 na na na

12-78 (327) 071 066 060 088 073 056 063 061 058 068 051 031 088 073 056 072 na na13 (330) 071 066 060 089 073 056 063 061 058 069 052 031 089 073 056 072 na na14 (356) 073 067 060 094 077 058 064 062 058 077 058 035 094 077 058 075 na na16 (406) 076 070 062 100 084 062 066 063 059 094 071 042 100 084 062 080 na na

16-14 (413) 077 070 062 085 063 066 063 060 096 072 043 085 063 081 073 na18 (457) 080 072 063 091 066 068 065 061 100 084 050 091 066 085 077 na20 (508) 083 075 065 099 070 070 067 062 099 059 099 070 089 081 na22 (559) 086 077 066 100 074 072 068 063 100 068 100 074 094 085 na24 (610) 090 080 068 078 074 070 064 078 078 098 089 na

25-14 (641) 092 081 069 081 075 071 065 084 081 100 091 07726 (660) 093 082 069 082 076 071 065 088 082 093 07828 (711) 096 085 071 087 078 073 066 098 087 096 08130 (762) 099 087 072 091 080 075 068 100 091 100 08436 (914) 100 094 077 100 086 080 071 100 092

gt48 (1219) 100 086 100 098 090 078 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

20 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 19 mdash Load adjustment factors for 10 rebar in uncracked concrete 123

10Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25(286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 022 016 009 na na na 002 001 001 003 002 001 na na na6-14 (159) 059 057 054 032 024 014 054 053 052 011 008 005 022 016 010 na na na

7 (178) 060 058 055 034 025 015 054 053 052 013 009 006 026 019 011 na na na8 (203) 062 059 055 037 027 016 055 054 053 016 012 007 031 023 014 na na na9 (229) 063 060 056 040 029 017 055 054 053 019 014 008 038 028 017 na na na

10 (254) 065 061 057 043 032 018 056 055 054 022 016 010 043 032 018 na na na11 (279) 066 062 057 046 034 020 057 055 054 025 019 011 046 034 020 na na na12 (305) 068 063 058 049 036 021 057 056 054 029 021 013 049 036 021 na na na13 (330) 069 064 059 053 039 023 058 056 055 033 024 014 053 039 023 na na na14 (356) 071 066 059 057 042 024 059 057 055 036 027 016 057 042 024 na na na

14-14 (362) 071 066 060 058 042 025 059 057 055 037 027 016 058 042 025 059 na na15 (381) 072 067 060 061 045 026 059 057 055 040 030 018 061 045 026 060 na na16 (406) 074 068 061 065 047 028 060 058 056 045 033 020 065 047 028 062 na na17 (432) 075 069 061 069 050 030 060 058 056 049 036 021 069 050 030 064 na na18 (457) 077 070 062 073 053 031 061 059 056 053 039 023 073 053 031 066 060 na20 (508) 080 072 063 081 059 035 062 060 057 062 046 027 081 059 035 070 063 na22 (559) 083 074 065 089 065 038 063 061 058 072 053 032 089 065 038 073 066 na24 (610) 086 077 066 097 071 042 065 062 058 082 060 036 097 071 042 076 069 na26 (660) 089 079 067 100 077 045 066 063 059 092 068 041 100 077 045 079 072 na28 (711) 091 081 069 100 083 049 067 064 060 100 076 045 083 049 082 074 06330 (762) 094 083 070 089 052 068 065 061 084 050 089 052 085 077 06536 (914) 100 090 074 100 063 072 068 063 100 066 100 063 094 084 071

gt48 (1219) 100 082 083 079 074 067 100 083 100 097 082

Table 20 mdash Load adjustment factors for 10 rebar in cracked concrete 123

10Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25(286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 040 039 037 na na na 003 002 001 006 004 003 na na na6-14 (159) 059 057 054 056 050 044 056 055 053 020 015 009 039 029 018 na na na

7 (178) 060 058 055 058 052 045 056 055 054 023 017 010 046 035 021 na na na8 (203) 062 059 055 062 055 046 057 056 054 028 021 013 056 042 025 na na na9 (229) 063 060 056 066 057 048 058 057 055 034 025 015 066 051 030 na na na

10 (254) 065 061 057 070 060 049 059 057 055 039 030 018 070 059 036 na na na11 (279) 066 062 057 074 063 051 060 058 056 046 034 020 074 063 041 na na na12 (305) 068 063 058 078 066 053 061 059 056 052 039 023 078 066 047 na na na13 (330) 069 064 059 082 069 054 062 060 057 059 044 026 082 069 053 na na na14 (356) 071 066 059 087 072 056 063 060 057 065 049 029 087 072 056 na na na

14-14 (362) 071 066 060 088 073 056 063 061 058 067 050 030 088 073 056 071 na na15 (381) 072 067 060 091 075 057 063 061 058 073 054 033 091 075 057 073 na na16 (406) 074 068 061 096 078 059 064 062 058 080 060 036 096 078 059 076 na na17 (432) 075 069 061 100 081 061 065 063 059 087 066 039 100 081 061 078 na na18 (457) 077 070 062 085 062 066 063 059 095 071 043 085 062 080 073 na20 (508) 080 072 063 091 066 068 065 061 100 084 050 091 066 085 077 na22 (559) 083 074 065 098 069 070 066 062 097 058 098 069 089 081 na24 (610) 086 077 066 100 073 072 068 063 100 066 100 073 093 084 na26 (660) 089 079 067 077 073 069 064 074 077 097 088 na28 (711) 091 081 069 081 075 071 065 083 081 100 091 07730 (762) 094 083 070 085 077 072 066 092 085 094 07936 (914) 100 090 074 097 082 077 069 100 097 100 087

gt48 (1219) 100 082 100 093 086 075 100 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

21Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

249 hilti hit-re 100 adhesive with hilti haS threaded rod

Cracked or uncracked concrete

Permissible concete conditions Permissible drilling methods

Dry concrete

Hammer Drilling with Carbide Tipped Drill Bit

Uncracked Concrete Water-saturated concrete

Cracked Concrete Water-filled holes

Submerged (underwater)

Hilti HAS Threaded Rod

Hilti HIT-V Threaded Rod

Table 21 mdash Specifications for fractional threaded rod installed with HIT-RE 100 adhesive

Setting information Symbol UnitsNominal anchor diameter

38 12 58 34 78 1 1-14

Nominal bit diameter do in 716 916 34 78 1 1-18 1-38

Standard effective embedment hefstd

in 3-38 4-12 5-58 6-34 7-78 9 11-14

(mm) (86) (114) (143) (171) (200) (229) (286)

Effective Embedment

minimum hefmin

in 2-38 2-34 3-18 3-12 3-12 4 5

(mm) (60) (70) (79) (89) (89) (102) (127)

maximum hefmax

in 7-12 10 12-12 15 17-12 20 25

(mm) (191) (254) (318) (381) (445) (508) (635)

Minimum diameter of fixture hole

through-set

in 12 58 13161 15161 1-181 1-141 1-121

preset

in 716 1916 1116 1316 1516 1-18 1-38

Installation torque Tinst

ft-lb 15 30 60 100 125 150 200

(Nm) (20) (40) (80) (136) (169) (203) (271)

Minimum Concrete Thickness hmin

in hef + 1-14 58 to 78 rods also have min conc

hef + 2 hef + 3

(mm) (hef + 51) thickness = hef+2do (hef + 57) (hef + 76)

Minimum edge distance2 cmin

in 1-78 2-12 3-18 3-34 4-38 5 5-58

(mm) (48) (64) (79) (95) (111) (127) (143)

Minimum anchor spacing smin

in 1-78 2-12 3-18 3-34 4-38 5 5-58

(mm) (48) (64) (79) (95) (111) (127) (143)

1 Install using (2) washers See Figure 52 Edge distance of 1-34-inch (44mm) is permitted provided the installation torque is reduced to 030 T inst for 5d lt s lt 16-in and to 05

Tinst for sgt16-in

min

Figure 4 mdash HASHIT-V threaded rods

Figure 5 mdash Installation with (2) washers

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

22 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 22 mdash Hilti HIT-RE 100 adhesive design strength with concrete bond failure for fractional threaded rod in uncracked concrete 12345678910

Nominal Anchor

Diameter in (mm)

Nominal anchor diameter in (mm)

Tension mdash ФNn Shear mdash ФVn

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

f´c = 2500 psi(172 MPa)

lb (kN)

f´c = 3000 psi(207 MPa)

lb (kN)

f´c = 4000 psi(276 MPa)

lb (kN)

f´c = 6000 psi(414 MPa)

lb (kN)

38

2-38 1955 1995 2050 2135 2490 2535 2610 2720(60) (87) (89) (91) (95) (111) (113) (116) (121)

3-38 2780 2835 2915 3035 7080 7210 7420 7730(86) (124) (126) (130) (135) (315) (321) (330) (344)

4-12 3710 3775 3885 4050 9440 9615 9895 10305(114) (165) (168) (173) (180) (420) (428) (440) (458)7-12 6180 6295 6480 6745 15735 16025 16490 17175(191) (275) (280) (288) (300) (700) (713) (734) (764)

12

2-34 2985 3040 3130 3255 7595 7735 7960 8290(70) (133) (135) (139) (145) (338) (344) (354) (369)

4-12 4885 4975 5120 5330 12430 12660 13030 13565(114) (217) (221) (228) (237) (553) (563) (580) (603)

6 6510 6630 6825 7105 16575 16875 17370 18090(152) (290) (295) (304) (316) (737) (751) (773) (805)10 10850 11050 11375 11845 27620 28130 28950 30150

(254) (483) (492) (506) (527) (1229) (1251) (1288) (1341)

58

3-18 4065 4140 4260 4435 9280 10165 10840 11290(79) (181) (184) (189) (197) (413) (452) (482) (502)

5-58 7315 7450 7665 7985 18615 18960 19515 20320(143) (325) (331) (341) (355) (828) (843) (868) (904)7-12 9750 9930 10220 10645 24825 25280 26015 27095(191) (434) (442) (455) (474) (1104) (1125) (1157) (1205)

12-12 16255 16550 17035 17740 41370 42130 43360 45155(318) (723) (736) (758) (789) (1840) (1874) (1929) (2009)

34

3-12 5105 5375 5535 5765 11000 12050 13915 14670(89) (227) (239) (246) (256) (489) (536) (619) (653)

6-34 10180 10370 10670 11115 25920 26395 27165 28290(171) (453) (461) (475) (494) (1153) (1174) (1208) (1258)

9 13575 13825 14230 14820 34555 35195 36220 37720(229) (604) (615) (633) (659) (1537) (1566) (1611) (1678)15 22625 23045 23715 24695 57595 58655 60365 62865

(381) (1006) (1025) (1055) (1098) (2562) (2609) (2685) (2796)

78

3-12 5105 5595 6235 6490 11000 12050 13915 16525(89) (227) (249) (277) (289) (489) (536) (619) (735)

7-78 13385 13630 14025 14605 34065 34690 35705 37180(200) (595) (606) (624) (650) (1515) (1543) (1588) (1654)

10-12 17845 18170 18700 19475 45420 46255 47605 49575(267) (794) (808) (832) (866) (2020) (2058) (2118) (2205)

17-12 29740 30285 31170 32460 75700 77090 79340 82625(445) (1323) (1347) (1387) (1444) (3367) (3429) (3529) (3675)

1

4 6240 6835 7895 8240 13440 14725 17000 20820(102) (278) (304) (351) (367) (598) (655) (756) (926)

9 16980 17295 17800 18535 43225 44020 45305 47180(229) (755) (769) (792) (824) (1923) (1958) (2015) (2099)12 22640 23060 23730 24715 57635 58695 60410 62910

(305) (1007) (1026) (1056) (1099) (2564) (2611) (2687) (2798)20 37735 38430 39555 41190 96055 97825 100680 104845

(508) (1679) (1709) (1759) (1832) (4273) (4351) (4478) (4664)

1-14

5 8720 9555 11030 12355 18785 20575 23760 29100(127) (388) (425) (491) (550) (836) (915) (1057) (1294)

11-14 25465 25935 26690 27795 63395 66010 67940 70750(286) (1133) (1154) (1187) (1236) (2820) (2936) (3022) (3147)15 33955 34575 35585 37060 86425 88015 90585 94335

(381) (1510) (1538) (1583) (1649) (3844) (3915) (4029) (4196)25 56590 57630 59310 61765 144040 146690 150975 157220

(635) (2517) (2563) (2638) (2747) (6407) (6525) (6716) (6993)1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 26-38 as necessary Compare to the steel values in table 24

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only Seismic design is not permitted for uncracked concrete

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

23Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 23 mdash Hilti HIT-RE 100 adhesive design strength with concrete bond failure for threaded rod in cracked concrete 12345678910

Nominal anchor

diameter in (mm)

Effective Embedment

Depth in (mm)

Tension mdash ФNn Shear mdash ФVn

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

f´c = 2500 psi(172 MPa)

lb (kN)

f´c = 3000 psi(207 MPa)

lb (kN)

f´c = 4000 psi(276 MPa)

lb (kN)

f´c = 6000 psi(414 MPa)

lb (kN)

38

2-38 950 965 995 1035 1205 1230 1265 1315(60) (42) (43) (44) (46) (54) (55) (56) (58)

3-38 1345 1370 1410 1470 3430 3490 3595 3745(86) (60) (61) (63) (65) (153) (155) (160) (167)

4-12 1795 1830 1885 1960 4570 4655 4790 4990(114) (80) (81) (84) (87) (203) (207) (213) (222)7-12 2995 3050 3140 3265 7620 7760 7985 8315(191) (133) (136) (140) (145) (339) (345) (355) (370)

12

2-34 1405 1430 1475 1535 3580 3645 3750 3910(70) (62) (64) (66) (68) (159) (162) (167) (174)

4-12 2300 2345 2410 2510 5860 5965 6140 6395(114) (102) (104) (107) (112) (261) (265) (273) (284)

6 3070 3125 3215 3350 7810 7955 8185 8525(152) (137) (139) (143) (149) (347) (354) (364) (379)10 5115 5210 5360 5580 13020 13260 13645 14210

(254) (228) (232) (238) (248) (579) (590) (607) (632)

58

3-18 2000 2035 2095 2180 5085 5180 5330 5550(79) (89) (91) (93) (97) (226) (230) (237) (247)

5-58 3595 3660 3770 3925 9155 9320 9595 9990(143) (160) (163) (168) (175) (407) (415) (427) (444)7-12 4795 4885 5025 5235 12205 12430 12790 13320(191) (213) (217) (224) (233) (543) (553) (569) (593)

12-12 7990 8140 8375 8725 20340 20715 21320 22205(318) (355) (362) (373) (388) (905) (921) (948) (988)

34

3-12 2540 2585 2660 2770 6465 6585 6775 7055(89) (113) (115) (118) (123) (288) (293) (301) (314)

6-34 4900 4990 5135 5345 12470 12700 13070 13610(171) (218) (222) (228) (238) (555) (565) (581) (605)

9 6530 6650 6845 7130 16625 16930 17425 18145(229) (290) (296) (304) (317) (740) (753) (775) (807)15 10885 11085 11410 11880 27710 28220 29040 30245

(381) (484) (493) (508) (528) (1233) (1255) (1292) (1345)

78

3-12 2730 2780 2860 2980 6950 7080 7285 7585(89) (121) (124) (127) (133) (309) (315) (324) (337)

7-78 6145 6255 6440 6705 15640 15925 16390 17070(200) (273) (278) (286) (298) (696) (708) (729) (759)

10-12 8190 8340 8585 8940 20850 21235 21855 22760(267) (364) (371) (382) (398) (927) (945) (972) (1012)

17-12 13650 13905 14310 14900 34750 35390 36425 37930(445) (607) (619) (637) (663) (1546) (1574) (1620) (1687)

1

4 3320 3380 3475 3620 8445 8600 8850 9215(102) (148) (150) (155) (161) (376) (383) (394) (410)

9 7465 7600 7825 8145 19000 19350 19915 20740(229) (332) (338) (348) (362) (845) (861) (886) (923)12 9955 10135 10430 10865 25335 25800 26555 27650

(305) (443) (451) (464) (483) (1127) (1148) (1181) (1230)20 16590 16895 17385 18105 42225 43000 44255 46085

(508) (738) (752) (773) (805) (1878) (1913) (1969) (2050)

1-14

5 4405 4485 4620 4810 11215 11420 11755 12240(127) (196) (200) (206) (214) (499) (508) (523) (544)

11-14 9915 10095 10390 10820 25235 25700 26450 27545(286) (441) (449) (462) (481) (1123) (1143) (1177) (1225)15 13220 13460 13855 14430 33645 34265 35265 36725

(381) (588) (599) (616) (642) (1497) (1524) (1569) (1634)25 22030 22435 23090 24045 56075 57110 58775 61210

(635) (980) (998) (1027) (1070) (2494) (2540) (2614) (2723)1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 24

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only For seismic loads multiply cracked concrete tabular values in tension and shear by αseis = 0675 See section 245 for additional information on seismic

applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

24 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 24 mdash Steel design strength for Hilti HIT-V and HAS threaded rods 1

Nominalanchor

diameterin (mm)

HAS-EISO 898 Class 58 2

HAS-E-B7ASTM A193 B7 3

HAS-R stainless steelASTM F 593 - AISI 304316 SS 2

Tensile4

ϕNsa

lb (kN)

Shear5

ϕVsa

lb (kN)

Seismic Shear6

ϕVsaeq

lb (kN)

Tensile4

ϕNsa

lb (kN)

Shear5

ϕVsa

lb (kN)

Seismic Shear6

ϕVsaeq

lb (kN)

Tensile4

ϕNsa

lb (kN)

Shear5

ϕVsa

lb (kN)

Seismic Shear6

ϕVsaeq

lb (kN)

383655 2020 1415 7265 3775 2645 5040 2790 1955(163) (90) (63) (323) (168) (118) (224) (124) (87)

126690 3705 2595 13300 6915 4840 9225 5110 3575(298) (165) (115) (592) (308) (215) (410) (227) (159)

5810650 5900 4130 21190 11020 7715 14690 8135 5695(474) (262) (184) (943) (490) (343) (653) (362) (253)

3415765 8730 6110 31360 16305 11415 18480 10235 7165(701) (388) (272) (1395) (725) (508) (822) (455) (319)

7821755 12050 8435 43285 22505 15755 25510 14125 9890(968) (536) (375) (1925) (1001) (701) (1135) (628) (440)

128540 15805 11065 56785 29525 20670 33465 18535 12975(1270) (703) (492) (2526) (1313) (919) (1489) (824) (577)

1-1445670 25295 17705 90850 47240 33070 53540 29655 20760(2031) (1125) (788) (4041) (2101) (1471) (2382) (1319) (923)

1 See Section 244 to convert design strength value to ASD value2 HAS-E and HAS-R threaded rods are considered brittle steel elements

HAS-E does not comply with elongation requirements of ISO 898-13 HAS-E-B7 rods are considered ductile steel elements4 Tensile = ϕ AseN futa as noted inACI 318-14 Chapter 175 Shear = ϕ 060 AseV futa as noted inACI 318-14 Chapter 17 For 38-in diameter threaded rod shear = ϕ 050 AseV futa6 Seismic Shear = αVseis ϕVsa Reduction for seismic shear only See section 245 for additional information on seismic applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

25Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 25 mdash Load adjustment factors for 38-in diameter fractional threaded rods in uncracked concrete 123

38 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12(60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na na 043 032 023 013 na na na na 028 010 008 005 043 021 016 009 na na na na1-78 (48) 061 059 057 054 045 033 024 014 058 054 053 052 031 012 009 005 045 023 017 010 na na na na

2 (51) 062 060 057 054 047 034 025 014 058 054 053 052 034 013 010 006 047 025 019 011 na na na na3 (76) 068 065 061 057 060 042 031 018 062 056 055 054 063 023 018 011 060 042 031 018 na na na na

3-58 (92) 072 068 063 058 070 048 035 020 065 058 056 054 084 031 023 014 070 048 035 020 077 na na na4 (102) 074 070 065 059 077 052 038 022 066 058 057 055 098 036 027 016 077 052 038 022 081 na na na

4-58 (117) 077 073 067 060 089 060 043 025 069 060 058 056 100 045 034 020 089 060 043 025 087 062 na na5 (127) 080 075 069 061 096 064 047 027 070 061 059 056 050 038 023 096 064 047 027 091 065 na na

5-34 (146) 084 078 071 063 100 074 054 031 074 062 060 057 062 046 028 100 074 054 031 097 070 063 na6 (152) 086 080 072 063 077 056 033 075 063 060 057 066 050 030 077 056 033 099 071 065 na7 (178) 092 085 076 066 090 066 038 079 065 062 059 083 062 037 090 066 038 100 077 070 na8 (203) 097 090 080 068 100 075 043 083 067 064 060 100 076 046 100 075 043 082 075 na

8-34 (222) 100 093 082 069 082 048 086 068 065 061 087 052 082 048 086 078 0669 (229) 094 083 070 084 049 087 069 066 061 091 055 084 049 087 079 067

10 (254) 099 087 072 094 054 091 071 067 062 100 064 094 054 092 083 07011 (279) 100 091 074 100 060 095 073 069 064 074 100 060 096 087 07412 (305) 094 077 065 099 075 071 065 084 065 100 091 07714 (356) 100 081 076 100 080 074 067 100 076 099 08316 (406) 086 087 084 078 070 087 100 08918 (457) 090 098 088 081 072 098 09424 (610) 100 100 100 092 080 100 10030 (762) 100 08736 (914) 095

gt48 (1219) 100

Table 26 mdash Load adjustment factors for 38-in diameter fractional threaded rods in cracked concrete 123

38 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12(60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na na 058 054 049 043 na na na na 042 015 012 007 058 031 023 014 na na na na1-78 (48) 061 059 057 054 060 056 050 044 060 055 054 053 046 017 013 008 060 034 026 015 na na na na

2 (51) 062 060 057 054 062 057 051 044 061 055 055 053 051 019 014 008 062 038 028 017 na na na na3 (76) 068 065 061 057 078 070 060 049 066 058 057 055 093 034 026 016 078 069 052 031 na na na na

3-58 (92) 072 068 063 058 089 078 066 053 069 060 058 056 100 046 034 021 089 078 066 041 088 na na na4 (102) 074 070 065 059 096 084 070 055 071 061 059 056 053 040 024 096 084 070 048 092 na na na

4-58 (117) 077 073 067 060 100 093 076 058 075 063 060 057 066 049 030 100 093 076 058 099 071 na na5 (127) 080 075 069 061 099 080 060 077 064 061 058 074 056 033 099 080 060 100 074 na na

5-34 (146) 084 078 071 063 100 088 064 081 066 063 059 091 069 041 100 088 064 079 072 na6 (152) 086 080 072 063 091 066 082 066 064 060 097 073 044 091 066 081 074 na7 (178) 092 085 076 066 100 072 087 069 066 061 100 092 055 100 072 087 079 na8 (203) 097 090 080 068 078 092 072 068 063 100 068 078 093 085 na

8-34 (222) 100 093 082 069 083 096 074 070 064 077 083 098 089 0759 (229) 094 083 070 085 098 075 070 064 081 085 099 090 07610 (254) 099 087 072 091 100 077 073 066 094 091 100 095 08011 (279) 100 091 074 098 080 075 068 100 098 100 08412 (305) 094 077 100 083 077 069 100 08814 (356) 100 081 088 082 072 09516 (406) 086 094 086 076 10018 (457) 090 099 091 07924 (610) 100 100 100 08830 (762) 09836 (914) 100

gt48 (1219)1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

26 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 27 mdash Load adjustment factors for 12-in diameter fractional threaded rods in uncracked concrete 123

12 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10(70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na na 040 027 020 012 na na na na 010 007 005 003 021 014 010 006 na na na na2-12 (64) 061 059 057 054 048 032 023 014 055 054 053 052 018 012 009 005 035 023 018 011 na na na na

3 (76) 063 061 058 055 053 035 026 015 056 055 054 053 023 015 012 007 047 031 023 014 na na na na4 (102) 068 065 061 057 066 041 030 018 058 056 055 054 036 024 018 011 066 041 030 018 058 na na na5 (127) 072 069 064 058 082 048 035 021 061 058 057 055 050 033 025 015 082 048 035 021 065 na na na

5-34 (146) 076 071 066 060 094 054 040 023 062 059 058 055 062 041 031 018 094 054 040 023 070 061 na na6 (152) 077 072 067 060 098 057 042 024 063 060 058 056 066 043 033 020 098 057 042 024 071 062 na na7 (178) 081 076 069 062 100 066 048 028 065 061 059 057 083 055 041 025 100 066 048 028 077 067 na na

7-14 (184) 082 077 070 062 068 050 029 065 062 060 057 088 058 043 026 068 050 029 078 068 062 na8 (203) 086 080 072 063 075 055 032 067 063 061 057 100 067 050 030 075 055 032 082 071 065 na9 (229) 090 083 075 065 085 062 036 069 064 062 058 080 060 036 085 062 036 087 076 069 na

10 (254) 095 087 078 067 094 069 040 071 066 063 059 094 070 042 094 069 040 092 080 073 na11-14 (286) 100 092 081 069 100 078 046 074 068 065 061 100 084 050 100 078 046 097 085 077 065

12 (305) 094 083 070 083 049 075 069 066 061 092 055 083 049 100 087 079 06714 (356) 100 089 073 097 057 079 072 068 063 100 070 097 057 094 086 07216 (406) 094 077 100 065 084 076 071 065 085 100 065 100 092 07718 (457) 100 080 073 088 079 074 067 100 073 097 08220 (508) 083 081 092 082 076 069 081 100 08722 (559) 087 089 096 085 079 071 089 09124 (610) 090 097 100 088 082 072 097 09530 (762) 100 100 098 089 078 100 10036 (914) 100 097 084

gt48 (1219) 100 095

Table 28 mdash Load adjustment factors for 12-in diameter fractional threaded rods in cracked concrete 123

12 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10(70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254)

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1-34 (44) na na na na 052 049 045 041 na na na na 016 010 008 005 032 021 016 009 na na na na2-12 (64) 061 059 057 054 060 056 050 044 057 055 054 053 027 018 013 008 054 035 027 016 na na na na

3 (76) 063 061 058 055 066 060 053 046 058 056 055 054 035 023 017 010 066 047 035 021 na na na na4 (102) 068 065 061 057 079 070 060 049 061 058 057 055 054 036 027 016 079 070 054 032 067 na na na5 (127) 072 069 064 058 092 080 067 053 064 061 059 056 076 050 038 023 092 080 067 045 075 na na na

5-34 (146) 076 071 066 060 100 088 073 056 066 062 060 057 094 062 046 028 100 088 073 056 080 070 na na6 (152) 077 072 067 060 091 075 057 067 063 060 057 100 066 049 030 091 075 057 082 071 na na7 (178) 081 076 069 062 100 083 062 069 065 062 059 083 062 037 100 083 062 088 077 na na

7-14 (184) 082 077 070 062 085 063 070 065 063 059 087 066 039 085 063 090 078 071 na8 (203) 086 080 072 063 091 066 072 067 064 060 100 076 046 091 066 094 082 075 na9 (229) 090 083 075 065 100 070 075 069 066 061 091 054 100 070 100 087 079 na

10 (254) 095 087 078 067 075 078 071 067 062 100 064 075 092 083 na11-14 (286) 100 092 081 069 081 081 074 070 064 076 081 097 088 075

12 (305) 094 083 070 085 083 075 071 065 084 085 100 091 07714 (356) 100 089 073 095 089 079 074 067 100 095 099 08316 (406) 094 077 100 094 084 078 070 100 100 08918 (457) 100 080 100 088 081 072 09420 (508) 083 092 085 075 09922 (559) 087 096 088 077 10024 (610) 090 100 092 08030 (762) 100 100 08736 (914) 094

gt48 (1219) 100

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

27Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 29 mdash Load adjustment factors for 58-in diameter fractional threaded rods in uncracked concrete 123

58 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12

(79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318)

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1-34 (44) na na na na 039 025 019 011 na na na na 009 005 004 002 019 010 008 005 na na na na3-18 (79) 061 059 057 054 052 032 023 014 056 054 053 052 022 012 009 005 045 024 018 011 na na na na

4 (102) 065 062 059 055 061 036 027 016 058 055 054 053 032 018 013 008 061 035 026 016 na na na na4-58 (117) 067 064 060 056 068 040 029 017 059 056 055 054 040 022 016 010 068 040 029 017 060 na na na

5 (127) 068 065 061 057 074 042 031 018 060 057 055 054 045 025 019 011 074 042 031 018 063 na na na6 (152) 072 068 063 058 089 047 035 020 062 058 056 055 059 032 024 015 089 047 035 020 069 na na na7 (178) 076 071 066 059 100 053 039 023 064 059 058 055 075 041 031 018 100 053 039 023 074 na na na

7-18 (181) 076 071 066 060 054 040 023 064 059 058 055 077 042 031 019 054 040 023 075 061 na na8 (203) 079 074 068 061 061 045 026 066 060 059 056 091 050 037 022 061 045 026 079 065 na na9 (229) 083 077 070 062 069 051 030 068 062 060 057 100 060 045 027 069 051 030 084 069 062 na

10 (254) 087 080 072 063 076 056 033 070 063 061 058 070 052 031 076 056 033 089 072 066 na11 (279) 090 083 074 065 084 062 036 072 064 062 058 081 060 036 084 062 036 093 076 069 na12 (305) 094 086 077 066 092 067 039 074 066 063 059 092 069 041 092 067 039 097 079 072 na14 (356) 100 091 081 069 100 079 046 077 068 065 061 100 087 052 100 079 046 100 086 078 06616 (406) 097 086 071 090 053 081 071 067 062 100 064 090 053 092 083 07018 (457) 100 090 074 100 059 085 074 069 064 076 100 059 097 088 07420 (508) 094 077 066 089 076 072 065 089 066 100 093 07822 (559) 099 079 072 093 079 074 067 100 072 098 08224 (610) 100 082 079 097 081 076 068 079 100 08626 (660) 085 085 100 084 078 070 085 09028 (711) 087 092 087 080 072 092 09330 (762) 090 099 089 082 073 099 09636 (914) 098 100 097 089 078 100 100

gt48 (1219) 100 100 100 087

Table 30 mdash Load adjustment factors for 58-in diameter fractional threaded rods in cracked concrete 123

58 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12

(79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318)

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1-34 (44) na na na na 049 046 043 040 na na na na 012 007 006 003 024 015 011 007 na na na na3-18 (79) 061 059 057 054 061 056 050 044 057 055 054 053 029 018 013 008 058 035 027 016 na na na na

4 (102) 065 062 059 055 069 062 055 046 059 057 056 054 042 026 019 012 069 051 038 023 na na na na4-58 (117) 067 064 060 056 076 067 058 048 061 058 056 055 052 032 024 014 076 064 048 029 066 na na na

5 (127) 068 065 061 057 080 070 060 049 062 058 057 055 059 036 027 016 080 070 054 032 068 na na na6 (152) 072 068 063 058 091 078 066 053 064 060 058 056 077 047 035 021 091 078 066 042 075 na na na7 (178) 076 071 066 059 100 087 072 056 066 062 060 057 097 059 045 027 100 087 072 053 081 na na na

7-18 (181) 076 071 066 060 088 073 056 067 062 060 057 100 061 046 027 088 073 055 082 069 na na8 (203) 079 074 068 061 096 078 059 069 063 061 058 073 054 033 096 078 059 087 073 na na9 (229) 083 077 070 062 100 085 062 071 065 062 059 087 065 039 100 085 062 092 078 071 na

10 (254) 087 080 072 063 091 066 073 067 064 060 100 076 046 091 066 097 082 075 na11 (279) 090 083 074 065 098 069 076 069 065 061 088 053 098 069 100 086 078 na12 (305) 094 086 077 066 100 073 078 070 067 062 100 060 100 073 090 082 na14 (356) 100 091 081 069 081 083 074 069 064 076 081 097 088 07416 (406) 097 086 071 089 087 077 072 066 092 089 100 094 08018 (457) 100 090 074 097 092 080 075 068 100 097 100 08420 (508) 094 077 100 097 084 078 070 100 08922 (559) 099 079 100 087 081 072 09324 (610) 100 082 090 083 074 09726 (660) 085 094 086 076 10028 (711) 087 097 089 07830 (762) 090 100 092 08036 (914) 098 100 086

gt48 (1219) 100 0971 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

28 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 31 mdash Load adjustment factors for 34-in diameter fractional threaded rods in uncracked concrete 123

34 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15(89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381)

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1-34 (44) na na na na 038 024 018 010 na na na na 009 004 003 002 017 008 006 004 na na na na3-34 (95) 062 059 057 054 055 032 023 014 057 054 053 052 027 012 009 006 053 025 019 011 na na na na

4 (102) 062 060 057 054 058 033 024 014 057 054 054 053 029 014 010 006 058 027 020 012 na na na na5 (127) 066 062 059 056 068 037 027 016 059 056 055 053 041 019 014 009 068 037 027 016 na na na na

5-14 (133) 066 063 060 056 071 038 028 017 060 056 055 053 044 020 015 009 071 038 028 017 062 na na na6 (152) 069 065 061 057 081 042 031 018 061 057 055 054 054 025 019 011 081 042 031 018 066 na na na7 (178) 072 067 063 058 090 047 034 020 063 058 056 055 068 032 024 014 090 047 034 020 072 na na na8 (203) 075 070 065 059 099 052 038 022 065 059 057 055 083 039 029 017 099 052 038 022 077 na na na

8-12 (216) 076 071 066 059 100 055 040 024 066 059 058 056 091 042 032 019 100 055 040 024 079 061 na na9 (229) 078 072 067 060 058 043 025 067 060 058 056 099 046 034 021 058 043 025 081 063 na na

10 (254) 081 075 069 061 064 047 028 068 061 059 056 100 054 040 024 064 047 028 086 066 na na10-34 (273) 083 077 070 062 069 051 030 070 062 060 057 060 045 027 069 051 030 089 069 063 na

12 (305) 087 080 072 063 077 057 033 072 063 061 058 071 053 032 077 057 033 094 073 066 na14 (356) 093 085 076 066 090 066 039 076 065 063 059 089 067 040 090 066 039 100 079 071 na16 (406) 100 090 080 068 100 076 044 079 068 065 060 100 082 049 100 076 044 084 076 na

16-34 (425) 091 081 069 079 046 081 068 065 061 087 052 079 046 086 078 06618 (457) 094 083 070 085 050 083 070 066 062 097 058 085 050 089 081 06820 (508) 099 087 072 095 055 087 072 068 063 100 068 095 055 094 085 07222 (559) 100 091 074 100 061 091 074 070 064 079 100 061 099 089 07524 (610) 094 077 067 094 076 072 066 090 067 100 093 07926 (660) 098 079 072 098 079 074 067 100 072 097 08228 (711) 100 081 078 100 081 075 068 078 100 08530 (762) 083 083 083 077 069 083 08836 (914) 090 100 090 083 073 100 097

gt48 (1219) 100 100 094 081 100

Table 32 mdash Load adjustment factors for 34-in diameter fractional threaded rods in cracked concrete 123

34 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15(89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381)

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1-34 (44) na na na na 047 044 042 039 na na na na 010 006 004 003 021 012 009 005 na na na na3-34 (95) 062 059 057 054 062 056 050 044 058 055 054 053 032 018 014 008 062 037 028 017 na na na na

4 (102) 062 060 057 054 064 057 051 044 058 056 055 053 036 020 015 009 064 040 030 018 na na na na5 (127) 066 062 059 056 072 063 056 047 060 057 056 054 050 028 021 013 072 056 042 025 na na na na

5-14 (133) 066 063 060 056 074 065 057 047 061 058 056 054 054 030 023 014 074 061 046 027 066 na na na6 (152) 069 065 061 057 081 070 060 049 063 059 057 055 066 037 028 017 081 070 056 033 071 na na na7 (178) 072 067 063 058 090 077 065 052 065 060 058 056 083 047 035 021 090 077 065 042 077 na na na8 (203) 075 070 065 059 099 084 070 055 067 061 059 057 100 057 043 026 099 084 070 051 082 na na na

8-12 (216) 076 071 066 059 100 088 072 056 068 062 060 057 063 047 028 100 088 072 056 084 070 na na9 (229) 078 072 067 060 091 075 057 069 063 061 058 068 051 031 091 075 057 087 072 na na

10 (254) 081 075 069 061 099 080 060 071 064 062 058 080 060 036 099 080 060 092 076 na na10-34 (273) 083 077 070 062 100 084 062 073 065 063 059 089 067 040 100 084 062 095 079 071 na

12 (305) 087 080 072 063 091 066 075 067 064 060 100 079 047 091 066 100 083 075 na14 (356) 093 085 076 066 100 072 079 070 067 062 099 060 100 072 090 081 na16 (406) 100 090 080 068 078 084 073 069 063 100 073 078 096 087 na

16-34 (425) 091 081 069 081 085 074 070 064 078 081 098 089 07518 (457) 094 083 070 085 088 076 071 065 087 085 100 092 07820 (508) 099 087 072 091 092 079 074 067 100 091 097 08222 (559) 100 091 074 098 096 082 076 069 098 100 08624 (610) 094 077 100 100 084 078 070 100 09026 (660) 098 079 087 081 072 09428 (711) 100 081 090 083 074 09730 (762) 083 093 086 075 10036 (914) 090 100 093 080

gt48 (1219) 100 100 0901 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

29Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 33 mdash Load adjustment factors for 78-in diameter fractional threaded rods in uncracked concrete 123

78 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12

(89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445)

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1-34 (44) na na na na 039 023 017 010 na na na na 009 003 002 001 018 006 004 003 na na na na4-38 (111) 062 059 057 054 062 032 024 014 058 054 053 052 035 012 009 005 062 024 018 011 na na na na

5 (127) 064 061 058 055 066 034 025 015 059 055 054 053 043 014 011 007 066 029 022 013 na na na na5-12 (140) 065 062 059 055 070 036 027 016 060 055 054 053 050 017 013 008 070 033 025 015 065 na na na

6 (152) 066 063 060 056 074 038 028 016 061 056 055 053 057 019 014 009 074 038 028 016 068 na na na7 (178) 069 065 061 057 081 042 031 018 063 056 055 054 071 024 018 011 081 042 031 018 073 na na na8 (203) 072 067 063 058 090 046 034 020 065 057 056 054 087 029 022 013 090 046 034 020 078 na na na9 (229) 074 069 064 059 098 051 037 022 067 058 057 055 100 035 026 016 098 051 037 022 083 na na na

9-78 (251) 077 071 066 059 100 055 041 024 069 059 057 055 040 030 018 100 055 041 024 087 060 na na10 (254) 077 071 066 060 056 041 024 069 059 058 055 041 031 018 056 041 024 087 061 na na11 (279) 080 073 067 060 061 045 026 071 060 058 056 047 035 021 061 045 026 091 064 na na12 (305) 082 075 069 061 067 049 029 073 061 059 056 054 040 024 067 049 029 095 066 na na

12-12 (318) 084 076 070 062 070 051 030 074 061 059 057 057 043 026 070 051 030 097 068 062 na14 (356) 088 080 072 063 078 058 034 077 063 061 058 068 051 031 078 058 034 100 072 065 na16 (406) 093 084 075 065 089 066 039 080 065 062 059 083 062 037 089 066 039 077 070 na18 (457) 099 088 079 067 100 074 043 084 067 064 060 099 074 044 100 074 043 081 074 na

19-12 (495) 100 091 081 069 080 047 087 068 065 061 100 084 050 080 047 085 077 06520 (508) 092 082 069 082 048 088 068 065 061 087 052 082 048 086 078 06622 (559) 097 085 071 090 053 092 070 067 062 100 060 090 053 090 082 06924 (610) 100 088 073 099 058 096 072 068 063 068 099 058 094 085 07226 (660) 091 075 100 063 099 074 070 064 077 100 063 098 089 07528 (711) 094 077 067 100 076 071 065 086 067 100 092 07830 (762) 098 079 072 078 073 066 096 072 095 08036 (914) 100 084 087 083 077 069 100 087 100 088

gt48 (1219) 096 100 094 086 076 100 100

Table 34 mdash Load adjustment factors for 78-in diameter fractional threaded rods in cracked concrete 123

78 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12

(89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445)

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Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na na 045 043 041 038 na na na na 010 005 003 002 020 009 007 004 na na na na4-38 (111) 062 059 057 054 062 056 050 044 059 055 054 053 040 018 014 008 062 037 028 017 na na na na

5 (127) 064 061 058 055 066 059 052 045 060 056 055 054 049 023 017 010 066 045 034 020 na na na na5-12 (140) 065 062 059 055 070 062 054 046 061 057 056 054 056 026 019 012 070 052 039 023 067 na na na

6 (152) 066 063 060 056 074 064 056 047 062 057 056 054 064 030 022 013 074 059 044 027 070 na na na7 (178) 069 065 061 057 081 070 060 049 064 059 057 055 081 037 028 017 081 070 056 034 076 na na na8 (203) 072 067 063 058 090 076 064 052 066 060 058 056 098 046 034 021 090 076 064 041 081 na na na9 (229) 074 069 064 059 098 082 068 054 069 061 059 057 100 054 041 024 098 082 068 049 086 na na na

9-78 (251) 077 071 066 059 100 087 072 056 070 062 060 057 063 047 028 100 087 072 056 090 070 na na10 (254) 077 071 066 060 088 073 056 071 062 060 057 064 048 029 088 073 056 091 070 na na11 (279) 080 073 067 060 095 077 059 073 064 061 058 073 055 033 095 077 059 095 074 na na12 (305) 082 075 069 061 100 082 061 075 065 062 059 084 063 038 100 082 061 099 077 na na

12-12 (318) 084 076 070 062 084 062 076 065 063 059 089 067 040 084 062 100 079 071 na14 (356) 088 080 072 063 091 066 079 067 064 060 100 079 047 091 066 083 076 na16 (406) 093 084 075 065 100 071 083 070 066 062 097 058 100 071 089 081 na18 (457) 099 088 079 067 076 087 072 068 063 100 069 076 094 086 na

19-12 (495) 100 091 081 069 080 090 074 070 064 078 080 098 089 07520 (508) 092 082 069 082 091 075 070 064 081 082 099 090 07622 (559) 097 085 071 087 095 077 072 066 094 087 100 095 08024 (610) 100 088 073 093 099 080 074 067 100 093 099 08326 (660) 091 075 099 100 082 076 069 099 100 08728 (711) 094 077 100 085 079 070 100 09030 (762) 098 079 087 081 072 09336 (914) 100 084 094 087 076 100

gt48 (1219) 096 100 099 0851 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

30 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 35 mdash Load adjustment factors for 1-in diameter fractional threaded rods in uncracked concrete 123

1 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20(102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na na 038 023 017 010 na na na na 008 002 002 001 015 005 004 002 na na na na5 (127) 062 059 057 054 062 032 024 014 059 054 053 052 037 011 009 005 062 023 017 010 na na na na6 (152) 064 061 058 055 069 035 026 015 060 055 054 053 048 015 011 007 069 030 022 013 na na na na

6-14 (159) 065 062 059 055 070 036 027 016 061 055 054 053 051 016 012 007 070 032 024 014 065 na na na7 (178) 067 063 060 056 075 039 029 017 062 055 055 053 061 019 014 009 075 038 028 017 069 na na na8 (203) 069 065 061 057 082 042 031 018 064 056 055 054 074 023 017 010 082 042 031 018 074 na na na9 (229) 072 067 063 058 089 046 034 020 065 057 056 054 089 028 021 012 089 046 034 020 078 na na na

10 (254) 074 069 064 058 097 050 037 021 067 058 056 055 100 032 024 015 097 050 037 021 083 na na na11 (279) 076 070 065 059 100 054 040 023 069 059 057 055 037 028 017 100 054 040 023 087 na na na

11-14 (286) 077 071 066 059 056 041 024 069 059 057 055 038 029 017 056 041 024 088 059 na na12 (305) 079 072 067 060 059 044 026 070 059 058 056 042 032 019 059 044 026 091 061 na na13 (330) 081 074 068 061 064 047 028 072 060 058 056 048 036 022 064 047 028 094 064 na na14 (356) 084 076 069 062 069 051 030 074 061 059 056 053 040 024 069 051 030 098 066 na na

14-14 (362) 084 076 070 062 070 052 030 074 061 059 057 055 041 025 070 052 030 099 067 061 na16 (406) 088 080 072 063 079 058 034 077 063 060 057 065 049 029 079 058 034 100 071 064 na18 (457) 093 083 075 065 089 065 038 081 064 062 058 078 058 035 089 065 038 075 068 na20 (508) 098 087 078 067 099 073 043 084 066 063 059 091 068 041 099 073 043 079 072 na22 (559) 100 091 081 068 100 080 047 088 067 064 060 100 079 047 100 080 047 083 075 na

22-14 (565) 091 081 069 081 047 088 067 064 060 080 048 081 047 084 076 06424 (610) 094 083 070 087 051 091 069 066 061 090 054 087 051 087 079 06626 (660) 098 086 072 094 055 094 070 067 062 100 061 094 055 090 082 06928 (711) 100 089 073 100 060 098 072 068 063 068 100 060 094 085 07230 (762) 092 075 064 100 074 069 064 075 064 097 088 07436 (914) 100 080 077 078 073 067 099 077 100 097 081

gt48 (1219) 090 100 088 081 072 100 100 100 094

Table 36 mdash Load adjustment factors for 1-in diameter fractional threaded rods in cracked concrete 123

1 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20(102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na na 044 042 040 038 na na na na 009 004 003 002 017 008 006 003 na na na na5 (127) 062 059 057 054 062 056 050 044 059 055 054 053 042 019 014 008 062 037 028 017 na na na na6 (152) 064 061 058 055 069 060 053 046 061 057 055 054 055 024 018 011 069 049 037 022 na na na na

6-14 (159) 065 062 059 055 070 061 054 046 062 057 056 054 058 026 019 012 070 052 039 023 068 na na na7 (178) 067 063 060 056 075 065 057 047 063 058 056 054 069 031 023 014 075 061 046 028 072 na na na8 (203) 069 065 061 057 082 070 060 049 065 059 057 055 084 038 028 017 082 070 056 034 077 na na na9 (229) 072 067 063 058 089 075 064 051 067 060 058 056 100 045 034 020 089 075 064 040 082 na na na

10 (254) 074 069 064 058 097 080 067 053 069 061 059 056 052 039 024 097 080 067 047 086 na na na11 (279) 076 070 065 059 100 086 071 055 070 062 060 057 060 045 027 100 086 071 054 090 na na na

11-14 (286) 077 071 066 059 087 072 056 071 062 060 057 063 047 028 087 072 056 092 070 na na12 (305) 079 072 067 060 091 075 057 072 063 061 058 069 052 031 091 075 057 095 072 na na13 (330) 081 074 068 061 097 079 059 074 064 062 058 078 058 035 097 079 059 098 075 na na14 (356) 084 076 069 062 100 083 062 076 065 063 059 087 065 039 100 083 062 100 078 na na

14-14 (362) 084 076 070 062 084 062 077 065 063 059 089 067 040 084 062 079 071 na16 (406) 088 080 072 063 091 066 080 067 064 060 100 080 048 091 066 083 076 na18 (457) 093 083 075 065 100 070 083 070 066 061 095 057 100 070 088 080 na20 (508) 098 087 078 067 075 087 072 068 063 100 067 075 093 085 na22 (559) 100 091 081 068 080 091 074 070 064 077 080 098 089 na

22-14 (565) 091 081 069 080 091 074 070 064 078 080 098 089 07524 (610) 094 083 070 085 095 076 071 065 088 085 100 093 07826 (660) 098 086 072 090 098 078 073 067 099 090 096 08128 (711) 100 089 073 095 100 080 075 068 100 095 100 08430 (762) 092 075 100 083 077 069 100 08736 (914) 100 080 089 082 073 096

gt48 (1219) 090 100 093 081 1001 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

31Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 37 mdash Load adjustment factors for 1-14-in diameter fractional threaded rods in uncracked concrete 123

1-14 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25

(127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na na 037 022 016 009 na na na na 005 002 001 001 011 003 002 001 na na na na6-14 (159) 062 059 057 054 063 032 024 014 059 054 053 052 037 011 008 005 063 022 016 010 na na na na

7 (178) 064 060 058 055 067 034 025 015 060 054 053 052 043 013 009 006 067 026 019 011 na na na na8 (203) 066 062 059 055 072 037 027 016 061 055 054 053 053 016 012 007 072 031 023 014 066 na na na9 (229) 068 063 060 056 078 040 029 017 062 055 054 053 063 019 014 008 078 038 028 017 070 na na na

10 (254) 070 065 061 057 083 043 031 018 064 056 055 054 074 022 016 010 083 043 031 018 074 na na na11 (279) 072 066 062 057 089 046 034 020 065 057 055 054 086 025 019 011 089 046 034 020 078 na na na12 (305) 074 068 063 058 095 049 036 021 066 057 056 054 098 029 021 013 095 049 036 021 081 na na na13 (330) 076 069 064 059 100 052 038 023 068 058 056 055 100 033 024 014 100 052 038 023 084 na na na14 (356) 077 071 066 059 056 041 024 069 059 057 055 036 027 016 056 041 024 087 058 na na

14-14 (362) 078 071 066 060 057 042 025 069 059 057 055 037 027 016 057 042 025 088 059 na na15 (381) 079 072 067 060 060 044 026 070 059 057 055 040 030 018 060 044 026 091 060 na na16 (406) 081 074 068 061 064 047 028 072 060 058 056 045 033 020 064 047 028 094 062 na na17 (432) 083 075 069 061 068 050 029 073 060 058 056 049 036 021 068 050 029 096 064 na na18 (457) 085 077 070 062 072 053 031 075 061 059 056 053 039 023 072 053 031 099 066 060 na20 (508) 089 080 072 063 080 059 035 077 062 060 057 062 046 027 080 059 035 100 070 063 na22 (559) 093 083 074 065 088 065 038 080 063 061 058 072 053 032 088 065 038 073 066 na24 (610) 097 086 077 066 096 071 042 083 065 062 058 082 060 036 096 071 042 076 069 na26 (660) 100 089 079 067 100 077 045 086 066 063 059 092 068 041 100 077 045 079 072 na28 (711) 091 081 069 083 048 088 067 064 060 100 076 045 083 048 082 074 06330 (762) 094 083 070 089 052 091 068 065 061 084 050 089 052 085 077 06536 (914) 100 090 074 100 062 099 072 068 063 100 066 100 062 094 084 071

gt48 (1219) 100 082 083 100 079 074 067 100 083 100 097 082

Table 38 mdash Load adjustment factors for 1-14-in diameter fractional threaded rods in cracked concrete 123

1-14 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25

(127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na na 042 040 039 037 na na na na 007 003 002 001 013 006 004 003 na na na na6-14 (159) 062 059 057 054 063 056 050 044 060 056 055 053 044 020 015 009 087 039 029 018 na na na na

7 (178) 064 060 058 055 067 058 052 045 061 056 055 054 052 023 017 010 095 046 035 021 na na na na8 (203) 066 062 059 055 072 062 055 046 062 057 056 054 064 028 021 013 100 056 042 025 070 na na na9 (229) 068 063 060 056 078 066 057 048 064 058 057 055 076 034 025 015 066 051 030 074 na na na

10 (254) 070 065 061 057 083 070 060 049 065 059 057 055 089 039 030 018 070 059 036 078 na na na11 (279) 072 066 062 057 089 074 063 051 067 060 058 056 100 046 034 020 074 063 041 082 na na na12 (305) 074 068 063 058 095 078 066 053 068 061 059 056 052 039 023 078 066 047 086 na na na13 (330) 076 069 064 059 100 082 069 054 070 062 060 057 059 044 026 082 069 053 089 na na na14 (356) 077 071 066 059 087 072 056 072 063 060 057 065 049 029 087 072 056 093 071 na na

14-14 (362) 078 071 066 060 088 073 056 072 063 061 058 067 050 030 088 073 056 094 071 na na15 (381) 079 072 067 060 091 075 057 073 063 061 058 073 054 033 091 075 057 096 073 na na16 (406) 081 074 068 061 096 078 059 075 064 062 058 080 060 036 096 078 059 099 076 na na17 (432) 083 075 069 061 100 081 061 076 065 063 059 087 066 039 100 081 061 100 078 na na18 (457) 085 077 070 062 085 062 078 066 063 059 095 071 043 085 062 080 073 na20 (508) 089 080 072 063 091 066 081 068 065 061 100 084 050 091 066 085 077 na22 (559) 093 083 074 065 098 069 084 070 066 062 097 058 098 069 089 081 na24 (610) 097 086 077 066 100 073 087 072 068 063 100 066 100 073 093 084 na26 (660) 100 089 079 067 077 090 073 069 064 074 077 097 088 na28 (711) 091 081 069 081 093 075 071 065 083 081 100 091 07730 (762) 094 083 070 085 096 077 072 066 092 085 094 07936 (914) 100 090 074 097 100 082 077 069 100 097 100 087

gt48 (1219) 100 082 100 100 093 086 075 100 100

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

32 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

2410 canadian limit State design

Limit State Design of anchors is described in the provisions of CSA A233 -14 (2014) Annex D for post-installed anchors tested and assessed in accordance with ACI 3552 for mechanical anchors and ACI 3554 for adhesive anchors This section contains the Limit State Design tables with unfactored characteristic loads that are based on the published loads in ICC Evaluation Services ESR-3829 These tables are followed by factored resistance tables The factored resistance tables have characteristic design loads that are prefactored by the applicable reduction factors for a single anchor with no

anchor-to-anchor spacing or edge distance adjustments for the convenience of the user of this document All the figures in the previous ACI 318-14 Chapter 17 design section are applicable to Limit State Design and the tables will reference these figures

For a detailed explanation of the tables developed in accordance with CSA A233-14 (2014) Annex D refer to Section 318 Technical assistance is available by contacting Hilti Canada at (800) 363-4458 or at wwwhiltica

Table 39 mdash Specifications for CA Rebar installed with HIT-RE 100

Setting information Symbol UnitsRebar Size

10 M 15 M 20 M 25 M 30 M

Nominal bit diameter do in 916 34 1 1-14 1-12

Effective Embedment

minimum hefminmm 60 80 90 100 120

maximum hefmaxmm 226 320 390 504 598

Minimum Concrete Thickness hminmm hef + 30 hef + 2do

Table 40 mdash Specifications for CA Rebar installed with HIT-RE 100

Rebar Size

CSA-G3018 Grade 4002

Tensile3 Nsar

lb (kN)

Shear4 Vsar

lb (kN)

Seismic shear5 Vsareq

lb (kN)

10 M 7245 4035 2825

(322) 179) (126)

15 M 14525 8090 5665

(646) (360) (252)

20 M 21570 12020 8415

(959) (535) (374)

25 M 36025 20070 14050

(1602) (893) (625)

30 M 50715 28255 19780

(2256) (1257) (880)

1 See Section 3186 to convert design strength value to ASD value2 CSA-G3018 Grade 400 rebar are considered ductile steel elements3 Tensile = AseN фs ndash R as noted in CSA A233-14 Annex D4 Shear = AseV фs 060 futa R as noted in CSA A233-14 Annex D5 Seismic Shear = αVseis Vsar Reduction factor for seismic shear only

See section 3187 for additional information on seismic applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

33Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 41 mdash Hilti HIT-RE 100 adhesive design information with CA rebar in hammer drilled holes in accordance with CSA A233-14 Annex D 19

Design parameter Symbol UnitsRebar Size Ref

A233-1410 M 15 M 20 M 25 M 30 M

Anchor OD da mm 113 160 195 252 299

Effective minimum embedment 2 hefmm 60 80 90 101 120

Effective maximum embedment 2 hefmm 226 320 390 504 598

Minimum concrete thickness 2 hminmm hef + 30 hef + 2d0

Critical edge distance cacmm See ESR-3187 section 4110

Minimum edge distance cmin3 mm 57 80 98 126 150

Minimum anchor spacing sminmm 57 80 98 126 150

Coeff for factored conc breakoutresistance uncracked concrete kcuncr

4 - 10 D622

Coeff for factored conc breakoutresistance cracked concrete kccr

4 - 7 D622

Concrete material resistance factor ϕc - 065 842 Resistance modification factor for tension and shear concrete failure modes Condition B 5 Rconc - 100 D53 (c )

Dry Concrete

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 476 476 476 476 416D652

(MPa) (33) (33) (33) (33) (29Characteristic bond stress in uncracked concrete 78 τuncr

psi 1272 1204 1156 1100 1056D652

(MPa) (88) (83) (80) (76) (73Anchor category dry concrete - - 2 2 2 2 2

D53 (c)Resistance modification factor Rdry

- 085 085 085 085 085Water Saturated Concrete

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 424 420 405 360 319D652

(MPa) (29) (29) (28) (25) (22Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1061 986 878 803D652

(MPa) (78) (73) (68) (61) (55)Anchor category water-saturated concrete - - 3 3 3 3 3

D53 (c)Resistance modification factor Rws

- 075 075 075 075 075Water-Filled Hole

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 424 420 405 360 319D652

(MPa) (29) (29) (28) (25) (22)Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1061 986 878 803D652

(MPa) (78) (73) (68) (61) (55)Anchor category water-filled hole - - 3 3 3 3 3

D53 (c)Resistance modification factor Rwf

- 075 075 075 075 075Underwater Application

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 424 420 405 360 319D652

(MPa) (29) (29) (28) (25) (22)Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1061 986 878 803D652

(MPa) (78) (73) (68) (61) (55)Anchor category underwater - - 3 3 3 3 3

D53 (c)Resistance modification factor Ruw

- 075 075 075 075 075

1 Design information in this table is taken from ICC-ES ESR-3829 dated January 2016 table 32 and 33 and converted for use with CSA A233-14 Annex D2 See figure 23 Minimum edge distance may be reduced to 45mm provided rebar remains untorqued See ESR-3829 section 4194 For all design cases ψcN = 10 The appropriate coefficient for breakout resistance for cracked concrete (kccr) or uncracked concrete (kcuncr) must be used5 For use with the load combinations of CSA A233-14 chapter 8 Condition B applies where supplementary reinforcement in conformance with CSA A233-14 section D53 is not provided or

where pullout or pryout strength governs For cases where the presence of supplementary reinforcement can be verified the resistance modification factors associated with Condition A may be used

6 Temperature range A Max short term temperature = 130degF (55degC) max long term temperature = 110degF (43degC) Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

7 Bond strength values corresponding to concrete compressive strength fʹc = 2500 psi (172 MPa) For concrete compressive strength fʹc between 2500 psi (172 MPa) and 8000 psi (552 MPa) the tabulated characteristic bond strength may be increased by a factor of (fʹc2500)01 [for SI (fʹc 172)01]

8 Bond strength values are for sustained loads including dead and live loads For load combinations consisting of short-term loads only such as wind and seismic bond strengths may be increased by 40 percent

9 For structures assigned to Seismic Design Categories C D E or F bond strength values must be multiplied by αNseis = 09

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

34 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 42 mdash Hilti HIT-RE 100 adhesive factored resistance with concrete bond failure for CA rebar in uncracked concrete 12345678910

Rebar Size

EffectiveEmbedment

Depthin (mm)

Tension mdash Nr Shear mdash Vr

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

10 M

4-12 4515 4620 4705 4840 9030 9235 9405 9680(115) (201) (205) (209) (215) (402) (411) (418) (431)

7-116 7070 7230 7360 7575 14135 14455 14720 15150(180) (314) (322) (327) (337) (629) (643) (655) (674)8-78 8875 9075 9240 9510 17750 18150 18485 19025(226) (395) (404) (411) (423) (790) (807) (822) (846)

15 M

5-1116 7630 7805 7945 8180 15260 15605 15895 16360(145) (339) (347) (353) (364) (679) (694) (707) (728)

9-1316 13155 13455 13700 14100 26315 26910 27405 28205(250) (585) (598) (609) (627) (1171) (1197) (1219) (1255)

12-58 16840 17220 17540 18050 33685 34445 35075 36100(320) (749) (766) (780) (803) (1498) (1532) (1560) (1606)

20 M

7-78 12315 12595 12825 13200 24635 25190 25655 26400(200) (548) (560) (571) (587) (1096) (1120) (1141) (1174)14 21865 22355 22765 23430 43725 44710 45535 46865

(355) (972) (994) (1013) (1042) (1945) (1989) (2025) (2085)15-38 24020 24560 25010 25740 48035 49120 50025 51485(390) (1068) (1092) (1113) (1145) (2137) (2185) (2225) (2290)

25 M

9-116 17420 17810 18140 18670 34835 35620 36280 37335(230) (775) (792) (807) (830) (1550) (1585) (1614) (1661)

15-1516 30670 31365 31940 32870 61340 62725 63880 65745(405) (1364) (1395) (1421) (1462) (2729) (2790) (2842) (2924)

19-1316 38170 39030 39750 40910 76335 78060 79495 81815(504) (1698) (1736) (1768) (1820) (3396) (3472) (3536) (3639)

30 M

10-14 22430 22935 23355 24040 44855 45870 46710 48075(260) (998) (1020) (1039) (1069) (1995) (2040) (2078) (2138)

17-1516 39250 40135 40875 42065 78500 80270 81745 84130(455) (1746) (1785) (1818) (1871) (3492) (3571) (3636) (3742)

23-916 51585 52750 53720 55285 103170 105495 107435 110575(598) (2295) (2346) (2390) (2459) (4589) (4693) (4779) (4919)

1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 40

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only Seismic design is not permitted for uncracked concrete

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

35Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 43 mdash Hilti HIT-RE 100 adhesive factored resistance with concrete bond failure for CA rebar in cracked concrete 12345678910

Rebar Size

EffectiveEmbedment

Depthin (mm)

Tension mdash Nr Shear mdash Vr

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

10 M

4-12 1690 1730 1760 1810 3380 3455 3520 3620(115) (75) (77) (78) (81) (150) (154) (157) (161)

7-116 2645 2705 2755 2835 5290 5410 5510 5670(180) (118) (120) (123) (126) (235) (241) (245) (252)8-78 3320 3395 3460 3560 6640 6790 6915 7120(226) (148) (151) (154) (158) (295) (302) (308) (317)

15 M

5-1116 3015 3085 3140 3235 6035 6170 6285 6465(145) (134) (137) (140) (144) (268) (274) (280) (288)

9-1316 5200 5320 5415 5575 10405 10640 10835 11150(250) (231) (237) (241) (248) (463) (473) (482) (496)

12-58 6660 6810 6935 7135 13315 13615 13865 14270(320) (296) (303) (308) (317) (592) (606) (617) (635)

20 M

7-78 5070 5185 5280 5435 10145 10370 10565 10870(200) (226) (231) (235) (242) (451) (461) (470) (484)14 9000 9205 9375 9650 18005 18410 18750 19295

(355) (400) (409) (417) (429) (801) (819) (834) (858)15-38 9890 10115 10300 10600 19780 20225 20600 21200(390) (440) (450) (458) (471) (880) (900) (916) (943)

25 M

9-116 7535 7705 7850 8080 15075 15415 15700 16155(230) (335) (343) (349) (359) (671) (686) (698) (719)

15-1516 13270 13570 13820 14225 26545 27145 27645 28450(405) (590) (604) (615) (633) (1181) (1207) (1230) (1265)

19-1316 16515 16890 17200 17700 33035 33780 34400 35405(504) (735) (751) (765) (787) (1469) (1503) (1530) (1575)

30 M

10-14 8835 9035 9200 9470 17670 18070 18400 18940(260) (393) (402) (409) (421) (786) (804) (819) (842)

17-1516 15460 15810 16100 16570 30925 31620 32205 33145(455) (688) (703) (716) (737) (1376) (1407) (1432) (1474)

23-916 20320 20780 21160 21780 40640 41560 42325 43560(598) (904) (924) (941) (969) (1808) (1849) (1883) (1938)

1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 40

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only For seismic loads multiply cracked concrete tabular values in tension and shear by αseis = 0675 See section 245 for additional information on seismic

applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

36 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 45 mdash Load adjustment factors for 10M rebar in uncracked concrete 123

10 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4-12 7-116 8-78 4-12 7-116 8-78 4-12 7-116 8-89 4-12 7-116 8-78 4-12 7-116 8-78 4-12 7-116 8-78(115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 025 016 012 na na na 009 006 005 018 012 009 na na na2-316 (55) 058 055 054 028 017 013 054 053 053 012 008 006 025 016 013 na na na

3 (76) 061 057 056 033 020 016 056 054 054 020 013 010 033 020 016 na na na4 (102) 065 059 057 039 024 019 058 056 055 031 020 016 039 024 019 na na na5 (127) 068 062 059 046 029 023 060 057 056 043 028 022 046 029 023 na na na

5-1116 (145) 071 063 061 053 033 026 061 058 057 053 034 027 053 033 026 066 na na6 (152) 072 064 061 056 035 027 061 059 057 057 037 029 056 035 027 068 na na7 (178) 076 066 063 065 040 032 063 060 059 072 046 037 065 040 032 073 na na8 (203) 079 069 065 074 046 036 065 061 060 088 056 045 074 046 036 078 na na

8-14 (210) 080 069 065 077 048 038 066 062 060 092 059 047 077 048 038 080 069 na9 (229) 083 071 067 084 052 041 067 063 061 100 067 053 084 052 041 083 071 na

10-116 (256) 087 074 069 094 058 046 069 064 062 080 063 094 058 046 088 076 07011 (279) 090 076 071 100 063 050 071 066 063 091 072 100 063 050 092 079 07312 (305) 094 078 072 069 054 073 067 065 100 082 069 054 096 083 07714 (356) 100 083 076 081 064 077 070 067 100 081 064 100 089 08316 (406) 088 080 092 073 081 073 070 092 073 095 08818 (457) 092 084 100 082 084 076 072 100 082 100 09424 (610) 100 095 100 096 084 079 100 10030 (762) 100 100 093 08736 (914) 100 094

gt48 (1219) 100

Table 46 mdash Load adjustment factors for 10M rebar in cracked concrete 123

10 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4-12 7-116 8-78 4-12 7-116 8-78 4-12 7-116 8-89 4-12 7-116 8-78 4-12 7-116 8-78 4-12 7-116 8-78(115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 049 044 042 na na na 017 011 009 034 022 017 na na na2-316 (55) 058 055 054 052 046 043 056 055 054 024 015 012 047 030 024 na na na

3 (76) 061 057 056 060 050 047 059 057 056 039 025 020 060 049 039 na na na4 (102) 065 059 057 070 056 051 062 059 058 059 038 030 070 056 051 na na na5 (127) 068 062 059 080 062 056 065 061 059 083 053 042 080 062 056 na na na

5-1116 (145) 071 063 061 088 066 059 067 062 061 100 065 052 088 066 059 082 na na6 (152) 072 064 061 091 068 061 068 063 061 070 056 091 068 061 084 na na7 (178) 076 066 063 100 074 065 071 065 063 088 070 100 074 065 091 na na8 (203) 079 069 065 081 070 074 067 065 100 085 081 070 097 na na

8-14 (210) 080 069 065 083 072 074 068 066 090 083 072 099 085 na9 (229) 083 071 067 088 076 077 070 067 100 088 076 100 089 na

10-116 (256) 087 074 069 096 081 080 072 069 096 081 094 08711 (279) 090 076 071 100 086 082 074 071 100 086 098 09112 (305) 094 078 072 092 085 076 073 092 100 09514 (356) 100 083 076 100 091 081 076 100 10016 (406) 088 080 097 085 08018 (457) 092 084 100 089 08424 (610) 100 095 100 09530 (762) 100 10036 (914)

gt48 (1219)

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

37Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 47 mdash Load adjustment factors for 15M rebar in uncracked concrete 123

15 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58

(145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 025 014 011 na na na 006 004 003 013 007 006 na na na3-18 (80) 059 055 054 032 018 014 055 053 053 015 009 007 031 018 014 na na na

4 (102) 062 057 055 036 020 016 056 054 054 022 013 010 036 020 016 na na na5 (127) 065 058 057 041 023 018 058 055 054 031 018 014 041 023 018 na na na6 (152) 068 060 058 047 026 020 059 056 055 040 023 018 047 026 020 na na na7 (178) 070 062 059 053 030 023 061 057 056 051 029 023 053 030 023 na na na

7-14 (184) 071 062 060 055 031 024 061 058 056 053 031 024 055 031 024 066 na na8 (203) 073 064 061 060 034 026 062 058 057 062 036 028 060 034 026 070 na na9 (229) 076 065 062 068 038 029 064 059 058 074 043 034 068 038 029 074 na na

10 (254) 079 067 063 075 042 033 065 061 059 087 050 039 075 042 033 078 na na11-38 (289) 083 069 065 086 048 037 067 062 060 100 061 048 086 048 037 083 069 na

12 (305) 085 070 066 090 051 039 068 063 061 066 052 090 051 039 085 071 na14-18 (359) 091 074 069 100 060 046 071 065 063 084 066 100 060 046 093 077 071

16 (406) 097 077 071 068 052 074 067 064 100 079 068 052 098 082 07618 (457) 100 080 074 076 059 077 069 066 095 076 059 100 087 08020 (508) 084 076 084 065 080 071 068 100 084 065 092 08522 (559) 087 079 093 072 083 073 070 093 072 096 08924 (610) 091 082 100 078 086 075 071 100 078 100 09330 (762) 100 090 098 095 082 077 098 10036 (914) 098 100 100 088 082 100

gt48 (1219) 100 100 093

Table 48 mdash Load adjustment factors for 15M rebar in cracked concrete 123

15 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58

(145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 046 041 040 na na na 011 007 005 023 013 010 na na na3-18 (80) 059 055 054 055 046 044 057 055 054 028 016 013 055 032 025 na na na

4 (102) 062 057 055 062 050 046 059 056 055 040 023 018 062 046 036 na na na5 (127) 065 058 057 069 054 049 061 058 057 055 032 025 069 054 049 na na na6 (152) 068 060 058 077 058 052 063 059 058 073 042 033 077 058 052 na na na7 (178) 070 062 059 086 062 056 066 061 059 092 053 042 086 062 056 na na na

7-14 (184) 071 062 060 088 063 056 066 061 060 096 056 044 088 063 056 081 na na8 (203) 073 064 061 095 066 059 068 063 061 100 065 051 095 066 059 085 na na9 (229) 076 065 062 100 071 062 070 064 062 078 061 100 071 062 090 na na

10 (254) 079 067 063 076 066 072 066 063 091 071 076 066 095 na na11-38 (289) 083 069 065 082 071 076 068 065 100 086 082 071 100 084 na

12 (305) 085 070 066 086 073 077 069 066 093 086 073 087 na14-18 (359) 091 074 069 097 081 082 072 069 100 097 081 094 087

16 (406) 097 077 071 100 088 086 075 071 100 088 100 09218 (457) 100 080 074 096 090 078 074 096 09820 (508) 084 076 100 095 081 077 100 10022 (559) 087 079 099 084 07924 (610) 091 082 100 088 08230 (762) 100 090 097 09036 (914) 098 100 098

gt48 (1219) 100 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

38 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 49 mdash Load adjustment factors for 20M rebar in uncracked concrete 123

20 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38(200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na 021 011 010 na na na 004 002 002 008 005 004 na na na3-78 (98) 058 055 054 028 015 014 054 053 053 014 008 007 027 015 014 na na na

4 (102) 058 055 054 029 016 014 055 053 053 014 008 007 029 016 014 na na na5 (127) 061 056 055 032 018 016 056 054 054 020 011 010 032 018 016 na na na6 (152) 063 057 057 036 020 018 057 055 054 027 015 014 036 020 018 na na na7 (178) 065 058 058 040 022 020 058 055 055 034 019 017 040 022 020 na na na8 (203) 067 060 059 044 024 022 059 056 056 041 023 021 044 024 022 na na na9 (229) 069 061 060 050 027 025 060 057 057 049 028 025 050 027 025 na na na

10 (254) 071 062 061 055 030 027 061 058 057 057 032 029 055 030 027 068 na na11 (279) 073 063 062 061 033 030 063 059 058 066 037 034 061 033 030 071 na na12 (305) 075 064 063 066 036 033 064 059 059 075 042 039 066 036 033 074 na na14 (356) 080 067 065 077 042 038 066 061 060 095 053 049 077 042 038 080 na na16 (406) 084 069 067 088 048 044 068 063 062 100 065 059 088 048 044 086 071 na18 (457) 088 071 070 100 054 049 071 064 063 078 071 100 054 049 091 075 07320 (508) 092 074 072 060 055 073 066 065 091 083 060 055 096 079 07722 (559) 097 076 074 066 060 075 067 066 100 096 066 060 100 083 08024 (610) 100 079 076 072 066 078 069 068 100 072 066 087 08426 (660) 081 078 078 071 080 070 069 078 071 090 08728 (711) 083 080 084 076 082 072 071 084 076 094 09130 (762) 086 083 090 082 084 074 072 090 082 097 09436 (914) 093 089 100 098 091 078 076 100 098 100 100

gt48 (1219) 100 100 100 100 088 085 100

Table 50 mdash Load adjustment factors for 20M rebar in cracked concrete 123

20 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38(200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na 043 039 039 na na na 007 004 004 015 008 007 na na na3-78 (98) 058 055 054 053 045 044 056 054 054 024 013 012 048 027 024 na na na

4 (102) 058 055 054 054 045 044 057 055 054 025 014 013 050 028 026 na na na5 (127) 061 056 055 059 048 047 058 056 055 035 020 018 059 040 036 na na na6 (152) 063 057 057 064 051 049 060 057 056 046 026 024 064 051 047 na na na7 (178) 065 058 058 070 053 052 062 058 057 058 033 030 070 053 052 na na na8 (203) 067 060 059 076 056 054 063 059 059 071 040 036 076 056 054 na na na9 (229) 069 061 060 082 059 057 065 060 060 085 048 043 082 059 057 na na na

10 (254) 071 062 061 088 062 060 067 061 061 099 056 051 088 062 060 081 na na11 (279) 073 063 062 095 065 062 068 062 062 100 065 059 095 065 062 085 na na12 (305) 075 064 063 100 069 065 070 064 063 074 067 100 069 065 089 na na14 (356) 080 067 065 075 071 073 066 065 093 084 075 071 096 na na16 (406) 084 069 067 082 077 077 068 067 100 100 082 077 100 085 na18 (457) 088 071 070 089 083 080 070 069 089 083 090 08720 (508) 092 074 072 096 090 083 073 071 096 090 095 09222 (559) 097 076 074 100 096 086 075 073 100 096 100 09724 (610) 100 079 076 100 090 077 076 100 10026 (660) 081 078 093 079 07828 (711) 083 080 096 082 08030 (762) 086 083 100 084 08236 (914) 093 089 091 088

gt48 (1219) 100 100 100 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

39Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 51 mdash Load adjustment factors for 25M rebar in uncracked concrete 123

25 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316

(230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 022 012 010 na na na 003 002 001 006 003 003 na na na5 (127) 059 055 054 032 018 014 055 053 053 014 008 007 029 016 013 na na na6 (152) 061 056 055 035 019 015 055 054 053 019 011 009 035 019 015 na na na7 (178) 063 057 056 039 021 017 056 054 054 024 013 011 039 021 017 na na na8 (203) 065 058 057 042 023 018 057 055 054 029 016 013 042 023 018 na na na9 (229) 067 059 058 046 025 020 058 056 055 035 020 016 046 025 020 na na na

10 (254) 068 060 058 050 027 022 059 056 055 040 023 018 050 027 022 na na na11-916 (294) 071 062 060 057 031 025 061 057 056 050 029 023 057 031 025 065 na na

12 (305) 072 063 060 059 032 026 061 058 056 053 030 024 059 032 026 066 na na14 (356) 076 065 062 069 038 030 063 059 058 067 038 031 069 038 030 071 na na16 (406) 079 067 063 079 043 034 065 060 059 082 047 037 079 043 034 076 na na18 (457) 083 069 065 089 049 039 066 061 060 098 056 045 089 049 039 081 na na

18-716 (469) 084 069 066 091 050 040 067 062 060 100 058 046 091 050 040 082 068 na20 (508) 087 071 067 099 054 043 068 063 061 065 052 099 054 043 085 071 na

22-38 (568) 091 073 069 100 060 048 070 064 062 077 062 100 060 048 090 075 07024 (610) 094 075 070 065 052 072 065 063 085 069 065 052 094 077 07226 (660) 098 077 072 070 056 074 066 064 096 077 070 056 097 081 07528 (711) 100 079 074 076 060 076 068 065 100 087 076 060 100 084 07830 (762) 081 075 081 065 077 069 066 096 081 065 087 08136 (914) 088 080 097 078 083 073 069 100 097 078 095 088

gt48 (1219) 100 090 100 100 094 080 076 100 100 100 100

Table 52 mdash Load adjustment factors for 25M rebar in cracked concrete 123

25 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316

(230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 042 039 038 na na na 005 003 002 010 006 004 na na na5 (127) 059 055 054 055 046 044 056 054 054 024 013 011 047 027 022 na na na6 (152) 061 056 055 060 048 046 058 055 055 031 018 014 060 035 028 na na na7 (178) 063 057 056 065 051 048 059 056 055 039 022 018 065 044 036 na na na8 (203) 065 058 057 070 053 050 060 057 056 048 027 022 070 053 044 na na na9 (229) 067 059 058 075 056 051 061 058 057 057 032 026 075 056 051 na na na

10 (254) 068 060 058 080 059 053 063 059 058 067 038 030 080 059 053 na na na11-916 (294) 071 062 060 089 063 057 065 060 059 083 047 038 089 063 057 077 na na

12 (305) 072 063 060 091 064 058 065 060 059 088 050 040 091 064 058 078 na na14 (356) 076 065 062 100 069 062 068 062 061 100 063 051 100 069 062 084 na na16 (406) 079 067 063 075 066 070 064 062 077 062 075 066 090 na na18 (457) 083 069 065 081 071 073 066 064 092 074 081 071 096 na na

18-716 (469) 084 069 066 083 072 074 066 064 095 076 083 072 097 080 na20 (508) 087 071 067 087 075 075 067 065 100 086 087 075 100 084 na

22-38 (568) 091 073 069 095 081 078 070 067 100 095 081 088 08224 (610) 094 075 070 100 085 081 071 068 100 085 092 08526 (660) 098 077 072 090 083 073 070 090 095 08928 (711) 100 079 074 095 086 074 071 095 099 09230 (762) 081 075 100 088 076 073 100 100 09536 (914) 088 080 096 081 077 100

gt48 (1219) 100 090 100 092 086

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

40 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 53 mdash Load adjustment factors for 30M rebar in uncracked concrete 123

30 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916

(260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na 023 013 009 na na na 002 001 001 005 003 002 na na na5-78 (150) 060 055 054 034 019 014 055 053 053 014 008 006 029 016 012 na na na

6 (152) 060 056 054 034 019 014 055 053 053 015 008 006 029 017 013 na na na7 (178) 061 057 055 037 020 015 055 054 053 018 011 008 037 020 015 na na na8 (203) 063 057 056 040 022 017 056 054 054 022 013 010 040 022 017 na na na9 (229) 065 058 056 043 024 018 057 055 054 027 015 012 043 024 018 na na na

10 (254) 066 059 057 047 026 019 058 055 054 031 018 014 047 026 019 na na na11 (279) 068 060 058 050 028 021 058 056 055 036 021 016 050 028 021 na na na12 (305) 070 061 058 054 029 022 059 056 055 041 024 018 054 029 022 na na na

13-14 (337) 072 062 059 059 033 024 060 057 056 048 027 021 059 033 024 064 na na14 (356) 073 063 060 063 034 026 061 057 056 052 030 023 063 034 026 066 na na16 (406) 076 065 061 071 039 030 062 058 057 064 036 028 071 039 030 070 na na18 (457) 079 067 063 080 044 033 064 060 058 076 043 033 080 044 033 074 na na20 (508) 083 069 064 089 049 037 065 061 059 089 051 039 089 049 037 079 na na

20-78 (531) 084 069 065 093 051 039 066 061 059 095 054 041 093 051 039 080 na na22 (559) 086 070 066 098 054 041 067 062 060 100 059 045 098 054 041 082 068 na24 (610) 089 072 067 100 059 044 068 063 061 067 051 100 059 044 086 071 na

26-916 (675) 093 075 069 065 049 070 064 062 078 059 065 049 091 075 06928 (711) 096 076 070 069 052 072 065 062 084 064 069 052 093 077 07030 (762) 099 078 071 074 055 073 066 063 093 071 074 055 096 080 07336 (914) 100 083 075 088 066 078 069 066 100 093 088 066 100 087 080

gt48 (1219) 095 084 100 089 087 075 071 100 100 089 100 100 092

Table 54 mdash Load adjustment factors for 30M rebar in cracked concrete 123

30 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916

(260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na 041 038 038 na na na 004 002 002 008 005 004 na na na5-78 (150) 060 055 054 056 047 044 057 055 054 026 015 011 052 030 022 na na na

6 (152) 060 056 054 057 047 044 057 055 054 026 015 012 053 030 023 na na na7 (178) 061 057 055 061 049 046 058 056 055 033 019 015 061 038 029 na na na8 (203) 063 057 056 065 051 047 059 056 055 041 023 018 065 047 035 na na na9 (229) 065 058 056 069 053 049 060 057 056 049 028 021 069 053 042 na na na

10 (254) 066 059 057 074 056 050 061 058 057 057 033 025 074 056 050 na na na11 (279) 068 060 058 079 058 052 063 059 057 066 038 029 079 058 052 na na na12 (305) 070 061 058 083 060 054 064 059 058 075 043 033 083 060 054 na na na

13-14 (337) 072 062 059 089 063 056 065 060 059 087 050 038 089 063 056 078 na na14 (356) 073 063 060 093 065 057 066 061 059 094 054 041 093 065 057 080 na na16 (406) 076 065 061 100 070 061 068 063 061 100 066 050 100 070 061 086 na na18 (457) 079 067 063 075 064 071 064 062 079 060 075 064 091 na na20 (508) 083 069 064 081 068 073 066 063 092 070 081 068 096 na na

20-78 (531) 084 069 065 083 070 074 066 064 098 075 083 070 098 na na22 (559) 086 070 066 086 072 075 067 064 100 081 086 072 100 083 na24 (610) 089 072 067 092 076 077 069 066 092 092 076 087 na

26-916 (675) 093 075 069 099 081 080 071 067 100 099 081 092 08428 (711) 096 076 070 100 084 082 072 068 100 084 094 08630 (762) 099 078 071 088 084 074 070 088 097 08936 (914) 100 083 075 100 091 078 074 100 100 097

gt48 (1219) 095 084 100 088 082 1001 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

41Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 55 mdash Hilti HIT-RE 100 design information with HAS threaded rods in hammer drilled holes in accordance with CSA A233-14 Annex D 19

Design parameter Symbol UnitsNominal rod diameter (in) Ref

A233-1438 12 58 34 78 1 1-14

Anchor OD da mm 95 127 159 191 222 254 318

Effective minimum embedment 2 hefmm 60 70 79 89 89 102 127

Effective maximum embedment 2 hefmm 191 254 318 381 445 508 635

Minimum concrete thickness 2 hminmm hef + 30 hef + 2d0

Critical edge distance cacmm See ESR-3829 section 4110

Minimum edge distance cmin3 mm 48 64 79 95 111 127 159

Minimum anchor spacing sminmm 48 64 79 95 111 127 159

Coeff for factored conc breakoutresistance uncracked concrete kcuncr

4 - 10 D622

Coeff for factored conc breakoutresistance cracked concrete kccr

4 - 7 D622

Concrete material resistance factor ϕc - 065 842 Resistance modification factor for tension and shear concrete failure modes Condition B 5 Rconc - 100 D53 (c )

Dry Concrete

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 616 592 592 560 516 480 408D652

(MPa) (42) (41) (41) (39) (36) (33) (28

Characteristic bond stress in uncracked concrete 78 τuncr

psi 1272 1256 1204 1164 1124 1092 1048D652

(MPa) (88) (87) (83) (80) (78) (75) (72)

Anchor category dry concrete - - 2 2 2 2 2 2 2Resistance modification factor Rdry

- 085 085 085 085 085 085 085Water Saturated Concrete

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 548 521 521 476 416 375 300D652

(MPa) (38) (36) (36) (33) (29) (26) (21)Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1106 1061 994 915 859 776D652

(MPa) (78) (76) (73) (69) (63) (59) (54)Anchor category water-saturated concrete - - 2 2 2 2 2 2 2Resistance modification factor Rws

- 085 085 085 085 085 085 085Water-Filled Hole

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 548 521 521 476 416 375 300D652

(MPa) (38) (36) (36) (33) (29) (26) (21)

Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1106 1061 994 915 859 776D652

(MPa) (78) (76) (73) (69) (63) (59) (54)

Anchor category water-filled hole - - 3 3 3 3 3 3 3D53 (c)

Resistance modification factor Rwf- 075 075 075 075 075 075 075

Underwater Application

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 548 521 521 476 416 375 300D652

(MPa) (38) (36) (36) (33) (29) (26) (21)Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1106 1061 994 915 859 776D652

(MPa) (78) (76) (73) (69) (63) (59) (54)Anchor category underwater - - 3 3 3 3 3 3 3Resistance modification factor Ruw

- 075 075 075 075 075 075 075

1 Design information in this table is taken from ICC-ES ESR-3829 dated January 2016 table 8 and 9 and converted for use with CSA A233-14 Annex D2 See figure 43 Minimum edge distance may be reduced to 45mm lt cai lt 5d provided Tinst is reduced See ESR-3829 section 4194 For all design cases ψcN = 10 The appropriate coefficient for breakout resistance for cracked concrete (kccr) or uncracked concrete (kcuncr) must be used5 For use with the load combinations of CSA A233-14 chapter 8 Condition B applies where supplementary reinforcement in conformance with CSA A233-14 section D53 is not provided or

where pullout or pryout strength governs For cases where the presence of supplementary reinforcement can be verified the resistance modification factors associated with Condition A may be used

6 Temperature range A Max short term temperature = 130degF (55degC) max long term temperature = 110degF (43degC) Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

7 Bond strength values corresponding to concrete compressive strength fʹc = 2500 psi (172 MPa) For concrete compressive strength fʹc between 2500 psi (172 MPa) and 8000 psi (552 MPa) the tabulated characteristic bond strength may be increased by a factor of (fʹc2500)01 [for SI (fʹc 172)01]

8 Bond strength values are for sustained loads including dead and live loads For load combinations consisting of short-term loads only such as wind and seismic bond strengths may be increased by 40 percent

9 For structures assigned to Seismic Design Categories C D E or F bond strength values must be multiplied by αNseis = 09

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

42 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 56 mdash Hilti HIT-RE 100 adhesive factored resistance with concrete bond failure for threaded rod in uncracked concrete 12345678910

Nominal Anchor

Diameter in (mm)

Nominal anchor diameter in (mm)

Tension mdash Nn Shear mdash Vn

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

38

2-38 1995 2040 2080 2140 1995 2040 2080 2140(60) (89) (91) (92) (95) (89) (91) (92) (95)

3-38 2840 2900 2955 3040 5675 5805 5910 6080(86) (126) (129) (131) (135) (252) (258) (263) (271)

4-12 3785 3870 3940 4055 7565 7735 7880 8110(114) (168) (172) (175) (180) (337) (344) (351) (361)7-12 6305 6450 6565 6760 12610 12895 13135 13515(191) (280) (287) (292) (301) (561) (574) (584) (601)

12

2-34 3045 3115 3170 3260 6090 6225 6340 6525(70) (135) (138) (141) (145) (271) (277) (282) (290)

4-12 4980 5095 5185 5340 9960 10185 10375 10675(114) (222) (227) (231) (237) (443) (453) (461) (475)

6 6640 6790 6915 7120 13285 13580 13830 14235(152) (295) (302) (308) (317) (591) (604) (615) (633)10 11070 11320 11525 11865 22140 22635 23055 23725

(254) (492) (503) (513) (528) (985) (1007) (1025) (1055)

58

3-18 4145 4240 4315 4440 8290 8475 8635 8885(79) (184) (189) (192) (198) (369) (377) (384) (395)

5-58 7460 7630 7770 7995 14920 15260 15540 15990(143) (332) (339) (346) (356) (664) (679) (691) (711)7-12 9950 10170 10360 10660 19895 20345 20720 21325(191) (442) (452) (461) (474) (885) (905) (922) (948)

12-12 16580 16955 17265 17770 33160 33905 34530 35540(318) (737) (754) (768) (790) (1475) (1508) (1536) (1581)

34

3-12 5385 5505 5610 5770 10770 11015 11215 11545(89) (240) (245) (249) (257) (479) (490) (499) (514)

6-34 10385 10620 10815 11130 20775 21240 21630 22265(171) (462) (472) (481) (495) (924) (945) (962) (990)

9 13850 14160 14420 14845 27695 28320 28845 29685(229) (616) (630) (642) (660) (1232) (1260) (1283) (1320)15 23080 23600 24035 24740 46160 47205 48070 49475

(381) (1027) (1050) (1069) (1100) (2053) (2100) (2138) (2201)

78

3-12 5480 6125 6320 6505 10955 12250 12635 13005(89) (244) (272) (281) (289) (487) (545) (562) (579)

7-78 13650 13960 14215 14630 27300 27920 28430 29260(200) (607) (621) (632) (651) (1214) (1242) (1265) (1302)

10-12 18200 18610 18955 19510 36405 37225 37910 39015(267) (810) (828) (843) (868) (1619) (1656) (1686) (1736)

17-12 30335 31020 31590 32515 60670 62040 63185 65025(445) (1349) (1380) (1405) (1446) (2699) (2760) (2810) (2893)

1

4 6690 7480 8020 8250 13385 14965 16035 16505(102) (298) (333) (357) (367) (595) (666) (713) (734)

9 17325 17715 18040 18565 34645 35425 36080 37130(229) (771) (788) (802) (826) (1541) (1576) (1605) (1652)12 23095 23620 24055 24755 46195 47235 48105 49510

(305) (1027) (1051) (1070) (1101) (2055) (2101) (2140) (2202)20 38495 39365 40090 41260 76990 78725 80175 82515

(508) (1712) (1751) (1783) (1835) (3425) (3502) (3566) (3670)

1-14

5 9355 10455 11455 12375 18705 20915 22910 24745(127) (416) (465) (510) (550) (832) (930) (1019) (1101)

11-14 25975 26560 27050 27840 51950 53125 54100 55680(286) (1155) (1182) (1203) (1238) (2311) (2363) (2407) (2477)15 34635 35415 36070 37120 69270 70830 72135 74240

(381) (1541) (1575) (1604) (1651) (3081) (3151) (3209) (3302)25 57725 59025 60115 61865 115450 118055 120225 123735

(635) (2568) (2626) (2674) (2752) (5135) (5251) (5348) (5504)1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 26 - 38 as necessary Compare to the steel values in table 24

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2568 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only Seismic design is not permitted for uncracked concrete

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

43Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 57 mdash Hilti HIT-RE 100 adhesive factored resistance with concrete bond failure for threaded rod in cracked concrete 12345678910

Nominal Anchor

Diameter in (mm)

Nominal anchor diameter in (mm)

Tension mdash Nn Shear mdash Vn

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

38

2-38 965 990 1005 1035 965 990 1005 1035(60) (43) (44) (45) (46) (43) (44) (45) (46)

3-38 1375 1405 1430 1475 2750 2810 2860 2945(86) (61) (63) (64) (66) (122) (125) (127) (131)

4-12 1830 1875 1910 1965 3665 3745 3815 3925(114) (81) (83) (85) (87) (163) (167) (170) (175)7-12 3055 3125 3180 3275 6105 6245 6360 6545(191) (136) (139) (141) (146) (272) (278) (283) (291)

12

2-34 1435 1465 1495 1540 2870 2935 2990 3075(70) (64) (65) (66) (68) (128) (131) (133) (137)

4-12 2350 2400 2445 2515 4695 4800 4890 5035(114) (104) (107) (109) (112) (209) (214) (218) (224)

6 3130 3200 3260 3355 6260 6400 6520 6710(152) (139) (142) (145) (149) (278) (285) (290) (298)10 5215 5335 5435 5590 10435 10670 10865 11185

(254) (232) (237) (242) (249) (464) (475) (483) (497)

58

3-18 2040 2085 2120 2185 4075 4170 4245 4370(79) (91) (93) (94) (97) (181) (185) (189) (194)

5-58 3670 3750 3820 3930 7335 7500 7640 7865(143) (163) (167) (170) (175) (326) (334) (340) (350)7-12 4890 5000 5095 5240 9780 10005 10185 10485(191) (218) (222) (227) (233) (435) (445) (453) (466)

12-12 8150 8335 8490 8735 16305 16670 16980 17475(318) (363) (371) (378) (389) (725) (742) (755) (777)

34

3-12 2590 2650 2700 2775 5180 5300 5395 5555(89) (115) (118) (120) (124) (231) (236) (240) (247)

6-34 4995 5110 5205 5355 9995 10220 10405 10710(171) (222) (227) (231) (238) (445) (455) (463) (476)

9 6665 6815 6940 7140 13325 13625 13875 14280(229) (296) (303) (309) (318) (593) (606) (617) (635)15 11105 11355 11565 11900 22210 22710 23125 23800

(381) (494) (505) (514) (529) (988) (1010) (1029) (1059)

78

3-12 2785 2850 2900 2985 5570 5695 5800 5970(89) (124) (127) (129) (133) (248) (253) (258) (266)

7-78 6265 6410 6525 6715 12535 12815 13055 13435(200) (279) (285) (290) (299) (558) (570) (581) (598)

10-12 8355 8545 8700 8955 16710 17090 17405 17910(267) (372) (380) (387) (398) (743) (760) (774) (797)

17-12 13925 14240 14505 14925 27855 28480 29005 29850(445) (619) (633) (645) (664) (1239) (1267) (1290) (1328)

1

4 3385 3460 3525 3625 6770 6920 7050 7255(102) (151) (154) (157) (161) (301) (308) (314) (323)

9 7615 7785 7930 8160 15230 15570 15860 16320(229) (339) (346) (353) (363) (677) (693) (705) (726)12 10150 10380 10575 10880 20305 20765 21145 21760

(305) (452) (462) (470) (484) (903) (924) (941) (968)20 16920 17305 17620 18135 33840 34605 35240 36270

(508) (753) (770) (784) (807) (1505) (1539) (1568) (1613)

1-14

5 4495 4595 4680 4815 8990 9190 9360 9635(127) (200) (204) (208) (214) (400) (409) (416) (429)

11-14 10115 10340 10530 10840 20225 20680 21060 21675(286) (450) (460) (468) (482) (900) (920) (937) (964)15 13485 13790 14040 14450 26965 27575 28085 28905

(381) (600) (613) (625) (643) (1200) (1227) (1249) (1286)25 22475 22980 23405 24085 44945 45960 46805 48170

(635) (1000) (1022) (1041) (1071) (1999) (2044) (2082) (2143)1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 26 - 38 as necessary Compare to the steel values in table 24

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2568 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only For seismic loads multiply cracked concrete tabular values in tension and shear by αseis = 0675 See section 245 for additional information on seismic

applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

44 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

2411 installation instructionsInstallation Instructions For Use (IFU) are included with each product package They can also be viewed or downloaded on-line at wwwushilticom (US) and wwwhiltica (Canada) mdash ldquoServiceTechnical Info gtgt Technical Downloads gtgt Anchoring Systemsrdquo Because of the possibility of changes always verify that downloaded IFU are current when used Proper installation is critical to achieve full performance Training is available on request Contact Hilti Technical Services for applications and conditions not addressed in the IFU

2412 Working time and cure time (approx)

Table 59 mdash Resistance of HIT-RE 100 to chemicals

Chemical Chemicals Tested ResistantNot

Resistant

Alkaline

Concrete drilling mud (10) pH=126 +

Concrete drilling mud (10) pH=132 +

Concrete potash solution (10) +

pH=140

Alkaline

Acetic acid (10)1 -

Nitric acid (10)1 -

Hydrochloric acid (10) 3 month -

Sulfuric acid (10) -

Solvents

Benzyl alcohol -

Ethanol -

Ethyl acetate -

Methyl ethyl ketone (MEK) -

Trichlorethylene -

Xylene (mixture) +

Chemicals used on job sites

Chemicals Concrete plasticizer +

used on job Diesel oil +

sites Oil +

Petrol +

Oil for form work (forming oil) +

Environmental chemicals

Environmental Salt water +

chemicals de-mineralized water +

salt spraying test +

SO2 +

Environmentweather +1 Concrete was dissolved by acid

Samples of the HIT-RE 100 resin were immersed in the various chemical compounds for up to one year At the time of the test period the samples were analyzed Any samples showing no visible damage and having less than a 25 reduction in bending (flexural) strength were classified as ldquoResistantrdquo Samples that were heavily damaged or destroyed were classified as ldquoNot Resistantrdquo

Note In actual use the majority of the resin is encased in the base material leaving very little surface area exposed

2414 resistance of cured hit-re 100 to chemicals

2413 materials Specifications Table 60 mdash Material properties of fully cured HIT-RE 100

adhesiveBond Strength ASTM C882-121

2 day cure 14 day cure

201 Mpa210 Mpa

2920 psi3050 psi

Compressive Strength ASTM D695-101 743 Mpa 10780 psi

Compressive Modulus ASTM D695-101 3731 Mpa 0541 x 106 psi

Tensile Strength 7 day ASTM D638-10 117 Mpa 1690 psi

Elongation at break ASTM D638-10 010

Heat Deflection Temperature ASTM D648-07

568degC 1343degF

Absorption ASTM D570-10 006

Linear Coefficient of Shrinkage on Cure ASTM D2566-86

00001

1 Minimum values obtained as the result of tests at 35degF 50degF 75degF and 110degF

Notes

Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Hilti Outperform Outlast7250 Dallas Parkway Suite 1000 Plano TX 75024 bull Hilti Inc (US) 1-800-879-8000 bull wwwushilticom bull en espantildeol 1-800-879-5000 bull Hilti (Canada) Corp 1-800-363-4458 wwwhiltica bull Hilti is an equal opportunity employer bull Hilti is a registered trademark of Hilti Corp copyCopyright 2016 by Hilti Inc (US) bull 0216 bull DBS

The data contained in this literature was current as of the date of publication Updates and changes may be made based on later testing If verification is needed that the data is still current please contact the Hilti Technical Support Specialists at 1-800-363-4458 All published load values contained in this literature represent the results of testing by Hilti or test organizations Local base materials were used Because of variations in materials on-site testing is necessary to determine performance at any specific site Laser beams represented by red lines in this publication Printed in the United States

14001 US only

Page 3: USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

3Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

hit-re 100 epoxy adhesive

Applications and advantages ◼ Anchoring light structural steel connections

(eg steel columns beams) ◼ Anchoring secondary steel elements ◼ Rebar doweling and connecting secondary

post-installed rebar ◼ Substituting misplaced or missing rebar ◼ ICC approved for cracked and un-cracked

concrete ◼ Tested with a wide range of rod diameters

and embedments ◼ Complete anchor system available

including HIT-V rods HAS-E HAS-B and HAS-R

◼ Easy and accurate dispensing with battery dispenser

◼ Use a variety of hole conditions including water-filled holes and underwater

Technical dataProduct high strength two-part

epoxy

Base material temperature

41deg F to 104deg F(5deg C to 40deg C)

Diameter range 38 to 1-14

ListingsApprovalsbull ICC-ES (International Code Council) ndash

ESR-3829 for cracked and un-cracked concrete bull COLA (City of Los Angeles) (RR 26027)

Package volumebull Volume of HIT-RE 100 111 fl oz330 ml foil pack

is 201 in3

bull Volume of HIT-RE 100 169 fl oz500 ml foil pack is 305 in3

bull Volume of HIT-RE 100 473 fl oz1400 ml foil pack is 854 in3

WorkingFull Cure Time Table (Approximate)Base Material Temperature

deg F deg C twork tcure

41 5 2-12 h ge72 h50 10 2 h ge48 h59 15 1-12 h ge24 h68 20 30 min ge12 h86 30 20 min ge8 h

104 40 12 min ge4 h

Order Information Description Qty of foil packs Item number

Epoxy adhesive HIT-RE 100 (111oz330ml) 1 2123381Epoxy adhesive HIT-RE 100 master carton (111oz330ml) 25 3537468Epoxy adhesive HIT-RE 100 master carton (111oz330ml) + HDM 500 25 3537469Epoxy adhesive HIT-RE 100 master carton (169oz500ml) 20 2123384Epoxy adhesive HIT-RE 100 master carton (169oz500ml) + HDM 500 20 3537470(2) Epoxy adhesive HIT-RE 100 master cartons (169oz500ml) + HDE 500 kit 40 3537471(5) Epoxy adhesive HIT-RE 100 master cartons (169oz500ml) + HDE 500 kit 100 3537472Epoxy adhesive HIT-RE 100 (473 fl oz1400 ml) 4 2123387Epoxy adhesive HIT-RE 100 (473 fl oz1400 ml) pallet + P8000 pneumatic dispenser 64 3537473

Accessories Description Item number

Manual dispenser HDM 500 3498241Compact cordless dispenser HDE 500 + (2) B 1826 Li-ion battery packs + C 436-90 100-127V charger + HIT-CB 500 black cartridge + HIT-CR 500 red cartridge + small tool bag

3496606

Industrial cordless dispenser HDE 500 + (2) B 1852 Li-ion battery packs + C 436-90 100a-127V charger + HIT-CB 500 black cartridge + HIT-CR 500 red cartridge + small tool bag

3496605

Pneumatic dispenser P8000 373959

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

4 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

10 Product Description

20 Technical Data

listingsapprovalsICC-ES (International Code Council) ESR-3829

NSFANSI Standard 61 Certification for use of HIT-RE 100 in potable water

City of Los Angeles Research Report No 260__

independent code evaluationIBCregIRCreg 2015 (ICC-ES AC308ACI 3554)

IBCregIRCreg 2012 (ICC-ES AC308ACI 3554)

IBCregIRCreg 2009 (ICC-ES AC308)

IBCregIRCreg 2006 (ICC-ES AC308)

LEEDreg Credit 41-Low Emitting Materials

The Leadership in Energy and Environmental Design (LEED) Green Building Rating systemtrade is the nationally accepted benchmark for the design construction and operation of high performance green buildings

10 product description

The Hilti HIT-RE 100 adhesive anchoring system is used to resist static wind and seismic tension and shear loads in normal-weight concrete having a compressive strength f´c of 2500 psi to 8500 psi (172 MPa to 586 MPa) It is suitable to be used in cracked and uncracked concrete as defined per ICC-ES ACI and CSA

Hilti HIT-RE 100 adhesive is an injectable two-component epoxy adhesive The two components are separated by means of a dual-cylinder foil pack attached to a manifold The two components combine and react when dispensed through a static mixing nozzle attached to the manifold

Elements that are suitable for use with this system are as follows threaded steel rods and steel reinforcing bars

Product Features

bull Seismic qualified with ICC-ES Acceptance Criteria AC308 and ACI 3554

bull Use in water-filled holes and underwater up to 165 ft (50 m)

bull Mixing tube provides proper mixing eliminates measuring errors and minimizes waste

bull Meets requirements of ASTM C881-14 Type I II IV and V Grade 3 Class A B C

bull Meets requirements of AASHTO specification M235 Type I II IV and V Grade 3 Class A B C

hilti hit-re 100 adhesive technical data table of contents

Element Type Rebar Hilti HAS Threaded Rod

United States Canada

Pages 9 ndash 20 32 ndash 45 21 ndash 31

Tables 1 ndash 20 39 ndash 57 21 ndash 38

Information on Working Time and Cure Time on page 46 Information on Resistance of Cured Hilti HIT-RE 100 to Chemicals on page 46

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

5Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

20 technical data21 testing and product

evaluationHilti HIT-RE 100 has been tested in accordance with ICC Evaluation Services (ICC-ES) Acceptance Criteria for Post-Installed Adhesive Anchors in Concrete Elements (AC308) which incorporates requirements in ACI 3554-11

Hilti has had Hilti HIT-RE 100 evaluated according to AC308 and has received ESR-3829 from ICC-ES

22 adhesive anchor design codes

For post-installed and cast-in anchor systems in the United States design calculations illustrated in this supplement are performed in accordance with ACI 318-14 Chapter 17

For post-installed and cast-in anchor systems in Canada design calculations illustrated in this supplement are performed in accordance with CSA A233-14 Annex D

23 design of hilti hit-re 100 adhesive anchor System

231 Using technical data in eSr-3829

Technical data for the system components of Hilti HIT-RE 100 can be found in ICC-ES ESR-3829 This includes

bull Hilti HIT-RE 100 adhesive

bull Standard threaded rods including Hilti HASHIT-V threaded rods

bull Post-installed reinforcing bars (rebar) designed as an anchor per ACI 318-14 Chapter 17 ACI 318-11 Appendix D or CSA A233-14 Annex D

A designer can use the data in ESR-3829 to calculate the capacity of the Hilti HIT-RE 100 system in the following manner

bull For standard threaded rods and rebar a design using either ACI 318-14 Chapter 17 or ACI 318-11 Appendix D and AC308 Section 33 amendments to ACI 318 would be appropriate

The tables from ESR-3829 are not included in this supplement but can be found by downloading ESR-3829 from wwwushilticom wwwhiltica or on the ICC-ES website at wwwicc-esorg or by contacting your local Hilti representative

232 Using hilti profiS anchor design Software

The Hilti PROFIS anchor design software is the most innovative and comprehensive design software available for accurate and complete anchor designs

For Hilti HIT-RE 100 the data from ESR-3829 is used as the data base for the program PROFIS anchor calculates the design capacity of the anchor according to ACI 318-08 ACI 318-11 including AC 308 amendments ACI 318-14 Chapter 17 and CSA A233-14 The PROFIS anchor HIT-RE 100 portfolio includes the same components listed in section 231

This is the most accurate and best way to optimize the anchor design especially for anchor systems with multiple anchors complicated loading edge distance constraints and numerous other conditions

Hilti PROFIS anchor design software can be downloaded at wwwushilticom (US) or wwwhiltica (Canada) Contact your local Hilti representative for a demonstration on this software at your office

233 Using the hilti Simplified design tables

In lieu of providing a copy of ESR-3829 design tables in this supplement Hilti is providing a simple approach for designing an anchor according to the current model codes described in Section 22 Refer to Section 24 for a description of these tables

24 hilti Simplified design tablesThe Hilti Simplified Design Tables is not a new ldquomethodrdquo of designing an anchor that is different than the provisions of ACI 318 Chapter 17 or CSA A233 Annex D Rather it is a series of pre-calculated tables and reduction factors meant to help the designer create a quick calculation of the capacity of the Hilti anchor system and still be compliant with the model codes and criteria of ACI and CSA

The Hilti Simplified Design Tables are formatted similar to the Allowable Stress Design (ASD) tables and reduction factors which was a standard of practice for design of post-installed anchors

The Hilti Simplified Design Tables combine the simplicity of performing a calculation according to the ASD method with the code-required testing evaluation criteria and technical data in ACI Chapter 17 and CSA Annex D

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

6 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

241 Simplified tables data development

The Simplified Tables have two table types The single anchor capacity table and the reduction factor table

Single anchor capacity tables show the design strength (for ACI) or factored resistance (for CSA) in tension and shear for a single anchor This is the capacity of a single anchor with no edge distance or concrete thickness influences and is based on the assumptions outlined in the footnotes below each table

Reduction factor tables are created by comparing the single anchor capacity to the capacity that includes the influence of a specific edge distance spacing or concrete thickness using the equations of ACI 318-14 Chapter 17

The single anchor tension capacity is based on the lesser of concrete breakout strength or bond strength

ACI ФNn = min | ФNcb ФNa | CSAACI Nr = min | Ncbr Na | ФNn = Nr

The shear value is based on the pryout strength

ACI ФVn = ФVcp CSAACI Vr = Vcpr ФVn = Vr

The steel design strength is provided in a separate table and should be compared to the concrete strengths to determine the controlling failure mode

These values published in the tables are calculated based on ACICSA see Section 318 in the 2016 Hilti North America Product Technical Guide Volume 2 Anchor Fastening Technical Guide for additional information

243 how to calculate anchor capacity Using Simplified tables

The process for calculating the capacity of a single anchor or anchor group is similar to the ASD calculation process currently outlined in the 2015 North American Product Technical Guide Volume 2 Anchor Fastening Technical Guide on Section 319

The design strength (factored resistance) of an anchor is obtained as follows

Tension

ACI Ndes = n bull min | ФNn bull fAN bull fRN ФNsa |

CSA Ndes = n bull min | Nr bull fAN bull fRN Nsr |

Shear

ACI Vdes = n bull min | ФVn bull fAV bull fRV bull fHV ФVsa |

CSA Vdes = n bull min | Vr bull fAV bull fRV bull fHV Vsr |

where

n = number of anchors Ndes = design resistance in tension ФNn = design strength in tension considering

concrete breakout pullout or bond failure (ACI)

ФNsa = design strength in tension considering steel failure (ACI)

Nr = factored resistance in tension considering concrete breakout pullout or bond failure (CSA)

Nsr = factored resistance in tension considering steel failure (CSA)

Vdes = design resistance in shear ФVn = design strength in shear considering

concrete failure (ACI) ФVsa = design strength in shear considering steel

failure (ACI) Vr = factored resistance in shear considering

concrete failure (CSA) Vsr = factored resistance in shear considering steel

failure (CSA) fAN = adjustment factor for spacing in tension fRN = adjustment factor for edge distance in tension fAV = adjustment factor for spacing in shear fRV = adjustment factor for edge distance in shear fHV = adjustment factor for concrete thickness in

shear (this is a new factor that ASD did not use previously)

Adjustment factors are applied for all applicable near edge and spacing conditions

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For example the capacity in tension corresponding to the anchor group based on worst case anchor ldquoardquo in the figure below is evaluated as follows

ACI Ndes = 4 bull ФNn bull fAx bull fAy bull fRx bull fRy

CSA Ndes = 4 bull Nr bull fAx bull fAy bull fRx bull fRy

Note designs are for orthogonal anchor bolt patterns and no reduction factor for the diagonally located adjacent anchor is required

Where anchors are loaded simultaneously in tension and shear interaction must be considered The interaction equation is as follows

Nua Vua ACI ____ + ____ le 12 Ndes Vdes

Nf Vf CSA ____ + ____ le 12 Ndes Vdes

where

Nua = Required strength in tension based on factored load combinations of ACI 318 Chapter 5

Vua = Required strength in shear based on factored load combinations of ACI 318 Chapter 5

Nf = Required strength in tension based on factored load combinations of CSA A233 Chapter 8

Vf = Required strength in shear based on factored load combinations of CSA A233 Chapter 8

The full tension strength can be permitted if Vua ACI _____ le 02 Vdes

Vf CSA ____ le 02 Vdes

The full shear strength can be permitted if Nua ACI ____ le 02 Ndes

Nf CSA ____ le 02 Ndes

244 allowable Stress design (aSd)

The values of Ndes and Vdes developed from Section 243 are design strengths (factored resistances) and are to be compared to the required strength in tension and shear from factored load combinations of ACI 318 Chapter 5 or CSA A233 Chapter 8

To design using Allowable Stress Design (ASD) refer to Section 3186 in the 2016 Hilti North America Product Technical Guide Volume 2 Anchor Fastening Technical Guide

245 Seismic designTo determine the seismic design strength (factored resistance) a reduction factor αseis is applied to the applicable table values

This value of αseis will be in the footnotes of the relevant design tables The value of αseis for concrete bond pullout failure is based on 075 times a reduction factor determined from testing The total reduction is footnoted in the tables

The value of αseis for steel failure is based on testing and is typically only applied for shear There is no additional 075 factor The reduction is footnoted in the tables

The factored load and associated seismic load combinations that will be compared to the design strength (factored resistance) can be determined from ACI or CSA provisions and national or local code requirements An additional value for ϕnon-ductile may be needed based on failure mode or ductility of the attached components

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HIT-RE 100 adhesive anchoring system

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246 Sustained loads and overhead Use

Sustained loading is calculated by multiplying the value of ФNn or Nr by 055 and comparing the value to the tension dead load contribution (and any sustained live loads or other loads) of the factored load Edge spacing and concrete thickness influences do not need to be accounted for when evaluating sustained loads

247 accuracy of the Simplified tables

Calculations using the Simplified Tables have the potential of providing a design strength (factored resistance) that is exactly what would be calculated using equations from ACI 318 Chapter 17 or CSA A233 Annex D

The tables for the single anchor design strength (factored resistance) for concrete bond pullout failure or steel failure have the same values that will be computed using the provisions of ACI and CSA

The load adjustment factors for edge distance influences are based on a single anchor near an edge The load adjustment factors for spacing are determined from the influence of two adjacent anchors Each reduction factor is calculated for the minimum value of either concrete or bond failure When more than one edge distance andor spacing condition exists the load adjustment factors are multiplied together This will result in a conservative design when compared to a full calculation based on ACI or CSA

Since the table values including load adjustment factors are calculated using equations that are not linear linear interpolation is not permitted Use the smaller of the two table values listed This provides a conservative value if the application falls between concrete compressive strengths embedment depths or spacing edge distance and concrete thickness

For a summary of the accuracy of the simplified tables refer to Section 3189 of the 2016 Hilti North America Product Technical Guide Volume 2 Anchor Fastening Technical Guide

Additional assistance can be given by your local Hilti representative

248 limitations Using Simplified tables

There are limitations that the Simplified Tables do not consider Refer to Section 31810 of the 2016 Hilti North America Product Technical Guide Volume 2 Anchor Fastening Technical Guide for additional information

Contact Hilti with any questions for specific applications

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248 hilti hit-re 100 adhesive with deformed reinforcing bars (rebar)

Cracked or uncracked concrete

Permissible concete conditions Permissible drilling methods

Dry concrete

Hammer Drilling with Carbide Tipped Drill Bit

Uncracked Concrete Water-saturated concrete

Cracked Concrete Water-filled holes

Submerged (underwater)

Table 1 mdash Specifications for rebar installed with HIT-RE 100 adhesive

Setting information Symbol UnitsRebar Size

3 4 5 6 7 8 9 10

Nominal bit diameter do in 12 58 34 78 1 1-18 1-38 1-12

Effective Embedment

minimum hefmin

in 2-38 2-34 3-18 3-12 3-18 4 4-12 5

(mm) (60) (70) (79) (89) (89) (102) (114) (127)

maximum hefmax

in 7-12 10 12-12 15 17-12 20 22-12 25

(mm) (191) (254) (318) (381) (445) (508) (572) (635)

Minimum Concrete Thickness hmin

in hef + 1-14hef + 2do(mm) (hef + 30)

Minimum edge distance1 cmin

in 1-78 2-12 3-18 3-34 4-38 5 5-58 6-14

(mm) (48) (64) (79) (95) (111) (127) (143) (159)

Minimum anchor spacing smin

in 1-78 2-12 3-18 3-34 4-38 5 5-58 6-14

(mm) (48) (64) (79) (95) (111) (127) (143) (159)

1 Edge distance of 1-34-inch (44mm) is permitted provided the rebar remains un-torqued

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HIT-RE 100 adhesive anchoring system

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Table 2 mdash Hilti HIT-RE 100 adhesive design strength with concrete bond failure for US rebar in uncracked concrete 12345678910

Rebar Size

EffectiveEmbedment

Depthin (mm)

Tension mdash ϕNn Shear mdash ϕVn

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

3

3-38 2780 2835 2915 3035 7080 7210 7420 7730(86) (124) (126) (130) (135) (315) (321) (330) (344)

4-12 3710 3775 3885 4050 9440 9615 9895 10305(114) (165) (168) (173) (180) (420) (428) (440) (458)7-12 6180 6295 6480 6745 15735 16025 16490 17175(191) (275) (280) (288) (300) (700) (713) (734) (764)

4

4-12 4885 4975 5120 5330 12430 12660 13030 13565(114) (217) (221) (228) (237) (553) (563) (580) (603)

6 6510 6630 6825 7105 16575 16875 17370 18090(152) (290) (295) (304) (316) (737) (751) (773) (805)10 10850 11050 11375 11845 27620 28130 28950 30150

(254) (483) (492) (506) (527) (1229) (1251) (1288) (1341)

5

5-58 7315 7450 7665 7985 18615 18960 19515 20320(143) (325) (331) (341) (355) (828) (843) (868) (904)7-12 9750 9930 10220 10645 24825 25280 26015 27095(191) (434) (442) (455) (474) (1104) (1125) (1157) (1205)

12-12 16255 16550 17035 17740 41370 42130 43360 45155(318) (723) (736) (758) (789) (1840) (1874) (1929) (2009)

6

6-34 10180 10370 10670 11115 25920 26395 27165 28290(171) (453) (461) (475) (494) (1153) (1174) (1208) (1258)

9 13575 13825 14230 14820 34555 35195 36220 37720(229) (604) (615) (633) (659) (1537) (1566) (1611) (1678)15 22625 23045 23715 24695 57595 58655 60365 62865

(381) (1006) (1025) (1055) (1098) (2562) (2609) (2685) (2796)

7

7-78 13385 13630 14025 14605 34065 34690 35705 37180(200) (595) (606) (624) (650) (1515) (1543) (1588) (1654)

10-12 17845 18170 18700 19475 45420 46255 47605 49575(267) (794) (808) (832) (866) (2020) (2058) (2118) (2205)

17-12 29740 30285 31170 32460 75700 77090 79340 82625(445) (1323) (1347) (1387) (1444) (3367) (3429) (3529) (3675)

8

9 16980 17295 17800 18535 43225 44020 45305 47180(229) (755) (769) (792) (824) (1923) (1958) (2015) (2099)12 22640 23060 23730 24715 57635 58695 60410 62910

(305) (1007) (1026) (1056) (1099) (2564) (2611) (2687) (2798)20 37735 38430 39555 41190 96055 97825 100680 104845

(508) (1679) (1709) (1759) (1832) (4273) (4351) (4478) (4664)

9

10-18 21020 21405 22030 22945 53505 54490 56080 58400(257) (935) (952) (980) (1021) (2380) (2424) (2495) (2598)

13-12 28025 28540 29375 30590 71340 72655 74775 77870(343) (1247) (1270) (1307) (1361) (3173) (3232) (3326) (3464)

22-12 46710 47570 48960 50985 118900 121090 124620 129780(572) (2078) (2116) (2178) (2268) (5289) (5386) (5543) (5773)

10

11-14 25465 25935 26690 27795 63395 66010 67940 70750(286) (1133) (1154) (1187) (1236) (2820) (2936) (3022) (3147)15 33955 34575 35585 37060 86425 88015 90585 94335

(381) (1510) (1538) (1583) (1649) (3844) (3915) (4029) (4196)25 56590 57630 59310 61765 144040 146690 150975 157220

(635) (2517) (2563) (2638) (2747) (6407) (6525) (6716) (6993)

1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 4

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only Seismic design is not permitted for uncracked concrete

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Table 3 mdash Hilti HIT-RE 100 adhesive design strength with concrete bond failure for US rebar in cracked concrete 12345678910

Rebar Size

EffectiveEmbedment

Depthin (mm)

Tension mdash ϕNn Shear mdash ϕVn

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

3

3-38 1040 1060 1090 1135 2650 2700 2775 2890(86) (46) (47) (48) (50) (118) (120) (123) (129)

4-12 1390 1415 1455 1515 3535 3600 3705 3855(114) (62) (63) (65) (67) (157) (160) (165) (171)7-12 2315 2355 2425 2525 5890 5995 6170 6425(191) (103) (105) (108) (112) (262) (267) (274) (286)

4

4-12 1850 1885 1940 2020 4710 4795 4935 5140(114) (82) (84) (86) (90) (210) (213) (220) (229)

6 2465 2515 2585 2695 6280 6395 6585 6855(152) (110) (112) (115) (120) (279) (284) (293) (305)10 4110 4190 4310 4490 10470 10660 10970 11425

(254) (183) (186) (192) (200) (466) (474) (488) (508)

5

5-58 2890 2945 3030 3155 7360 7495 7715 8035(143) (129) (131) (135) (140) (327) (333) (343) (357)7-12 3855 3925 4040 4210 9815 9995 10285 10710(191) (171) (175) (180) (187) (437) (445) (457) (476)

12-12 6425 6545 6735 7015 16355 16655 17145 17850(318) (286) (291) (300) (312) (728) (741) (763) (794)

6

6-34 4165 4240 4365 4545 10600 10795 11110 11570(171) (185) (189) (194) (202) (472) (480) (494) (515)

9 5550 5655 5820 6060 14130 14390 14810 15425(229) (247) (252) (259) (270) (629) (640) (659) (686)15 9255 9425 9700 10100 23555 23985 24685 25705

(381) (412) (419) (431) (449) (1048) (1067) (1098) (1143)

7

7-78 5665 5770 5940 6185 14425 14690 15120 15745(200) (252) (257) (264) (275) (642) (653) (673) (700)

10-12 7555 7695 7920 8250 19235 19590 20160 20995(267) (336) (342) (352) (367) (856) (871) (897) (934)

17-12 12595 12825 13200 13745 32060 32645 33600 34990(445) (560) (570) (587) (611) (1426) (1452) (1495) (1556)

8

9 7030 7160 7365 7670 17890 18220 18755 19530(229) (313) (318) (328) (341) (796) (810) (834) (869)12 9370 9545 9825 10230 23855 24295 25005 26040

(305) (417) (425) (437) (455) (1061) (1081) (1112) (1158)20 15620 15905 16370 17050 39760 40490 41675 43400

(508) (695) (707) (728) (758) (1769) (1801) (1854) (1931)

9

10-18 8425 8580 8830 9195 21440 21835 22475 23405(257) (375) (382) (393) (409) (954) (971) (1000) (1041)

13-12 11230 11440 11770 12260 28590 29115 29965 31205(343) (500) (509) (524) (545) (1272) (1295) (1333) (1388)

22-12 18720 19065 19620 20430 47650 48525 49940 52010(572) (833) (848) (873) (909) (2120) (2158) (2221) (2314)

10

11-14 9915 10095 10390 10820 25235 25700 26450 27545(286) (441) (449) (462) (481) (1123) (1143) (1177) (1225)15 13220 13460 13855 14430 33645 34265 35265 36725

(381) (588) (599) (616) (642) (1497) (1524) (1569) (1634)25 22030 22435 23090 24045 56075 57110 58775 61210

(635) (980) (998) (1027) (1070) (2494) (2540) (2614) (2723)

1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 4

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0607 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 T abular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only For seismic loads multiply cracked concrete tabular values in tension and shear by αseis = 0675 See section 245 for additional information on seismic

applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

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Table 4 mdash Steel design strength for US rebar 1

Rebar Size

ASTM A 615 Grade 40 2 ASTM A 615 Grade 60 2 ASTM A 706 Grade 60 2 Tensile3

ϕNsa

lb (kN)

Shear4

ϕVsa

lb (kN)

Seismic Shear5

ϕVsaeq

lb (kN)

Tensile3

ϕNsa

lb (kN)

Shear4

ϕVsa

lb (kN)

Seismic Shear5

ϕVsaeq

lb (kN)

Tensile3

ϕNsa

lb (kN)

Shear4

ϕVsa

lb (kN)

Seismic Shear5

ϕVsaeq

lb (kN)

34290 2375 1665 6435 3565 2495 6600 3430 2400(191) (106) (74) (286) (159) (111) (294) (153) (107)

47800 4320 3025 11700 6480 4535 12000 6240 4370(347) (192) (135) (520) (288) (202) (534) (278) (194)

512090 6695 4685 18135 10045 7030 18600 9670 6770(538) (298) (208) (807) (447) (313) (827) (430) (301)

617160 9505 6655 25740 14255 9980 26400 13730 9610(763) (423) (296) (1145) (634) (444) (1174) (611) (427)

723400 12960 9070 35100 19440 13610 36000 18720 13105(1041) (576) (403) (1561) (865) (605) (1601) (833) (583)

830810 17065 11945 46215 25595 17915 47400 24650 17255(1370) (759) (531) (2056) (1139) (797) (2108) (1096) (768)

939000 21600 15120 58500 32400 22680 60000 31200 21840(1735) (961) (673) (2602) (1441) (1009) (2669) (1388) (971)

1049530 27430 19200 74295 41150 28805 76200 39625 27740(2203) (1220) (854) (3305) (1830) (1281) (3390) (1763) (1234)

1 See Section 244 to convert design strength value to ASD value2 ASTM A706 Grade 60 rebar are considered ductile steel elements ASTM A 615 Grade 40 and 60 rebar are considered brittle steel elements3 Tensile = ϕ AseN futa as noted in ACI 318-14 Chapter 174 Shear = ϕ 060 AseN futa as noted in ACI 318-14 Chapter 175 Seismic Shear = αVseis ϕVsa Reduction for seismic shear only See section 245 for additional information on seismic applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

13Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 5 mdash Load adjustment factors for 3 rebar in uncracked concrete 123

3Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12(86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 032 023 013 na na na 010 008 005 021 016 009 na na na1-78 (48) 059 057 054 033 024 014 054 053 052 012 009 005 023 017 010 na na na

2 (51) 060 057 054 034 025 014 054 053 052 013 010 006 025 019 011 na na na3 (76) 065 061 057 042 031 018 056 055 054 023 018 011 042 031 018 na na na4 (102) 070 065 059 052 038 022 058 057 055 036 027 016 052 038 022 na na na

4-58 (117) 073 067 060 060 043 025 060 058 056 045 034 020 060 043 025 062 na na5 (127) 075 069 061 064 047 027 061 059 056 050 038 023 064 047 027 065 na na

5-34 (146) 078 071 063 074 054 031 062 060 057 062 046 028 074 054 031 070 063 na6 (152) 080 072 063 077 056 033 063 060 057 066 050 030 077 056 033 071 065 na7 (178) 085 076 066 090 066 038 065 062 059 083 062 037 090 066 038 077 070 na8 (203) 090 080 068 100 075 043 067 064 060 100 076 046 100 075 043 082 075 na

8-34 (222) 093 082 069 082 048 068 065 061 087 052 082 048 086 078 0669 (229) 094 083 070 084 049 069 066 061 091 055 084 049 087 079 067

10 (254) 099 087 072 094 054 071 067 062 100 064 094 054 092 083 07011 (279) 100 091 074 100 060 073 069 064 074 100 060 096 087 07412 (305) 094 077 065 075 071 065 084 065 100 091 07714 (356) 100 081 076 080 074 067 100 076 099 08316 (406) 086 087 084 078 070 087 100 08918 (457) 090 098 088 081 072 098 09424 (610) 100 100 100 092 080 100 10030 (762) 100 08736 (914) 095

gt48 (1219) 100

Table 6 mdash Load adjustment factors for 3 rebar in cracked concrete 123

3Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear5

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12(86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 054 049 043 na na na 020 015 009 040 030 018 na na na1-78 (48) 059 057 054 056 050 044 056 055 054 022 017 010 044 033 020 na na na

2 (51) 060 057 054 057 051 044 056 055 054 024 018 011 049 036 022 na na na3 (76) 065 061 057 070 060 049 060 058 056 045 033 020 070 060 040 na na na4 (102) 070 065 059 084 070 055 063 061 058 069 051 031 084 070 055 na na na

4-58 (117) 073 067 060 093 076 058 065 062 059 085 064 038 093 076 058 077 na na5 (127) 075 069 061 099 080 060 066 063 060 096 072 043 099 080 060 081 na na

5-34 (146) 078 071 063 100 088 064 069 065 061 100 089 053 100 088 064 086 078 na6 (152) 080 072 063 091 066 069 066 061 095 057 091 066 088 080 na7 (178) 085 076 066 100 072 073 069 063 100 072 100 072 095 087 na8 (203) 090 080 068 078 076 071 065 087 078 100 093 na

8-34 (222) 093 082 069 083 078 073 067 100 083 097 0829 (229) 094 083 070 085 079 074 067 085 098 083

10 (254) 099 087 072 091 082 077 069 091 100 08711 (279) 100 091 074 098 086 079 071 098 09212 (305) 094 077 100 089 082 073 100 09614 (356) 100 081 095 087 077 10016 (406) 086 100 093 08018 (457) 090 098 08424 (610) 100 100 09630 (762) 10036 (914)

gt48 (1219)1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

14 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 7 mdash Load adjustment factors for 4 rebar in uncracked concrete 123

4Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10(114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254)

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1-34 (44) na na na 027 020 012 na na na 007 005 003 014 010 006 na na na2-12 (64) 059 057 054 032 023 014 054 053 052 012 009 005 023 018 011 na na na

3 (76) 061 058 055 035 026 015 055 054 053 015 012 007 031 023 014 na na na4 (102) 065 061 057 041 030 018 056 055 054 024 018 011 041 030 018 na na na5 (127) 069 064 058 048 035 021 058 057 055 033 025 015 048 035 021 na na na

5-34 (146) 071 066 060 054 040 023 059 058 055 041 031 018 054 040 023 061 na na6 (152) 072 067 060 057 042 024 060 058 056 043 033 020 057 042 024 062 na na7 (178) 076 069 062 066 048 028 061 059 057 055 041 025 066 048 028 067 na na

7-14 (184) 077 070 062 068 050 029 062 060 057 058 043 026 068 050 029 068 062 na8 (203) 080 072 063 075 055 032 063 061 057 067 050 030 075 055 032 071 065 na9 (229) 083 075 065 085 062 036 064 062 058 080 060 036 085 062 036 076 069 na

10 (254) 087 078 067 094 069 040 066 063 059 094 070 042 094 069 040 080 073 na11-14 (286) 092 081 069 100 078 046 068 065 061 100 084 050 100 078 046 085 077 065

12 (305) 094 083 070 083 049 069 066 061 092 055 083 049 087 079 06714 (356) 100 089 073 097 057 072 068 063 100 070 097 057 094 086 07216 (406) 094 077 100 065 076 071 065 085 100 065 100 092 07718 (457) 100 080 073 079 074 067 100 073 097 08220 (508) 083 081 082 076 069 081 100 08722 (559) 087 089 085 079 071 089 09124 (610) 090 097 088 082 072 097 09530 (762) 100 100 098 089 078 100 10036 (914) 100 097 084

gt48 (1219) 100 095

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 8 mdash Load adjustment factors for 4 rebar in cracked concrete 123

4Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10(114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254)

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(mm

) 1-34 (44) na na na 049 045 041 na na na 013 010 006 026 019 012 na na na2-12 (64) 059 057 054 056 050 044 056 055 054 022 017 010 044 033 020 na na na

3 (76) 061 058 055 060 053 046 057 056 054 029 022 013 058 043 026 na na na4 (102) 065 061 057 070 060 049 060 058 056 045 033 020 070 060 040 na na na5 (127) 069 064 058 080 067 053 062 060 057 062 047 028 080 067 053 na na na

5-34 (146) 071 066 060 088 073 056 064 062 058 077 058 035 088 073 056 075 na na6 (152) 072 067 060 091 075 057 065 062 059 082 061 037 091 075 057 076 na na7 (178) 076 069 062 100 083 062 067 064 060 100 077 046 100 083 062 083 na na

7-14 (184) 077 070 062 085 063 068 065 060 082 049 085 063 084 076 na8 (203) 080 072 063 091 066 069 066 061 095 057 091 066 088 080 na9 (229) 083 075 065 100 070 072 068 063 100 068 100 070 094 085 na

10 (254) 087 078 067 075 074 070 064 079 075 099 090 na11-14 (286) 092 081 069 081 077 073 066 095 081 100 095 080

12 (305) 094 083 070 085 079 074 067 100 085 098 08314 (356) 100 089 073 095 084 078 070 095 100 08916 (406) 094 077 100 089 082 073 100 09618 (457) 100 080 094 086 076 10020 (508) 083 099 090 07922 (559) 087 100 094 08124 (610) 090 098 08430 (762) 100 100 09336 (914) 100

gt48 (1219)

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

15Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 9 mdash Load adjustment factors for 5 rebar in uncracked concrete 123

5Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12(143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318)

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1-34 (44) na na na 025 019 011 na na na 005 004 002 010 008 005 na na na3-18 (79) 059 057 054 032 023 014 054 053 052 012 009 005 024 018 011 na na na

4 (102) 062 059 055 036 027 016 055 054 053 018 013 008 035 026 016 na na na5 (127) 065 061 057 042 031 018 057 055 054 025 019 011 042 031 018 na na na6 (152) 068 063 058 047 035 020 058 056 055 032 024 015 047 035 020 na na na7 (178) 071 066 059 053 039 023 059 058 055 041 031 018 053 039 023 na na na

7-18 (181) 071 066 060 054 040 023 059 058 055 042 031 019 054 040 023 061 na na8 (203) 074 068 061 061 045 026 060 059 056 050 037 022 061 045 026 065 na na9 (229) 077 070 062 069 051 030 062 060 057 060 045 027 069 051 030 069 062 na

10 (254) 080 072 063 076 056 033 063 061 058 070 052 031 076 056 033 072 066 na11 (279) 083 074 065 084 062 036 064 062 058 081 060 036 084 062 036 076 069 na12 (305) 086 077 066 092 067 039 066 063 059 092 069 041 092 067 039 079 072 na14 (356) 091 081 069 100 079 046 068 065 061 100 087 052 100 079 046 086 078 06616 (406) 097 086 071 090 053 071 067 062 100 064 090 053 092 083 07018 (457) 100 090 074 100 059 074 069 064 076 100 059 097 088 07420 (508) 094 077 066 076 072 065 089 066 100 093 07822 (559) 099 079 072 079 074 067 100 072 098 08224 (610) 100 082 079 081 076 068 079 100 08626 (660) 085 085 084 078 070 085 09028 (711) 087 092 087 080 072 092 09330 (762) 090 099 089 082 073 099 09636 (914) 098 100 097 089 078 100 100

gt48 (1219) 100 100 100 087

Table 10 mdash Load adjustment factors for 5 rebar in cracked concrete 123

5Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12(143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318)

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(mm

) 1-34 (44) na na na 046 043 040 na na na 009 007 004 018 014 008 na na na3-18 (79) 059 057 054 056 050 044 056 055 054 022 017 010 044 033 020 na na na

4 (102) 062 059 055 062 055 046 058 056 055 032 024 014 062 048 029 na na na5 (127) 065 061 057 070 060 049 060 058 056 045 033 020 070 060 040 na na na6 (152) 068 063 058 078 066 053 062 060 057 059 044 026 078 066 053 na na na7 (178) 071 066 059 087 072 056 064 061 058 074 055 033 087 072 056 na na na

7-18 (181) 071 066 060 088 073 056 064 061 058 076 057 034 088 073 056 074 na na8 (203) 074 068 061 096 078 059 066 063 059 090 068 041 096 078 059 079 na na9 (229) 077 070 062 100 085 062 068 064 060 100 081 048 100 085 062 084 076 na

10 (254) 080 072 063 091 066 069 066 061 095 057 091 066 088 080 na11 (279) 083 074 065 098 069 071 068 063 100 065 098 069 093 084 na12 (305) 086 077 066 100 073 073 069 064 075 100 073 097 088 na14 (356) 091 081 069 081 077 072 066 094 081 100 095 08016 (406) 097 086 071 089 081 076 068 100 089 100 08618 (457) 100 090 074 097 085 079 071 097 09120 (508) 094 077 100 089 082 073 100 09622 (559) 099 079 093 085 075 10024 (610) 100 082 097 089 07726 (660) 085 100 092 08028 (711) 087 095 08230 (762) 090 098 08436 (914) 098 100 091

gt48 (1219) 100 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

16 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 11 mdash Load adjustment factors for 6 rebar in uncracked concrete 123

6Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15(171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381)

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(mm

) 1-34 (44) na na na 024 018 010 na na na 004 003 002 008 006 004 na na na3-34 (95) 059 057 054 032 023 014 054 053 052 012 009 006 025 019 011 na na na

4 (102) 060 057 054 033 024 014 054 054 053 014 010 006 027 020 012 na na na5 (127) 062 059 056 037 027 016 056 055 053 019 014 009 037 027 016 na na na6 (152) 065 061 057 042 031 018 057 055 054 025 019 011 042 031 018 na na na7 (178) 067 063 058 047 034 020 058 056 055 032 024 014 047 034 020 na na na8 (203) 070 065 059 052 038 022 059 057 055 039 029 017 052 038 022 na na na

8-12 (216) 071 066 059 055 040 024 059 058 056 042 032 019 055 040 024 061 na na9 (229) 072 067 060 058 043 025 060 058 056 046 034 021 058 043 025 063 na na

10 (254) 075 069 061 064 047 028 061 059 056 054 040 024 064 047 028 066 na na10-34 (273) 077 070 062 069 051 030 062 060 057 060 045 027 069 051 030 069 063 na

12 (305) 080 072 063 077 057 033 063 061 058 071 053 032 077 057 033 073 066 na14 (356) 085 076 066 090 066 039 065 063 059 089 067 040 090 066 039 079 071 na16 (406) 090 080 068 100 076 044 068 065 060 100 082 049 100 076 044 084 076 na

16-34 (425) 091 081 069 079 046 068 065 061 087 052 079 046 086 078 06618 (457) 094 083 070 085 050 070 066 062 097 058 085 050 089 081 06820 (508) 099 087 072 095 055 072 068 063 100 068 095 055 094 085 07222 (559) 100 091 074 100 061 074 070 064 079 100 061 099 089 07524 (610) 094 077 067 076 072 066 090 067 100 093 07926 (660) 098 079 072 079 074 067 100 072 097 08228 (711) 100 081 078 081 075 068 078 100 08530 (762) 083 083 083 077 069 083 08836 (914) 090 100 090 083 073 100 097

gt48 (1219) 100 100 094 081 100

Table 12 mdash Load adjustment factors for 6 rebar in cracked concrete 123

6Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcreteThickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15(171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381)

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(mm

)

1-34 (44) na na na 044 042 039 na na na 007 005 003 014 010 006 na na na3-34 (95) 059 057 054 056 050 044 056 055 054 022 016 010 043 032 019 na na na

4 (102) 060 057 054 057 051 044 056 055 054 024 018 011 048 036 021 na na na5 (127) 062 059 056 063 056 047 058 057 055 033 025 015 063 050 030 na na na6 (152) 065 061 057 070 060 049 060 058 056 044 033 020 070 060 039 na na na7 (178) 067 063 058 077 065 052 061 059 057 055 041 025 077 065 050 na na na8 (203) 070 065 059 084 070 055 063 061 058 067 050 030 084 070 055 na na na

8-12 (216) 071 066 059 088 072 056 064 061 058 074 055 033 088 072 056 074 na na9 (229) 072 067 060 091 075 057 064 062 058 080 060 036 091 075 057 076 na na

10 (254) 075 069 061 099 080 060 066 063 059 094 070 042 099 080 060 080 na na10-34 (273) 077 070 062 100 084 062 067 064 060 100 079 047 100 084 062 083 075 na

12 (305) 080 072 063 091 066 069 066 061 100 093 056 091 066 088 080 na14 (356) 085 076 066 100 072 072 068 063 100 070 100 072 095 086 na16 (406) 090 080 068 078 076 071 065 086 078 100 092 na

16-34 (425) 091 081 069 081 077 072 066 092 081 094 07918 (457) 094 083 070 085 079 074 067 100 085 097 08220 (508) 099 087 072 091 082 076 069 091 100 08722 (559) 100 091 074 098 085 079 071 098 09124 (610) 094 077 100 088 082 073 100 09526 (660) 098 079 092 084 074 09928 (711) 100 081 095 087 076 10030 (762) 083 098 090 07836 (914) 090 100 098 084

gt48 (1219) 100 100 095

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

17Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 13 mdash Load adjustment factors for 7 rebar in uncracked concrete 123

7Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12(200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445)

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(mm

) 1-34 (44) na na na 023 017 010 na na na 003 002 001 006 004 003 na na na4-38 (111) 059 057 054 032 024 014 054 053 052 012 009 005 024 018 011 na na na

5 (127) 061 058 055 034 025 015 055 054 053 014 011 007 029 022 013 na na na6 (152) 063 060 056 038 028 016 056 055 053 019 014 009 038 028 016 na na na7 (178) 065 061 057 042 031 018 056 055 054 024 018 011 042 031 018 na na na8 (203) 067 063 058 046 034 020 057 056 054 029 022 013 046 034 020 na na na9 (229) 069 064 059 051 037 022 058 057 055 035 026 016 051 037 022 na na na

9-78 (251) 071 066 059 055 041 024 059 057 055 040 030 018 055 041 024 060 na na10 (254) 071 066 060 056 041 024 059 058 055 041 031 018 056 041 024 061 na na11 (279) 073 067 060 061 045 026 060 058 056 047 035 021 061 045 026 064 na na12 (305) 075 069 061 067 049 029 061 059 056 054 040 024 067 049 029 066 na na

12-12 (318) 076 070 062 070 051 030 061 059 057 057 043 026 070 051 030 068 062 na14 (356) 080 072 063 078 058 034 063 061 058 068 051 031 078 058 034 072 065 na16 (406) 084 075 065 089 066 039 065 062 059 083 062 037 089 066 039 077 070 na18 (457) 088 079 067 100 074 043 067 064 060 099 074 044 100 074 043 081 074 na

19-12 (495) 091 081 069 080 047 068 065 061 100 084 050 080 047 085 077 06520 (508) 092 082 069 082 048 068 065 061 087 052 082 048 086 078 06622 (559) 097 085 071 090 053 070 067 062 100 060 090 053 090 082 06924 (610) 100 088 073 099 058 072 068 063 068 099 058 094 085 07226 (660) 091 075 100 063 074 070 064 077 100 063 098 089 07528 (711) 094 077 067 076 071 065 086 067 100 092 07830 (762) 098 079 072 078 073 066 096 072 095 08036 (914) 100 084 087 083 077 069 100 087 100 088

gt48 (1219) 096 100 094 086 076 100 100

Table 14 mdash Load adjustment factors for 7 rebar in cracked concrete 123

7Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12(200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445)

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ickn

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(h)

mdash in

(mm

) 1-34 (44) na na na 043 041 038 na na na 005 004 002 010 008 005 na na na4-38 (111) 059 057 054 056 050 044 056 055 053 020 015 009 040 030 018 na na na

5 (127) 061 058 055 059 052 045 057 055 054 024 018 011 049 037 022 na na na6 (152) 063 060 056 064 056 047 058 056 055 032 024 014 064 048 029 na na na7 (178) 065 061 057 070 060 049 059 058 055 040 030 018 070 060 036 na na na8 (203) 067 063 058 076 064 052 060 059 056 049 037 022 076 064 044 na na na9 (229) 069 064 059 082 068 054 062 060 057 059 044 027 082 068 053 na na na

9-78 (251) 071 066 059 087 072 056 063 061 058 068 051 030 087 072 056 072 na na10 (254) 071 066 060 088 073 056 063 061 058 069 052 031 088 073 056 072 na na11 (279) 073 067 060 095 077 059 064 062 058 080 060 036 095 077 059 076 na na12 (305) 075 069 061 100 082 061 066 063 059 091 068 041 100 082 061 079 na na

12-12 (318) 076 070 062 084 062 066 063 060 097 072 043 084 062 081 073 na14 (356) 080 072 063 091 066 068 065 061 100 086 051 091 066 085 078 na16 (406) 084 075 065 100 071 071 067 062 100 063 100 071 091 083 na18 (457) 088 079 067 076 073 069 064 075 076 097 088 na

19-12 (495) 091 081 069 080 075 071 065 085 080 100 092 07720 (508) 092 082 069 082 076 071 065 088 082 093 07822 (559) 097 085 071 087 079 074 067 100 087 097 08224 (610) 100 088 073 093 081 076 068 093 100 08626 (660) 091 075 099 084 078 070 099 08928 (711) 094 077 100 086 080 071 100 09330 (762) 098 079 089 082 073 09636 (914) 100 084 097 089 078 100

gt48 (1219) 096 100 100 087

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

18 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 15 mdash Load adjustment factors for 8 rebar in uncracked concrete 123

8Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

9 12 20 9 12 20 9 12 20 9 12 20 9 12 20 9 12 20(229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508)

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Edg

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e Th

ickn

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(h)

mdash in

(mm

) 1-34 (44) na na na 023 017 010 na na na 002 002 001 005 004 002 na na na5 (127) 059 057 054 032 024 014 054 053 052 011 009 005 023 017 010 na na na6 (152) 061 058 055 035 026 015 055 054 053 015 011 007 030 022 013 na na na7 (178) 063 060 056 039 029 017 055 055 053 019 014 009 038 028 017 na na na8 (203) 065 061 057 042 031 018 056 055 054 023 017 010 042 031 018 na na na9 (229) 067 063 058 046 034 020 057 056 054 028 021 012 046 034 020 na na na

10 (254) 069 064 058 050 037 021 058 056 055 032 024 015 050 037 021 na na na11 (279) 070 065 059 054 040 023 059 057 055 037 028 017 054 040 023 na na na

11-14 (286) 071 066 059 056 041 024 059 057 055 038 029 017 056 041 024 059 na na12 (305) 072 067 060 059 044 026 059 058 056 042 032 019 059 044 026 061 na na13 (330) 074 068 061 064 047 028 060 058 056 048 036 022 064 047 028 064 na na14 (356) 076 069 062 069 051 030 061 059 056 053 040 024 069 051 030 066 na na

14-14 (362) 076 070 062 070 052 030 061 059 057 055 041 025 070 052 030 067 061 na16 (406) 080 072 063 079 058 034 063 060 057 065 049 029 079 058 034 071 064 na18 (457) 083 075 065 089 065 038 064 062 058 078 058 035 089 065 038 075 068 na20 (508) 087 078 067 099 073 043 066 063 059 091 068 041 099 073 043 079 072 na22 (559) 091 081 068 100 080 047 067 064 060 100 079 047 100 080 047 083 075 na

22-14 (565) 091 081 069 081 047 067 064 060 080 048 081 047 084 076 06424 (610) 094 083 070 087 051 069 066 061 090 054 087 051 087 079 06626 (660) 098 086 072 094 055 070 067 062 100 061 094 055 090 082 06928 (711) 100 089 073 100 060 072 068 063 068 100 060 094 085 07230 (762) 092 075 064 074 069 064 075 064 097 088 07436 (914) 100 080 077 078 073 067 099 077 100 097 081

gt48 (1219) 090 100 088 081 072 100 100 100 094

Table 16 mdash Load adjustment factors for 8 rebar in cracked concrete 123

8Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

9 12 20 9 12 20 9 12 20 9 12 20 9 12 20 9 12 20(229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508)

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Edg

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(ca)

Con

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e Th

ickn

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(h)

mdash in

(mm

) 1-34 (44) na na na 042 040 038 na na na 004 003 002 008 006 004 na na na5 (127) 059 057 054 056 050 044 056 055 053 020 015 009 039 030 018 na na na6 (152) 061 058 055 060 053 046 057 056 054 026 019 012 052 039 023 na na na7 (178) 063 060 056 065 057 047 058 057 055 033 024 015 065 049 029 na na na8 (203) 065 061 057 070 060 049 059 057 055 040 030 018 070 060 036 na na na9 (229) 067 063 058 075 064 051 060 058 056 048 036 021 075 064 043 na na na

10 (254) 069 064 058 080 067 053 061 059 057 056 042 025 080 067 050 na na na11 (279) 070 065 059 086 071 055 062 060 057 064 048 029 086 071 055 na na na

11-14 (286) 071 066 059 087 072 056 063 060 057 066 050 030 087 072 056 071 na na12 (305) 072 067 060 091 075 057 064 061 058 073 055 033 091 075 057 074 na na13 (330) 074 068 061 097 079 059 065 062 059 083 062 037 097 079 059 077 na na14 (356) 076 069 062 100 083 062 066 063 059 092 069 042 100 083 062 079 na na

14-14 (362) 076 070 062 084 062 066 063 059 095 071 043 084 062 080 073 na16 (406) 080 072 063 091 066 068 065 061 100 085 051 091 066 085 077 na18 (457) 083 075 065 100 070 070 067 062 100 061 100 070 090 082 na20 (508) 087 078 067 075 073 069 063 071 075 095 086 na22 (559) 091 081 068 080 075 070 065 082 080 100 091 na

22-14 (565) 091 081 069 080 075 071 065 083 080 091 07724 (610) 094 083 070 085 077 072 066 093 085 095 08026 (660) 098 086 072 090 079 074 067 100 090 098 08328 (711) 100 089 073 095 082 076 069 095 100 08630 (762) 092 075 100 084 078 070 100 08936 (914) 100 080 091 084 074 098

gt48 (1219) 090 100 095 082 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

19Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 17 mdash Load adjustment factors for 9 rebar in uncracked concrete 123

9Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12(257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572)

Spac

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(s)

Edg

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(ca)

Con

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e Th

ickn

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(h)

mdash in

(mm

) 1-34 (44) na na na 022 016 010 na na na 002 001 001 004 003 002 na na na5-58 (143) 059 057 054 032 024 014 054 053 052 011 008 005 022 016 010 na na na

6 (152) 060 057 054 034 025 014 054 053 052 012 009 005 024 018 011 na na na7 (178) 062 059 055 037 027 016 055 054 053 015 011 007 031 023 014 na na na8 (203) 063 060 056 040 029 017 055 054 053 019 014 008 037 028 017 na na na9 (229) 065 061 057 043 031 018 056 055 054 022 017 010 043 031 018 na na na

10 (254) 066 062 057 046 034 020 057 056 054 026 020 012 046 034 020 na na na11 (279) 068 064 058 050 036 021 057 056 054 030 023 014 050 036 021 na na na12 (305) 070 065 059 054 039 023 058 057 055 034 026 015 054 039 023 na na na

12-78 (327) 071 066 060 057 042 025 059 057 055 038 029 017 057 042 025 059 na na13 (330) 071 066 060 058 043 025 059 057 055 039 029 017 058 043 025 059 na na14 (356) 073 067 060 062 046 027 060 058 056 043 032 019 062 046 027 062 na na16 (406) 076 070 062 071 052 031 061 059 056 053 040 024 071 052 031 066 na na

16-14 (413) 077 070 062 072 053 031 061 059 056 054 040 024 072 053 031 066 060 na18 (457) 080 072 063 080 059 035 062 060 057 063 047 028 080 059 035 070 064 na20 (508) 083 075 065 089 066 038 064 061 058 074 055 033 089 066 038 074 067 na22 (559) 086 077 066 098 072 042 065 062 059 085 064 038 098 072 042 077 070 na24 (610) 090 080 068 100 079 046 066 063 060 097 073 044 100 079 046 081 073 na

25-14 (641) 092 081 069 083 048 067 064 060 100 078 047 083 048 083 075 06426 (660) 093 082 069 085 050 068 065 060 082 049 085 050 084 076 06428 (711) 096 085 071 092 054 069 066 061 092 055 092 054 087 079 06730 (762) 099 087 072 098 058 070 067 062 100 061 098 058 090 082 06936 (914) 100 094 077 100 069 074 070 064 080 100 069 099 090 076

gt48 (1219) 100 086 092 083 077 069 100 092 100 100 088

Table 18 mdash Load adjustment factors for 9 rebar in cracked concrete 123

9Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12(257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572)

Spac

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(s)

Edg

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(ca)

Con

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ickn

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(h)

mdash in

(mm

) 1-34 (44) na na na 041 039 038 na na na 003 003 002 007 005 003 na na na5-58 (143) 059 057 054 056 050 044 056 055 053 020 015 009 039 029 018 na na na

6 (152) 060 057 054 057 051 044 056 055 054 022 016 010 043 032 019 na na na7 (178) 062 059 055 061 054 046 057 056 054 027 020 012 054 041 024 na na na8 (203) 063 060 056 065 057 048 058 057 055 033 025 015 065 050 030 na na na9 (229) 065 061 057 070 060 049 059 057 055 040 030 018 070 059 036 na na na

10 (254) 066 062 057 074 063 051 060 058 056 046 035 021 074 063 042 na na na11 (279) 068 064 058 079 067 053 061 059 056 054 040 024 079 067 048 na na na12 (305) 070 065 059 084 070 055 062 060 057 061 046 027 084 070 055 na na na

12-78 (327) 071 066 060 088 073 056 063 061 058 068 051 031 088 073 056 072 na na13 (330) 071 066 060 089 073 056 063 061 058 069 052 031 089 073 056 072 na na14 (356) 073 067 060 094 077 058 064 062 058 077 058 035 094 077 058 075 na na16 (406) 076 070 062 100 084 062 066 063 059 094 071 042 100 084 062 080 na na

16-14 (413) 077 070 062 085 063 066 063 060 096 072 043 085 063 081 073 na18 (457) 080 072 063 091 066 068 065 061 100 084 050 091 066 085 077 na20 (508) 083 075 065 099 070 070 067 062 099 059 099 070 089 081 na22 (559) 086 077 066 100 074 072 068 063 100 068 100 074 094 085 na24 (610) 090 080 068 078 074 070 064 078 078 098 089 na

25-14 (641) 092 081 069 081 075 071 065 084 081 100 091 07726 (660) 093 082 069 082 076 071 065 088 082 093 07828 (711) 096 085 071 087 078 073 066 098 087 096 08130 (762) 099 087 072 091 080 075 068 100 091 100 08436 (914) 100 094 077 100 086 080 071 100 092

gt48 (1219) 100 086 100 098 090 078 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

20 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 19 mdash Load adjustment factors for 10 rebar in uncracked concrete 123

10Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25(286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635)

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(s)

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(ca)

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ickn

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(h)

mdash in

(mm

) 1-34 (44) na na na 022 016 009 na na na 002 001 001 003 002 001 na na na6-14 (159) 059 057 054 032 024 014 054 053 052 011 008 005 022 016 010 na na na

7 (178) 060 058 055 034 025 015 054 053 052 013 009 006 026 019 011 na na na8 (203) 062 059 055 037 027 016 055 054 053 016 012 007 031 023 014 na na na9 (229) 063 060 056 040 029 017 055 054 053 019 014 008 038 028 017 na na na

10 (254) 065 061 057 043 032 018 056 055 054 022 016 010 043 032 018 na na na11 (279) 066 062 057 046 034 020 057 055 054 025 019 011 046 034 020 na na na12 (305) 068 063 058 049 036 021 057 056 054 029 021 013 049 036 021 na na na13 (330) 069 064 059 053 039 023 058 056 055 033 024 014 053 039 023 na na na14 (356) 071 066 059 057 042 024 059 057 055 036 027 016 057 042 024 na na na

14-14 (362) 071 066 060 058 042 025 059 057 055 037 027 016 058 042 025 059 na na15 (381) 072 067 060 061 045 026 059 057 055 040 030 018 061 045 026 060 na na16 (406) 074 068 061 065 047 028 060 058 056 045 033 020 065 047 028 062 na na17 (432) 075 069 061 069 050 030 060 058 056 049 036 021 069 050 030 064 na na18 (457) 077 070 062 073 053 031 061 059 056 053 039 023 073 053 031 066 060 na20 (508) 080 072 063 081 059 035 062 060 057 062 046 027 081 059 035 070 063 na22 (559) 083 074 065 089 065 038 063 061 058 072 053 032 089 065 038 073 066 na24 (610) 086 077 066 097 071 042 065 062 058 082 060 036 097 071 042 076 069 na26 (660) 089 079 067 100 077 045 066 063 059 092 068 041 100 077 045 079 072 na28 (711) 091 081 069 100 083 049 067 064 060 100 076 045 083 049 082 074 06330 (762) 094 083 070 089 052 068 065 061 084 050 089 052 085 077 06536 (914) 100 090 074 100 063 072 068 063 100 066 100 063 094 084 071

gt48 (1219) 100 082 083 079 074 067 100 083 100 097 082

Table 20 mdash Load adjustment factors for 10 rebar in cracked concrete 123

10Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25(286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635)

Spac

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(s)

Edg

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(ca)

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ickn

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(h)

mdash in

(mm

) 1-34 (44) na na na 040 039 037 na na na 003 002 001 006 004 003 na na na6-14 (159) 059 057 054 056 050 044 056 055 053 020 015 009 039 029 018 na na na

7 (178) 060 058 055 058 052 045 056 055 054 023 017 010 046 035 021 na na na8 (203) 062 059 055 062 055 046 057 056 054 028 021 013 056 042 025 na na na9 (229) 063 060 056 066 057 048 058 057 055 034 025 015 066 051 030 na na na

10 (254) 065 061 057 070 060 049 059 057 055 039 030 018 070 059 036 na na na11 (279) 066 062 057 074 063 051 060 058 056 046 034 020 074 063 041 na na na12 (305) 068 063 058 078 066 053 061 059 056 052 039 023 078 066 047 na na na13 (330) 069 064 059 082 069 054 062 060 057 059 044 026 082 069 053 na na na14 (356) 071 066 059 087 072 056 063 060 057 065 049 029 087 072 056 na na na

14-14 (362) 071 066 060 088 073 056 063 061 058 067 050 030 088 073 056 071 na na15 (381) 072 067 060 091 075 057 063 061 058 073 054 033 091 075 057 073 na na16 (406) 074 068 061 096 078 059 064 062 058 080 060 036 096 078 059 076 na na17 (432) 075 069 061 100 081 061 065 063 059 087 066 039 100 081 061 078 na na18 (457) 077 070 062 085 062 066 063 059 095 071 043 085 062 080 073 na20 (508) 080 072 063 091 066 068 065 061 100 084 050 091 066 085 077 na22 (559) 083 074 065 098 069 070 066 062 097 058 098 069 089 081 na24 (610) 086 077 066 100 073 072 068 063 100 066 100 073 093 084 na26 (660) 089 079 067 077 073 069 064 074 077 097 088 na28 (711) 091 081 069 081 075 071 065 083 081 100 091 07730 (762) 094 083 070 085 077 072 066 092 085 094 07936 (914) 100 090 074 097 082 077 069 100 097 100 087

gt48 (1219) 100 082 100 093 086 075 100 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

21Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

249 hilti hit-re 100 adhesive with hilti haS threaded rod

Cracked or uncracked concrete

Permissible concete conditions Permissible drilling methods

Dry concrete

Hammer Drilling with Carbide Tipped Drill Bit

Uncracked Concrete Water-saturated concrete

Cracked Concrete Water-filled holes

Submerged (underwater)

Hilti HAS Threaded Rod

Hilti HIT-V Threaded Rod

Table 21 mdash Specifications for fractional threaded rod installed with HIT-RE 100 adhesive

Setting information Symbol UnitsNominal anchor diameter

38 12 58 34 78 1 1-14

Nominal bit diameter do in 716 916 34 78 1 1-18 1-38

Standard effective embedment hefstd

in 3-38 4-12 5-58 6-34 7-78 9 11-14

(mm) (86) (114) (143) (171) (200) (229) (286)

Effective Embedment

minimum hefmin

in 2-38 2-34 3-18 3-12 3-12 4 5

(mm) (60) (70) (79) (89) (89) (102) (127)

maximum hefmax

in 7-12 10 12-12 15 17-12 20 25

(mm) (191) (254) (318) (381) (445) (508) (635)

Minimum diameter of fixture hole

through-set

in 12 58 13161 15161 1-181 1-141 1-121

preset

in 716 1916 1116 1316 1516 1-18 1-38

Installation torque Tinst

ft-lb 15 30 60 100 125 150 200

(Nm) (20) (40) (80) (136) (169) (203) (271)

Minimum Concrete Thickness hmin

in hef + 1-14 58 to 78 rods also have min conc

hef + 2 hef + 3

(mm) (hef + 51) thickness = hef+2do (hef + 57) (hef + 76)

Minimum edge distance2 cmin

in 1-78 2-12 3-18 3-34 4-38 5 5-58

(mm) (48) (64) (79) (95) (111) (127) (143)

Minimum anchor spacing smin

in 1-78 2-12 3-18 3-34 4-38 5 5-58

(mm) (48) (64) (79) (95) (111) (127) (143)

1 Install using (2) washers See Figure 52 Edge distance of 1-34-inch (44mm) is permitted provided the installation torque is reduced to 030 T inst for 5d lt s lt 16-in and to 05

Tinst for sgt16-in

min

Figure 4 mdash HASHIT-V threaded rods

Figure 5 mdash Installation with (2) washers

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

22 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 22 mdash Hilti HIT-RE 100 adhesive design strength with concrete bond failure for fractional threaded rod in uncracked concrete 12345678910

Nominal Anchor

Diameter in (mm)

Nominal anchor diameter in (mm)

Tension mdash ФNn Shear mdash ФVn

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

f´c = 2500 psi(172 MPa)

lb (kN)

f´c = 3000 psi(207 MPa)

lb (kN)

f´c = 4000 psi(276 MPa)

lb (kN)

f´c = 6000 psi(414 MPa)

lb (kN)

38

2-38 1955 1995 2050 2135 2490 2535 2610 2720(60) (87) (89) (91) (95) (111) (113) (116) (121)

3-38 2780 2835 2915 3035 7080 7210 7420 7730(86) (124) (126) (130) (135) (315) (321) (330) (344)

4-12 3710 3775 3885 4050 9440 9615 9895 10305(114) (165) (168) (173) (180) (420) (428) (440) (458)7-12 6180 6295 6480 6745 15735 16025 16490 17175(191) (275) (280) (288) (300) (700) (713) (734) (764)

12

2-34 2985 3040 3130 3255 7595 7735 7960 8290(70) (133) (135) (139) (145) (338) (344) (354) (369)

4-12 4885 4975 5120 5330 12430 12660 13030 13565(114) (217) (221) (228) (237) (553) (563) (580) (603)

6 6510 6630 6825 7105 16575 16875 17370 18090(152) (290) (295) (304) (316) (737) (751) (773) (805)10 10850 11050 11375 11845 27620 28130 28950 30150

(254) (483) (492) (506) (527) (1229) (1251) (1288) (1341)

58

3-18 4065 4140 4260 4435 9280 10165 10840 11290(79) (181) (184) (189) (197) (413) (452) (482) (502)

5-58 7315 7450 7665 7985 18615 18960 19515 20320(143) (325) (331) (341) (355) (828) (843) (868) (904)7-12 9750 9930 10220 10645 24825 25280 26015 27095(191) (434) (442) (455) (474) (1104) (1125) (1157) (1205)

12-12 16255 16550 17035 17740 41370 42130 43360 45155(318) (723) (736) (758) (789) (1840) (1874) (1929) (2009)

34

3-12 5105 5375 5535 5765 11000 12050 13915 14670(89) (227) (239) (246) (256) (489) (536) (619) (653)

6-34 10180 10370 10670 11115 25920 26395 27165 28290(171) (453) (461) (475) (494) (1153) (1174) (1208) (1258)

9 13575 13825 14230 14820 34555 35195 36220 37720(229) (604) (615) (633) (659) (1537) (1566) (1611) (1678)15 22625 23045 23715 24695 57595 58655 60365 62865

(381) (1006) (1025) (1055) (1098) (2562) (2609) (2685) (2796)

78

3-12 5105 5595 6235 6490 11000 12050 13915 16525(89) (227) (249) (277) (289) (489) (536) (619) (735)

7-78 13385 13630 14025 14605 34065 34690 35705 37180(200) (595) (606) (624) (650) (1515) (1543) (1588) (1654)

10-12 17845 18170 18700 19475 45420 46255 47605 49575(267) (794) (808) (832) (866) (2020) (2058) (2118) (2205)

17-12 29740 30285 31170 32460 75700 77090 79340 82625(445) (1323) (1347) (1387) (1444) (3367) (3429) (3529) (3675)

1

4 6240 6835 7895 8240 13440 14725 17000 20820(102) (278) (304) (351) (367) (598) (655) (756) (926)

9 16980 17295 17800 18535 43225 44020 45305 47180(229) (755) (769) (792) (824) (1923) (1958) (2015) (2099)12 22640 23060 23730 24715 57635 58695 60410 62910

(305) (1007) (1026) (1056) (1099) (2564) (2611) (2687) (2798)20 37735 38430 39555 41190 96055 97825 100680 104845

(508) (1679) (1709) (1759) (1832) (4273) (4351) (4478) (4664)

1-14

5 8720 9555 11030 12355 18785 20575 23760 29100(127) (388) (425) (491) (550) (836) (915) (1057) (1294)

11-14 25465 25935 26690 27795 63395 66010 67940 70750(286) (1133) (1154) (1187) (1236) (2820) (2936) (3022) (3147)15 33955 34575 35585 37060 86425 88015 90585 94335

(381) (1510) (1538) (1583) (1649) (3844) (3915) (4029) (4196)25 56590 57630 59310 61765 144040 146690 150975 157220

(635) (2517) (2563) (2638) (2747) (6407) (6525) (6716) (6993)1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 26-38 as necessary Compare to the steel values in table 24

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only Seismic design is not permitted for uncracked concrete

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

23Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 23 mdash Hilti HIT-RE 100 adhesive design strength with concrete bond failure for threaded rod in cracked concrete 12345678910

Nominal anchor

diameter in (mm)

Effective Embedment

Depth in (mm)

Tension mdash ФNn Shear mdash ФVn

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

f´c = 2500 psi(172 MPa)

lb (kN)

f´c = 3000 psi(207 MPa)

lb (kN)

f´c = 4000 psi(276 MPa)

lb (kN)

f´c = 6000 psi(414 MPa)

lb (kN)

38

2-38 950 965 995 1035 1205 1230 1265 1315(60) (42) (43) (44) (46) (54) (55) (56) (58)

3-38 1345 1370 1410 1470 3430 3490 3595 3745(86) (60) (61) (63) (65) (153) (155) (160) (167)

4-12 1795 1830 1885 1960 4570 4655 4790 4990(114) (80) (81) (84) (87) (203) (207) (213) (222)7-12 2995 3050 3140 3265 7620 7760 7985 8315(191) (133) (136) (140) (145) (339) (345) (355) (370)

12

2-34 1405 1430 1475 1535 3580 3645 3750 3910(70) (62) (64) (66) (68) (159) (162) (167) (174)

4-12 2300 2345 2410 2510 5860 5965 6140 6395(114) (102) (104) (107) (112) (261) (265) (273) (284)

6 3070 3125 3215 3350 7810 7955 8185 8525(152) (137) (139) (143) (149) (347) (354) (364) (379)10 5115 5210 5360 5580 13020 13260 13645 14210

(254) (228) (232) (238) (248) (579) (590) (607) (632)

58

3-18 2000 2035 2095 2180 5085 5180 5330 5550(79) (89) (91) (93) (97) (226) (230) (237) (247)

5-58 3595 3660 3770 3925 9155 9320 9595 9990(143) (160) (163) (168) (175) (407) (415) (427) (444)7-12 4795 4885 5025 5235 12205 12430 12790 13320(191) (213) (217) (224) (233) (543) (553) (569) (593)

12-12 7990 8140 8375 8725 20340 20715 21320 22205(318) (355) (362) (373) (388) (905) (921) (948) (988)

34

3-12 2540 2585 2660 2770 6465 6585 6775 7055(89) (113) (115) (118) (123) (288) (293) (301) (314)

6-34 4900 4990 5135 5345 12470 12700 13070 13610(171) (218) (222) (228) (238) (555) (565) (581) (605)

9 6530 6650 6845 7130 16625 16930 17425 18145(229) (290) (296) (304) (317) (740) (753) (775) (807)15 10885 11085 11410 11880 27710 28220 29040 30245

(381) (484) (493) (508) (528) (1233) (1255) (1292) (1345)

78

3-12 2730 2780 2860 2980 6950 7080 7285 7585(89) (121) (124) (127) (133) (309) (315) (324) (337)

7-78 6145 6255 6440 6705 15640 15925 16390 17070(200) (273) (278) (286) (298) (696) (708) (729) (759)

10-12 8190 8340 8585 8940 20850 21235 21855 22760(267) (364) (371) (382) (398) (927) (945) (972) (1012)

17-12 13650 13905 14310 14900 34750 35390 36425 37930(445) (607) (619) (637) (663) (1546) (1574) (1620) (1687)

1

4 3320 3380 3475 3620 8445 8600 8850 9215(102) (148) (150) (155) (161) (376) (383) (394) (410)

9 7465 7600 7825 8145 19000 19350 19915 20740(229) (332) (338) (348) (362) (845) (861) (886) (923)12 9955 10135 10430 10865 25335 25800 26555 27650

(305) (443) (451) (464) (483) (1127) (1148) (1181) (1230)20 16590 16895 17385 18105 42225 43000 44255 46085

(508) (738) (752) (773) (805) (1878) (1913) (1969) (2050)

1-14

5 4405 4485 4620 4810 11215 11420 11755 12240(127) (196) (200) (206) (214) (499) (508) (523) (544)

11-14 9915 10095 10390 10820 25235 25700 26450 27545(286) (441) (449) (462) (481) (1123) (1143) (1177) (1225)15 13220 13460 13855 14430 33645 34265 35265 36725

(381) (588) (599) (616) (642) (1497) (1524) (1569) (1634)25 22030 22435 23090 24045 56075 57110 58775 61210

(635) (980) (998) (1027) (1070) (2494) (2540) (2614) (2723)1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 24

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only For seismic loads multiply cracked concrete tabular values in tension and shear by αseis = 0675 See section 245 for additional information on seismic

applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

24 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 24 mdash Steel design strength for Hilti HIT-V and HAS threaded rods 1

Nominalanchor

diameterin (mm)

HAS-EISO 898 Class 58 2

HAS-E-B7ASTM A193 B7 3

HAS-R stainless steelASTM F 593 - AISI 304316 SS 2

Tensile4

ϕNsa

lb (kN)

Shear5

ϕVsa

lb (kN)

Seismic Shear6

ϕVsaeq

lb (kN)

Tensile4

ϕNsa

lb (kN)

Shear5

ϕVsa

lb (kN)

Seismic Shear6

ϕVsaeq

lb (kN)

Tensile4

ϕNsa

lb (kN)

Shear5

ϕVsa

lb (kN)

Seismic Shear6

ϕVsaeq

lb (kN)

383655 2020 1415 7265 3775 2645 5040 2790 1955(163) (90) (63) (323) (168) (118) (224) (124) (87)

126690 3705 2595 13300 6915 4840 9225 5110 3575(298) (165) (115) (592) (308) (215) (410) (227) (159)

5810650 5900 4130 21190 11020 7715 14690 8135 5695(474) (262) (184) (943) (490) (343) (653) (362) (253)

3415765 8730 6110 31360 16305 11415 18480 10235 7165(701) (388) (272) (1395) (725) (508) (822) (455) (319)

7821755 12050 8435 43285 22505 15755 25510 14125 9890(968) (536) (375) (1925) (1001) (701) (1135) (628) (440)

128540 15805 11065 56785 29525 20670 33465 18535 12975(1270) (703) (492) (2526) (1313) (919) (1489) (824) (577)

1-1445670 25295 17705 90850 47240 33070 53540 29655 20760(2031) (1125) (788) (4041) (2101) (1471) (2382) (1319) (923)

1 See Section 244 to convert design strength value to ASD value2 HAS-E and HAS-R threaded rods are considered brittle steel elements

HAS-E does not comply with elongation requirements of ISO 898-13 HAS-E-B7 rods are considered ductile steel elements4 Tensile = ϕ AseN futa as noted inACI 318-14 Chapter 175 Shear = ϕ 060 AseV futa as noted inACI 318-14 Chapter 17 For 38-in diameter threaded rod shear = ϕ 050 AseV futa6 Seismic Shear = αVseis ϕVsa Reduction for seismic shear only See section 245 for additional information on seismic applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

25Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 25 mdash Load adjustment factors for 38-in diameter fractional threaded rods in uncracked concrete 123

38 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12(60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na na 043 032 023 013 na na na na 028 010 008 005 043 021 016 009 na na na na1-78 (48) 061 059 057 054 045 033 024 014 058 054 053 052 031 012 009 005 045 023 017 010 na na na na

2 (51) 062 060 057 054 047 034 025 014 058 054 053 052 034 013 010 006 047 025 019 011 na na na na3 (76) 068 065 061 057 060 042 031 018 062 056 055 054 063 023 018 011 060 042 031 018 na na na na

3-58 (92) 072 068 063 058 070 048 035 020 065 058 056 054 084 031 023 014 070 048 035 020 077 na na na4 (102) 074 070 065 059 077 052 038 022 066 058 057 055 098 036 027 016 077 052 038 022 081 na na na

4-58 (117) 077 073 067 060 089 060 043 025 069 060 058 056 100 045 034 020 089 060 043 025 087 062 na na5 (127) 080 075 069 061 096 064 047 027 070 061 059 056 050 038 023 096 064 047 027 091 065 na na

5-34 (146) 084 078 071 063 100 074 054 031 074 062 060 057 062 046 028 100 074 054 031 097 070 063 na6 (152) 086 080 072 063 077 056 033 075 063 060 057 066 050 030 077 056 033 099 071 065 na7 (178) 092 085 076 066 090 066 038 079 065 062 059 083 062 037 090 066 038 100 077 070 na8 (203) 097 090 080 068 100 075 043 083 067 064 060 100 076 046 100 075 043 082 075 na

8-34 (222) 100 093 082 069 082 048 086 068 065 061 087 052 082 048 086 078 0669 (229) 094 083 070 084 049 087 069 066 061 091 055 084 049 087 079 067

10 (254) 099 087 072 094 054 091 071 067 062 100 064 094 054 092 083 07011 (279) 100 091 074 100 060 095 073 069 064 074 100 060 096 087 07412 (305) 094 077 065 099 075 071 065 084 065 100 091 07714 (356) 100 081 076 100 080 074 067 100 076 099 08316 (406) 086 087 084 078 070 087 100 08918 (457) 090 098 088 081 072 098 09424 (610) 100 100 100 092 080 100 10030 (762) 100 08736 (914) 095

gt48 (1219) 100

Table 26 mdash Load adjustment factors for 38-in diameter fractional threaded rods in cracked concrete 123

38 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12(60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na na 058 054 049 043 na na na na 042 015 012 007 058 031 023 014 na na na na1-78 (48) 061 059 057 054 060 056 050 044 060 055 054 053 046 017 013 008 060 034 026 015 na na na na

2 (51) 062 060 057 054 062 057 051 044 061 055 055 053 051 019 014 008 062 038 028 017 na na na na3 (76) 068 065 061 057 078 070 060 049 066 058 057 055 093 034 026 016 078 069 052 031 na na na na

3-58 (92) 072 068 063 058 089 078 066 053 069 060 058 056 100 046 034 021 089 078 066 041 088 na na na4 (102) 074 070 065 059 096 084 070 055 071 061 059 056 053 040 024 096 084 070 048 092 na na na

4-58 (117) 077 073 067 060 100 093 076 058 075 063 060 057 066 049 030 100 093 076 058 099 071 na na5 (127) 080 075 069 061 099 080 060 077 064 061 058 074 056 033 099 080 060 100 074 na na

5-34 (146) 084 078 071 063 100 088 064 081 066 063 059 091 069 041 100 088 064 079 072 na6 (152) 086 080 072 063 091 066 082 066 064 060 097 073 044 091 066 081 074 na7 (178) 092 085 076 066 100 072 087 069 066 061 100 092 055 100 072 087 079 na8 (203) 097 090 080 068 078 092 072 068 063 100 068 078 093 085 na

8-34 (222) 100 093 082 069 083 096 074 070 064 077 083 098 089 0759 (229) 094 083 070 085 098 075 070 064 081 085 099 090 07610 (254) 099 087 072 091 100 077 073 066 094 091 100 095 08011 (279) 100 091 074 098 080 075 068 100 098 100 08412 (305) 094 077 100 083 077 069 100 08814 (356) 100 081 088 082 072 09516 (406) 086 094 086 076 10018 (457) 090 099 091 07924 (610) 100 100 100 08830 (762) 09836 (914) 100

gt48 (1219)1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

26 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 27 mdash Load adjustment factors for 12-in diameter fractional threaded rods in uncracked concrete 123

12 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10(70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254)

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1-34 (44) na na na na 040 027 020 012 na na na na 010 007 005 003 021 014 010 006 na na na na2-12 (64) 061 059 057 054 048 032 023 014 055 054 053 052 018 012 009 005 035 023 018 011 na na na na

3 (76) 063 061 058 055 053 035 026 015 056 055 054 053 023 015 012 007 047 031 023 014 na na na na4 (102) 068 065 061 057 066 041 030 018 058 056 055 054 036 024 018 011 066 041 030 018 058 na na na5 (127) 072 069 064 058 082 048 035 021 061 058 057 055 050 033 025 015 082 048 035 021 065 na na na

5-34 (146) 076 071 066 060 094 054 040 023 062 059 058 055 062 041 031 018 094 054 040 023 070 061 na na6 (152) 077 072 067 060 098 057 042 024 063 060 058 056 066 043 033 020 098 057 042 024 071 062 na na7 (178) 081 076 069 062 100 066 048 028 065 061 059 057 083 055 041 025 100 066 048 028 077 067 na na

7-14 (184) 082 077 070 062 068 050 029 065 062 060 057 088 058 043 026 068 050 029 078 068 062 na8 (203) 086 080 072 063 075 055 032 067 063 061 057 100 067 050 030 075 055 032 082 071 065 na9 (229) 090 083 075 065 085 062 036 069 064 062 058 080 060 036 085 062 036 087 076 069 na

10 (254) 095 087 078 067 094 069 040 071 066 063 059 094 070 042 094 069 040 092 080 073 na11-14 (286) 100 092 081 069 100 078 046 074 068 065 061 100 084 050 100 078 046 097 085 077 065

12 (305) 094 083 070 083 049 075 069 066 061 092 055 083 049 100 087 079 06714 (356) 100 089 073 097 057 079 072 068 063 100 070 097 057 094 086 07216 (406) 094 077 100 065 084 076 071 065 085 100 065 100 092 07718 (457) 100 080 073 088 079 074 067 100 073 097 08220 (508) 083 081 092 082 076 069 081 100 08722 (559) 087 089 096 085 079 071 089 09124 (610) 090 097 100 088 082 072 097 09530 (762) 100 100 098 089 078 100 10036 (914) 100 097 084

gt48 (1219) 100 095

Table 28 mdash Load adjustment factors for 12-in diameter fractional threaded rods in cracked concrete 123

12 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10(70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254)

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1-34 (44) na na na na 052 049 045 041 na na na na 016 010 008 005 032 021 016 009 na na na na2-12 (64) 061 059 057 054 060 056 050 044 057 055 054 053 027 018 013 008 054 035 027 016 na na na na

3 (76) 063 061 058 055 066 060 053 046 058 056 055 054 035 023 017 010 066 047 035 021 na na na na4 (102) 068 065 061 057 079 070 060 049 061 058 057 055 054 036 027 016 079 070 054 032 067 na na na5 (127) 072 069 064 058 092 080 067 053 064 061 059 056 076 050 038 023 092 080 067 045 075 na na na

5-34 (146) 076 071 066 060 100 088 073 056 066 062 060 057 094 062 046 028 100 088 073 056 080 070 na na6 (152) 077 072 067 060 091 075 057 067 063 060 057 100 066 049 030 091 075 057 082 071 na na7 (178) 081 076 069 062 100 083 062 069 065 062 059 083 062 037 100 083 062 088 077 na na

7-14 (184) 082 077 070 062 085 063 070 065 063 059 087 066 039 085 063 090 078 071 na8 (203) 086 080 072 063 091 066 072 067 064 060 100 076 046 091 066 094 082 075 na9 (229) 090 083 075 065 100 070 075 069 066 061 091 054 100 070 100 087 079 na

10 (254) 095 087 078 067 075 078 071 067 062 100 064 075 092 083 na11-14 (286) 100 092 081 069 081 081 074 070 064 076 081 097 088 075

12 (305) 094 083 070 085 083 075 071 065 084 085 100 091 07714 (356) 100 089 073 095 089 079 074 067 100 095 099 08316 (406) 094 077 100 094 084 078 070 100 100 08918 (457) 100 080 100 088 081 072 09420 (508) 083 092 085 075 09922 (559) 087 096 088 077 10024 (610) 090 100 092 08030 (762) 100 100 08736 (914) 094

gt48 (1219) 100

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

27Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 29 mdash Load adjustment factors for 58-in diameter fractional threaded rods in uncracked concrete 123

58 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12

(79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318)

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1-34 (44) na na na na 039 025 019 011 na na na na 009 005 004 002 019 010 008 005 na na na na3-18 (79) 061 059 057 054 052 032 023 014 056 054 053 052 022 012 009 005 045 024 018 011 na na na na

4 (102) 065 062 059 055 061 036 027 016 058 055 054 053 032 018 013 008 061 035 026 016 na na na na4-58 (117) 067 064 060 056 068 040 029 017 059 056 055 054 040 022 016 010 068 040 029 017 060 na na na

5 (127) 068 065 061 057 074 042 031 018 060 057 055 054 045 025 019 011 074 042 031 018 063 na na na6 (152) 072 068 063 058 089 047 035 020 062 058 056 055 059 032 024 015 089 047 035 020 069 na na na7 (178) 076 071 066 059 100 053 039 023 064 059 058 055 075 041 031 018 100 053 039 023 074 na na na

7-18 (181) 076 071 066 060 054 040 023 064 059 058 055 077 042 031 019 054 040 023 075 061 na na8 (203) 079 074 068 061 061 045 026 066 060 059 056 091 050 037 022 061 045 026 079 065 na na9 (229) 083 077 070 062 069 051 030 068 062 060 057 100 060 045 027 069 051 030 084 069 062 na

10 (254) 087 080 072 063 076 056 033 070 063 061 058 070 052 031 076 056 033 089 072 066 na11 (279) 090 083 074 065 084 062 036 072 064 062 058 081 060 036 084 062 036 093 076 069 na12 (305) 094 086 077 066 092 067 039 074 066 063 059 092 069 041 092 067 039 097 079 072 na14 (356) 100 091 081 069 100 079 046 077 068 065 061 100 087 052 100 079 046 100 086 078 06616 (406) 097 086 071 090 053 081 071 067 062 100 064 090 053 092 083 07018 (457) 100 090 074 100 059 085 074 069 064 076 100 059 097 088 07420 (508) 094 077 066 089 076 072 065 089 066 100 093 07822 (559) 099 079 072 093 079 074 067 100 072 098 08224 (610) 100 082 079 097 081 076 068 079 100 08626 (660) 085 085 100 084 078 070 085 09028 (711) 087 092 087 080 072 092 09330 (762) 090 099 089 082 073 099 09636 (914) 098 100 097 089 078 100 100

gt48 (1219) 100 100 100 087

Table 30 mdash Load adjustment factors for 58-in diameter fractional threaded rods in cracked concrete 123

58 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12

(79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318)

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1-34 (44) na na na na 049 046 043 040 na na na na 012 007 006 003 024 015 011 007 na na na na3-18 (79) 061 059 057 054 061 056 050 044 057 055 054 053 029 018 013 008 058 035 027 016 na na na na

4 (102) 065 062 059 055 069 062 055 046 059 057 056 054 042 026 019 012 069 051 038 023 na na na na4-58 (117) 067 064 060 056 076 067 058 048 061 058 056 055 052 032 024 014 076 064 048 029 066 na na na

5 (127) 068 065 061 057 080 070 060 049 062 058 057 055 059 036 027 016 080 070 054 032 068 na na na6 (152) 072 068 063 058 091 078 066 053 064 060 058 056 077 047 035 021 091 078 066 042 075 na na na7 (178) 076 071 066 059 100 087 072 056 066 062 060 057 097 059 045 027 100 087 072 053 081 na na na

7-18 (181) 076 071 066 060 088 073 056 067 062 060 057 100 061 046 027 088 073 055 082 069 na na8 (203) 079 074 068 061 096 078 059 069 063 061 058 073 054 033 096 078 059 087 073 na na9 (229) 083 077 070 062 100 085 062 071 065 062 059 087 065 039 100 085 062 092 078 071 na

10 (254) 087 080 072 063 091 066 073 067 064 060 100 076 046 091 066 097 082 075 na11 (279) 090 083 074 065 098 069 076 069 065 061 088 053 098 069 100 086 078 na12 (305) 094 086 077 066 100 073 078 070 067 062 100 060 100 073 090 082 na14 (356) 100 091 081 069 081 083 074 069 064 076 081 097 088 07416 (406) 097 086 071 089 087 077 072 066 092 089 100 094 08018 (457) 100 090 074 097 092 080 075 068 100 097 100 08420 (508) 094 077 100 097 084 078 070 100 08922 (559) 099 079 100 087 081 072 09324 (610) 100 082 090 083 074 09726 (660) 085 094 086 076 10028 (711) 087 097 089 07830 (762) 090 100 092 08036 (914) 098 100 086

gt48 (1219) 100 0971 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

28 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 31 mdash Load adjustment factors for 34-in diameter fractional threaded rods in uncracked concrete 123

34 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15(89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381)

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1-34 (44) na na na na 038 024 018 010 na na na na 009 004 003 002 017 008 006 004 na na na na3-34 (95) 062 059 057 054 055 032 023 014 057 054 053 052 027 012 009 006 053 025 019 011 na na na na

4 (102) 062 060 057 054 058 033 024 014 057 054 054 053 029 014 010 006 058 027 020 012 na na na na5 (127) 066 062 059 056 068 037 027 016 059 056 055 053 041 019 014 009 068 037 027 016 na na na na

5-14 (133) 066 063 060 056 071 038 028 017 060 056 055 053 044 020 015 009 071 038 028 017 062 na na na6 (152) 069 065 061 057 081 042 031 018 061 057 055 054 054 025 019 011 081 042 031 018 066 na na na7 (178) 072 067 063 058 090 047 034 020 063 058 056 055 068 032 024 014 090 047 034 020 072 na na na8 (203) 075 070 065 059 099 052 038 022 065 059 057 055 083 039 029 017 099 052 038 022 077 na na na

8-12 (216) 076 071 066 059 100 055 040 024 066 059 058 056 091 042 032 019 100 055 040 024 079 061 na na9 (229) 078 072 067 060 058 043 025 067 060 058 056 099 046 034 021 058 043 025 081 063 na na

10 (254) 081 075 069 061 064 047 028 068 061 059 056 100 054 040 024 064 047 028 086 066 na na10-34 (273) 083 077 070 062 069 051 030 070 062 060 057 060 045 027 069 051 030 089 069 063 na

12 (305) 087 080 072 063 077 057 033 072 063 061 058 071 053 032 077 057 033 094 073 066 na14 (356) 093 085 076 066 090 066 039 076 065 063 059 089 067 040 090 066 039 100 079 071 na16 (406) 100 090 080 068 100 076 044 079 068 065 060 100 082 049 100 076 044 084 076 na

16-34 (425) 091 081 069 079 046 081 068 065 061 087 052 079 046 086 078 06618 (457) 094 083 070 085 050 083 070 066 062 097 058 085 050 089 081 06820 (508) 099 087 072 095 055 087 072 068 063 100 068 095 055 094 085 07222 (559) 100 091 074 100 061 091 074 070 064 079 100 061 099 089 07524 (610) 094 077 067 094 076 072 066 090 067 100 093 07926 (660) 098 079 072 098 079 074 067 100 072 097 08228 (711) 100 081 078 100 081 075 068 078 100 08530 (762) 083 083 083 077 069 083 08836 (914) 090 100 090 083 073 100 097

gt48 (1219) 100 100 094 081 100

Table 32 mdash Load adjustment factors for 34-in diameter fractional threaded rods in cracked concrete 123

34 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15(89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381)

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1-34 (44) na na na na 047 044 042 039 na na na na 010 006 004 003 021 012 009 005 na na na na3-34 (95) 062 059 057 054 062 056 050 044 058 055 054 053 032 018 014 008 062 037 028 017 na na na na

4 (102) 062 060 057 054 064 057 051 044 058 056 055 053 036 020 015 009 064 040 030 018 na na na na5 (127) 066 062 059 056 072 063 056 047 060 057 056 054 050 028 021 013 072 056 042 025 na na na na

5-14 (133) 066 063 060 056 074 065 057 047 061 058 056 054 054 030 023 014 074 061 046 027 066 na na na6 (152) 069 065 061 057 081 070 060 049 063 059 057 055 066 037 028 017 081 070 056 033 071 na na na7 (178) 072 067 063 058 090 077 065 052 065 060 058 056 083 047 035 021 090 077 065 042 077 na na na8 (203) 075 070 065 059 099 084 070 055 067 061 059 057 100 057 043 026 099 084 070 051 082 na na na

8-12 (216) 076 071 066 059 100 088 072 056 068 062 060 057 063 047 028 100 088 072 056 084 070 na na9 (229) 078 072 067 060 091 075 057 069 063 061 058 068 051 031 091 075 057 087 072 na na

10 (254) 081 075 069 061 099 080 060 071 064 062 058 080 060 036 099 080 060 092 076 na na10-34 (273) 083 077 070 062 100 084 062 073 065 063 059 089 067 040 100 084 062 095 079 071 na

12 (305) 087 080 072 063 091 066 075 067 064 060 100 079 047 091 066 100 083 075 na14 (356) 093 085 076 066 100 072 079 070 067 062 099 060 100 072 090 081 na16 (406) 100 090 080 068 078 084 073 069 063 100 073 078 096 087 na

16-34 (425) 091 081 069 081 085 074 070 064 078 081 098 089 07518 (457) 094 083 070 085 088 076 071 065 087 085 100 092 07820 (508) 099 087 072 091 092 079 074 067 100 091 097 08222 (559) 100 091 074 098 096 082 076 069 098 100 08624 (610) 094 077 100 100 084 078 070 100 09026 (660) 098 079 087 081 072 09428 (711) 100 081 090 083 074 09730 (762) 083 093 086 075 10036 (914) 090 100 093 080

gt48 (1219) 100 100 0901 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

29Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 33 mdash Load adjustment factors for 78-in diameter fractional threaded rods in uncracked concrete 123

78 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12

(89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445)

Spac

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Edg

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Con

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e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na na 039 023 017 010 na na na na 009 003 002 001 018 006 004 003 na na na na4-38 (111) 062 059 057 054 062 032 024 014 058 054 053 052 035 012 009 005 062 024 018 011 na na na na

5 (127) 064 061 058 055 066 034 025 015 059 055 054 053 043 014 011 007 066 029 022 013 na na na na5-12 (140) 065 062 059 055 070 036 027 016 060 055 054 053 050 017 013 008 070 033 025 015 065 na na na

6 (152) 066 063 060 056 074 038 028 016 061 056 055 053 057 019 014 009 074 038 028 016 068 na na na7 (178) 069 065 061 057 081 042 031 018 063 056 055 054 071 024 018 011 081 042 031 018 073 na na na8 (203) 072 067 063 058 090 046 034 020 065 057 056 054 087 029 022 013 090 046 034 020 078 na na na9 (229) 074 069 064 059 098 051 037 022 067 058 057 055 100 035 026 016 098 051 037 022 083 na na na

9-78 (251) 077 071 066 059 100 055 041 024 069 059 057 055 040 030 018 100 055 041 024 087 060 na na10 (254) 077 071 066 060 056 041 024 069 059 058 055 041 031 018 056 041 024 087 061 na na11 (279) 080 073 067 060 061 045 026 071 060 058 056 047 035 021 061 045 026 091 064 na na12 (305) 082 075 069 061 067 049 029 073 061 059 056 054 040 024 067 049 029 095 066 na na

12-12 (318) 084 076 070 062 070 051 030 074 061 059 057 057 043 026 070 051 030 097 068 062 na14 (356) 088 080 072 063 078 058 034 077 063 061 058 068 051 031 078 058 034 100 072 065 na16 (406) 093 084 075 065 089 066 039 080 065 062 059 083 062 037 089 066 039 077 070 na18 (457) 099 088 079 067 100 074 043 084 067 064 060 099 074 044 100 074 043 081 074 na

19-12 (495) 100 091 081 069 080 047 087 068 065 061 100 084 050 080 047 085 077 06520 (508) 092 082 069 082 048 088 068 065 061 087 052 082 048 086 078 06622 (559) 097 085 071 090 053 092 070 067 062 100 060 090 053 090 082 06924 (610) 100 088 073 099 058 096 072 068 063 068 099 058 094 085 07226 (660) 091 075 100 063 099 074 070 064 077 100 063 098 089 07528 (711) 094 077 067 100 076 071 065 086 067 100 092 07830 (762) 098 079 072 078 073 066 096 072 095 08036 (914) 100 084 087 083 077 069 100 087 100 088

gt48 (1219) 096 100 094 086 076 100 100

Table 34 mdash Load adjustment factors for 78-in diameter fractional threaded rods in cracked concrete 123

78 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12

(89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445)

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Edg

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(ca)

Con

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ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na na 045 043 041 038 na na na na 010 005 003 002 020 009 007 004 na na na na4-38 (111) 062 059 057 054 062 056 050 044 059 055 054 053 040 018 014 008 062 037 028 017 na na na na

5 (127) 064 061 058 055 066 059 052 045 060 056 055 054 049 023 017 010 066 045 034 020 na na na na5-12 (140) 065 062 059 055 070 062 054 046 061 057 056 054 056 026 019 012 070 052 039 023 067 na na na

6 (152) 066 063 060 056 074 064 056 047 062 057 056 054 064 030 022 013 074 059 044 027 070 na na na7 (178) 069 065 061 057 081 070 060 049 064 059 057 055 081 037 028 017 081 070 056 034 076 na na na8 (203) 072 067 063 058 090 076 064 052 066 060 058 056 098 046 034 021 090 076 064 041 081 na na na9 (229) 074 069 064 059 098 082 068 054 069 061 059 057 100 054 041 024 098 082 068 049 086 na na na

9-78 (251) 077 071 066 059 100 087 072 056 070 062 060 057 063 047 028 100 087 072 056 090 070 na na10 (254) 077 071 066 060 088 073 056 071 062 060 057 064 048 029 088 073 056 091 070 na na11 (279) 080 073 067 060 095 077 059 073 064 061 058 073 055 033 095 077 059 095 074 na na12 (305) 082 075 069 061 100 082 061 075 065 062 059 084 063 038 100 082 061 099 077 na na

12-12 (318) 084 076 070 062 084 062 076 065 063 059 089 067 040 084 062 100 079 071 na14 (356) 088 080 072 063 091 066 079 067 064 060 100 079 047 091 066 083 076 na16 (406) 093 084 075 065 100 071 083 070 066 062 097 058 100 071 089 081 na18 (457) 099 088 079 067 076 087 072 068 063 100 069 076 094 086 na

19-12 (495) 100 091 081 069 080 090 074 070 064 078 080 098 089 07520 (508) 092 082 069 082 091 075 070 064 081 082 099 090 07622 (559) 097 085 071 087 095 077 072 066 094 087 100 095 08024 (610) 100 088 073 093 099 080 074 067 100 093 099 08326 (660) 091 075 099 100 082 076 069 099 100 08728 (711) 094 077 100 085 079 070 100 09030 (762) 098 079 087 081 072 09336 (914) 100 084 094 087 076 100

gt48 (1219) 096 100 099 0851 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

30 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 35 mdash Load adjustment factors for 1-in diameter fractional threaded rods in uncracked concrete 123

1 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20(102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508)

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(s)

Edg

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(ca)

Con

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e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na na 038 023 017 010 na na na na 008 002 002 001 015 005 004 002 na na na na5 (127) 062 059 057 054 062 032 024 014 059 054 053 052 037 011 009 005 062 023 017 010 na na na na6 (152) 064 061 058 055 069 035 026 015 060 055 054 053 048 015 011 007 069 030 022 013 na na na na

6-14 (159) 065 062 059 055 070 036 027 016 061 055 054 053 051 016 012 007 070 032 024 014 065 na na na7 (178) 067 063 060 056 075 039 029 017 062 055 055 053 061 019 014 009 075 038 028 017 069 na na na8 (203) 069 065 061 057 082 042 031 018 064 056 055 054 074 023 017 010 082 042 031 018 074 na na na9 (229) 072 067 063 058 089 046 034 020 065 057 056 054 089 028 021 012 089 046 034 020 078 na na na

10 (254) 074 069 064 058 097 050 037 021 067 058 056 055 100 032 024 015 097 050 037 021 083 na na na11 (279) 076 070 065 059 100 054 040 023 069 059 057 055 037 028 017 100 054 040 023 087 na na na

11-14 (286) 077 071 066 059 056 041 024 069 059 057 055 038 029 017 056 041 024 088 059 na na12 (305) 079 072 067 060 059 044 026 070 059 058 056 042 032 019 059 044 026 091 061 na na13 (330) 081 074 068 061 064 047 028 072 060 058 056 048 036 022 064 047 028 094 064 na na14 (356) 084 076 069 062 069 051 030 074 061 059 056 053 040 024 069 051 030 098 066 na na

14-14 (362) 084 076 070 062 070 052 030 074 061 059 057 055 041 025 070 052 030 099 067 061 na16 (406) 088 080 072 063 079 058 034 077 063 060 057 065 049 029 079 058 034 100 071 064 na18 (457) 093 083 075 065 089 065 038 081 064 062 058 078 058 035 089 065 038 075 068 na20 (508) 098 087 078 067 099 073 043 084 066 063 059 091 068 041 099 073 043 079 072 na22 (559) 100 091 081 068 100 080 047 088 067 064 060 100 079 047 100 080 047 083 075 na

22-14 (565) 091 081 069 081 047 088 067 064 060 080 048 081 047 084 076 06424 (610) 094 083 070 087 051 091 069 066 061 090 054 087 051 087 079 06626 (660) 098 086 072 094 055 094 070 067 062 100 061 094 055 090 082 06928 (711) 100 089 073 100 060 098 072 068 063 068 100 060 094 085 07230 (762) 092 075 064 100 074 069 064 075 064 097 088 07436 (914) 100 080 077 078 073 067 099 077 100 097 081

gt48 (1219) 090 100 088 081 072 100 100 100 094

Table 36 mdash Load adjustment factors for 1-in diameter fractional threaded rods in cracked concrete 123

1 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20(102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na na 044 042 040 038 na na na na 009 004 003 002 017 008 006 003 na na na na5 (127) 062 059 057 054 062 056 050 044 059 055 054 053 042 019 014 008 062 037 028 017 na na na na6 (152) 064 061 058 055 069 060 053 046 061 057 055 054 055 024 018 011 069 049 037 022 na na na na

6-14 (159) 065 062 059 055 070 061 054 046 062 057 056 054 058 026 019 012 070 052 039 023 068 na na na7 (178) 067 063 060 056 075 065 057 047 063 058 056 054 069 031 023 014 075 061 046 028 072 na na na8 (203) 069 065 061 057 082 070 060 049 065 059 057 055 084 038 028 017 082 070 056 034 077 na na na9 (229) 072 067 063 058 089 075 064 051 067 060 058 056 100 045 034 020 089 075 064 040 082 na na na

10 (254) 074 069 064 058 097 080 067 053 069 061 059 056 052 039 024 097 080 067 047 086 na na na11 (279) 076 070 065 059 100 086 071 055 070 062 060 057 060 045 027 100 086 071 054 090 na na na

11-14 (286) 077 071 066 059 087 072 056 071 062 060 057 063 047 028 087 072 056 092 070 na na12 (305) 079 072 067 060 091 075 057 072 063 061 058 069 052 031 091 075 057 095 072 na na13 (330) 081 074 068 061 097 079 059 074 064 062 058 078 058 035 097 079 059 098 075 na na14 (356) 084 076 069 062 100 083 062 076 065 063 059 087 065 039 100 083 062 100 078 na na

14-14 (362) 084 076 070 062 084 062 077 065 063 059 089 067 040 084 062 079 071 na16 (406) 088 080 072 063 091 066 080 067 064 060 100 080 048 091 066 083 076 na18 (457) 093 083 075 065 100 070 083 070 066 061 095 057 100 070 088 080 na20 (508) 098 087 078 067 075 087 072 068 063 100 067 075 093 085 na22 (559) 100 091 081 068 080 091 074 070 064 077 080 098 089 na

22-14 (565) 091 081 069 080 091 074 070 064 078 080 098 089 07524 (610) 094 083 070 085 095 076 071 065 088 085 100 093 07826 (660) 098 086 072 090 098 078 073 067 099 090 096 08128 (711) 100 089 073 095 100 080 075 068 100 095 100 08430 (762) 092 075 100 083 077 069 100 08736 (914) 100 080 089 082 073 096

gt48 (1219) 090 100 093 081 1001 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

31Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 37 mdash Load adjustment factors for 1-14-in diameter fractional threaded rods in uncracked concrete 123

1-14 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25

(127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635)

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(h)

mdash in

(mm

) 1-34 (44) na na na na 037 022 016 009 na na na na 005 002 001 001 011 003 002 001 na na na na6-14 (159) 062 059 057 054 063 032 024 014 059 054 053 052 037 011 008 005 063 022 016 010 na na na na

7 (178) 064 060 058 055 067 034 025 015 060 054 053 052 043 013 009 006 067 026 019 011 na na na na8 (203) 066 062 059 055 072 037 027 016 061 055 054 053 053 016 012 007 072 031 023 014 066 na na na9 (229) 068 063 060 056 078 040 029 017 062 055 054 053 063 019 014 008 078 038 028 017 070 na na na

10 (254) 070 065 061 057 083 043 031 018 064 056 055 054 074 022 016 010 083 043 031 018 074 na na na11 (279) 072 066 062 057 089 046 034 020 065 057 055 054 086 025 019 011 089 046 034 020 078 na na na12 (305) 074 068 063 058 095 049 036 021 066 057 056 054 098 029 021 013 095 049 036 021 081 na na na13 (330) 076 069 064 059 100 052 038 023 068 058 056 055 100 033 024 014 100 052 038 023 084 na na na14 (356) 077 071 066 059 056 041 024 069 059 057 055 036 027 016 056 041 024 087 058 na na

14-14 (362) 078 071 066 060 057 042 025 069 059 057 055 037 027 016 057 042 025 088 059 na na15 (381) 079 072 067 060 060 044 026 070 059 057 055 040 030 018 060 044 026 091 060 na na16 (406) 081 074 068 061 064 047 028 072 060 058 056 045 033 020 064 047 028 094 062 na na17 (432) 083 075 069 061 068 050 029 073 060 058 056 049 036 021 068 050 029 096 064 na na18 (457) 085 077 070 062 072 053 031 075 061 059 056 053 039 023 072 053 031 099 066 060 na20 (508) 089 080 072 063 080 059 035 077 062 060 057 062 046 027 080 059 035 100 070 063 na22 (559) 093 083 074 065 088 065 038 080 063 061 058 072 053 032 088 065 038 073 066 na24 (610) 097 086 077 066 096 071 042 083 065 062 058 082 060 036 096 071 042 076 069 na26 (660) 100 089 079 067 100 077 045 086 066 063 059 092 068 041 100 077 045 079 072 na28 (711) 091 081 069 083 048 088 067 064 060 100 076 045 083 048 082 074 06330 (762) 094 083 070 089 052 091 068 065 061 084 050 089 052 085 077 06536 (914) 100 090 074 100 062 099 072 068 063 100 066 100 062 094 084 071

gt48 (1219) 100 082 083 100 079 074 067 100 083 100 097 082

Table 38 mdash Load adjustment factors for 1-14-in diameter fractional threaded rods in cracked concrete 123

1-14 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25

(127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635)

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mdash in

(mm

)

1-34 (44) na na na na 042 040 039 037 na na na na 007 003 002 001 013 006 004 003 na na na na6-14 (159) 062 059 057 054 063 056 050 044 060 056 055 053 044 020 015 009 087 039 029 018 na na na na

7 (178) 064 060 058 055 067 058 052 045 061 056 055 054 052 023 017 010 095 046 035 021 na na na na8 (203) 066 062 059 055 072 062 055 046 062 057 056 054 064 028 021 013 100 056 042 025 070 na na na9 (229) 068 063 060 056 078 066 057 048 064 058 057 055 076 034 025 015 066 051 030 074 na na na

10 (254) 070 065 061 057 083 070 060 049 065 059 057 055 089 039 030 018 070 059 036 078 na na na11 (279) 072 066 062 057 089 074 063 051 067 060 058 056 100 046 034 020 074 063 041 082 na na na12 (305) 074 068 063 058 095 078 066 053 068 061 059 056 052 039 023 078 066 047 086 na na na13 (330) 076 069 064 059 100 082 069 054 070 062 060 057 059 044 026 082 069 053 089 na na na14 (356) 077 071 066 059 087 072 056 072 063 060 057 065 049 029 087 072 056 093 071 na na

14-14 (362) 078 071 066 060 088 073 056 072 063 061 058 067 050 030 088 073 056 094 071 na na15 (381) 079 072 067 060 091 075 057 073 063 061 058 073 054 033 091 075 057 096 073 na na16 (406) 081 074 068 061 096 078 059 075 064 062 058 080 060 036 096 078 059 099 076 na na17 (432) 083 075 069 061 100 081 061 076 065 063 059 087 066 039 100 081 061 100 078 na na18 (457) 085 077 070 062 085 062 078 066 063 059 095 071 043 085 062 080 073 na20 (508) 089 080 072 063 091 066 081 068 065 061 100 084 050 091 066 085 077 na22 (559) 093 083 074 065 098 069 084 070 066 062 097 058 098 069 089 081 na24 (610) 097 086 077 066 100 073 087 072 068 063 100 066 100 073 093 084 na26 (660) 100 089 079 067 077 090 073 069 064 074 077 097 088 na28 (711) 091 081 069 081 093 075 071 065 083 081 100 091 07730 (762) 094 083 070 085 096 077 072 066 092 085 094 07936 (914) 100 090 074 097 100 082 077 069 100 097 100 087

gt48 (1219) 100 082 100 100 093 086 075 100 100

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

32 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

2410 canadian limit State design

Limit State Design of anchors is described in the provisions of CSA A233 -14 (2014) Annex D for post-installed anchors tested and assessed in accordance with ACI 3552 for mechanical anchors and ACI 3554 for adhesive anchors This section contains the Limit State Design tables with unfactored characteristic loads that are based on the published loads in ICC Evaluation Services ESR-3829 These tables are followed by factored resistance tables The factored resistance tables have characteristic design loads that are prefactored by the applicable reduction factors for a single anchor with no

anchor-to-anchor spacing or edge distance adjustments for the convenience of the user of this document All the figures in the previous ACI 318-14 Chapter 17 design section are applicable to Limit State Design and the tables will reference these figures

For a detailed explanation of the tables developed in accordance with CSA A233-14 (2014) Annex D refer to Section 318 Technical assistance is available by contacting Hilti Canada at (800) 363-4458 or at wwwhiltica

Table 39 mdash Specifications for CA Rebar installed with HIT-RE 100

Setting information Symbol UnitsRebar Size

10 M 15 M 20 M 25 M 30 M

Nominal bit diameter do in 916 34 1 1-14 1-12

Effective Embedment

minimum hefminmm 60 80 90 100 120

maximum hefmaxmm 226 320 390 504 598

Minimum Concrete Thickness hminmm hef + 30 hef + 2do

Table 40 mdash Specifications for CA Rebar installed with HIT-RE 100

Rebar Size

CSA-G3018 Grade 4002

Tensile3 Nsar

lb (kN)

Shear4 Vsar

lb (kN)

Seismic shear5 Vsareq

lb (kN)

10 M 7245 4035 2825

(322) 179) (126)

15 M 14525 8090 5665

(646) (360) (252)

20 M 21570 12020 8415

(959) (535) (374)

25 M 36025 20070 14050

(1602) (893) (625)

30 M 50715 28255 19780

(2256) (1257) (880)

1 See Section 3186 to convert design strength value to ASD value2 CSA-G3018 Grade 400 rebar are considered ductile steel elements3 Tensile = AseN фs ndash R as noted in CSA A233-14 Annex D4 Shear = AseV фs 060 futa R as noted in CSA A233-14 Annex D5 Seismic Shear = αVseis Vsar Reduction factor for seismic shear only

See section 3187 for additional information on seismic applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

33Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 41 mdash Hilti HIT-RE 100 adhesive design information with CA rebar in hammer drilled holes in accordance with CSA A233-14 Annex D 19

Design parameter Symbol UnitsRebar Size Ref

A233-1410 M 15 M 20 M 25 M 30 M

Anchor OD da mm 113 160 195 252 299

Effective minimum embedment 2 hefmm 60 80 90 101 120

Effective maximum embedment 2 hefmm 226 320 390 504 598

Minimum concrete thickness 2 hminmm hef + 30 hef + 2d0

Critical edge distance cacmm See ESR-3187 section 4110

Minimum edge distance cmin3 mm 57 80 98 126 150

Minimum anchor spacing sminmm 57 80 98 126 150

Coeff for factored conc breakoutresistance uncracked concrete kcuncr

4 - 10 D622

Coeff for factored conc breakoutresistance cracked concrete kccr

4 - 7 D622

Concrete material resistance factor ϕc - 065 842 Resistance modification factor for tension and shear concrete failure modes Condition B 5 Rconc - 100 D53 (c )

Dry Concrete

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 476 476 476 476 416D652

(MPa) (33) (33) (33) (33) (29Characteristic bond stress in uncracked concrete 78 τuncr

psi 1272 1204 1156 1100 1056D652

(MPa) (88) (83) (80) (76) (73Anchor category dry concrete - - 2 2 2 2 2

D53 (c)Resistance modification factor Rdry

- 085 085 085 085 085Water Saturated Concrete

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 424 420 405 360 319D652

(MPa) (29) (29) (28) (25) (22Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1061 986 878 803D652

(MPa) (78) (73) (68) (61) (55)Anchor category water-saturated concrete - - 3 3 3 3 3

D53 (c)Resistance modification factor Rws

- 075 075 075 075 075Water-Filled Hole

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 424 420 405 360 319D652

(MPa) (29) (29) (28) (25) (22)Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1061 986 878 803D652

(MPa) (78) (73) (68) (61) (55)Anchor category water-filled hole - - 3 3 3 3 3

D53 (c)Resistance modification factor Rwf

- 075 075 075 075 075Underwater Application

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 424 420 405 360 319D652

(MPa) (29) (29) (28) (25) (22)Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1061 986 878 803D652

(MPa) (78) (73) (68) (61) (55)Anchor category underwater - - 3 3 3 3 3

D53 (c)Resistance modification factor Ruw

- 075 075 075 075 075

1 Design information in this table is taken from ICC-ES ESR-3829 dated January 2016 table 32 and 33 and converted for use with CSA A233-14 Annex D2 See figure 23 Minimum edge distance may be reduced to 45mm provided rebar remains untorqued See ESR-3829 section 4194 For all design cases ψcN = 10 The appropriate coefficient for breakout resistance for cracked concrete (kccr) or uncracked concrete (kcuncr) must be used5 For use with the load combinations of CSA A233-14 chapter 8 Condition B applies where supplementary reinforcement in conformance with CSA A233-14 section D53 is not provided or

where pullout or pryout strength governs For cases where the presence of supplementary reinforcement can be verified the resistance modification factors associated with Condition A may be used

6 Temperature range A Max short term temperature = 130degF (55degC) max long term temperature = 110degF (43degC) Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

7 Bond strength values corresponding to concrete compressive strength fʹc = 2500 psi (172 MPa) For concrete compressive strength fʹc between 2500 psi (172 MPa) and 8000 psi (552 MPa) the tabulated characteristic bond strength may be increased by a factor of (fʹc2500)01 [for SI (fʹc 172)01]

8 Bond strength values are for sustained loads including dead and live loads For load combinations consisting of short-term loads only such as wind and seismic bond strengths may be increased by 40 percent

9 For structures assigned to Seismic Design Categories C D E or F bond strength values must be multiplied by αNseis = 09

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

34 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 42 mdash Hilti HIT-RE 100 adhesive factored resistance with concrete bond failure for CA rebar in uncracked concrete 12345678910

Rebar Size

EffectiveEmbedment

Depthin (mm)

Tension mdash Nr Shear mdash Vr

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

10 M

4-12 4515 4620 4705 4840 9030 9235 9405 9680(115) (201) (205) (209) (215) (402) (411) (418) (431)

7-116 7070 7230 7360 7575 14135 14455 14720 15150(180) (314) (322) (327) (337) (629) (643) (655) (674)8-78 8875 9075 9240 9510 17750 18150 18485 19025(226) (395) (404) (411) (423) (790) (807) (822) (846)

15 M

5-1116 7630 7805 7945 8180 15260 15605 15895 16360(145) (339) (347) (353) (364) (679) (694) (707) (728)

9-1316 13155 13455 13700 14100 26315 26910 27405 28205(250) (585) (598) (609) (627) (1171) (1197) (1219) (1255)

12-58 16840 17220 17540 18050 33685 34445 35075 36100(320) (749) (766) (780) (803) (1498) (1532) (1560) (1606)

20 M

7-78 12315 12595 12825 13200 24635 25190 25655 26400(200) (548) (560) (571) (587) (1096) (1120) (1141) (1174)14 21865 22355 22765 23430 43725 44710 45535 46865

(355) (972) (994) (1013) (1042) (1945) (1989) (2025) (2085)15-38 24020 24560 25010 25740 48035 49120 50025 51485(390) (1068) (1092) (1113) (1145) (2137) (2185) (2225) (2290)

25 M

9-116 17420 17810 18140 18670 34835 35620 36280 37335(230) (775) (792) (807) (830) (1550) (1585) (1614) (1661)

15-1516 30670 31365 31940 32870 61340 62725 63880 65745(405) (1364) (1395) (1421) (1462) (2729) (2790) (2842) (2924)

19-1316 38170 39030 39750 40910 76335 78060 79495 81815(504) (1698) (1736) (1768) (1820) (3396) (3472) (3536) (3639)

30 M

10-14 22430 22935 23355 24040 44855 45870 46710 48075(260) (998) (1020) (1039) (1069) (1995) (2040) (2078) (2138)

17-1516 39250 40135 40875 42065 78500 80270 81745 84130(455) (1746) (1785) (1818) (1871) (3492) (3571) (3636) (3742)

23-916 51585 52750 53720 55285 103170 105495 107435 110575(598) (2295) (2346) (2390) (2459) (4589) (4693) (4779) (4919)

1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 40

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only Seismic design is not permitted for uncracked concrete

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

35Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 43 mdash Hilti HIT-RE 100 adhesive factored resistance with concrete bond failure for CA rebar in cracked concrete 12345678910

Rebar Size

EffectiveEmbedment

Depthin (mm)

Tension mdash Nr Shear mdash Vr

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

10 M

4-12 1690 1730 1760 1810 3380 3455 3520 3620(115) (75) (77) (78) (81) (150) (154) (157) (161)

7-116 2645 2705 2755 2835 5290 5410 5510 5670(180) (118) (120) (123) (126) (235) (241) (245) (252)8-78 3320 3395 3460 3560 6640 6790 6915 7120(226) (148) (151) (154) (158) (295) (302) (308) (317)

15 M

5-1116 3015 3085 3140 3235 6035 6170 6285 6465(145) (134) (137) (140) (144) (268) (274) (280) (288)

9-1316 5200 5320 5415 5575 10405 10640 10835 11150(250) (231) (237) (241) (248) (463) (473) (482) (496)

12-58 6660 6810 6935 7135 13315 13615 13865 14270(320) (296) (303) (308) (317) (592) (606) (617) (635)

20 M

7-78 5070 5185 5280 5435 10145 10370 10565 10870(200) (226) (231) (235) (242) (451) (461) (470) (484)14 9000 9205 9375 9650 18005 18410 18750 19295

(355) (400) (409) (417) (429) (801) (819) (834) (858)15-38 9890 10115 10300 10600 19780 20225 20600 21200(390) (440) (450) (458) (471) (880) (900) (916) (943)

25 M

9-116 7535 7705 7850 8080 15075 15415 15700 16155(230) (335) (343) (349) (359) (671) (686) (698) (719)

15-1516 13270 13570 13820 14225 26545 27145 27645 28450(405) (590) (604) (615) (633) (1181) (1207) (1230) (1265)

19-1316 16515 16890 17200 17700 33035 33780 34400 35405(504) (735) (751) (765) (787) (1469) (1503) (1530) (1575)

30 M

10-14 8835 9035 9200 9470 17670 18070 18400 18940(260) (393) (402) (409) (421) (786) (804) (819) (842)

17-1516 15460 15810 16100 16570 30925 31620 32205 33145(455) (688) (703) (716) (737) (1376) (1407) (1432) (1474)

23-916 20320 20780 21160 21780 40640 41560 42325 43560(598) (904) (924) (941) (969) (1808) (1849) (1883) (1938)

1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 40

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only For seismic loads multiply cracked concrete tabular values in tension and shear by αseis = 0675 See section 245 for additional information on seismic

applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

36 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 45 mdash Load adjustment factors for 10M rebar in uncracked concrete 123

10 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4-12 7-116 8-78 4-12 7-116 8-78 4-12 7-116 8-89 4-12 7-116 8-78 4-12 7-116 8-78 4-12 7-116 8-78(115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 025 016 012 na na na 009 006 005 018 012 009 na na na2-316 (55) 058 055 054 028 017 013 054 053 053 012 008 006 025 016 013 na na na

3 (76) 061 057 056 033 020 016 056 054 054 020 013 010 033 020 016 na na na4 (102) 065 059 057 039 024 019 058 056 055 031 020 016 039 024 019 na na na5 (127) 068 062 059 046 029 023 060 057 056 043 028 022 046 029 023 na na na

5-1116 (145) 071 063 061 053 033 026 061 058 057 053 034 027 053 033 026 066 na na6 (152) 072 064 061 056 035 027 061 059 057 057 037 029 056 035 027 068 na na7 (178) 076 066 063 065 040 032 063 060 059 072 046 037 065 040 032 073 na na8 (203) 079 069 065 074 046 036 065 061 060 088 056 045 074 046 036 078 na na

8-14 (210) 080 069 065 077 048 038 066 062 060 092 059 047 077 048 038 080 069 na9 (229) 083 071 067 084 052 041 067 063 061 100 067 053 084 052 041 083 071 na

10-116 (256) 087 074 069 094 058 046 069 064 062 080 063 094 058 046 088 076 07011 (279) 090 076 071 100 063 050 071 066 063 091 072 100 063 050 092 079 07312 (305) 094 078 072 069 054 073 067 065 100 082 069 054 096 083 07714 (356) 100 083 076 081 064 077 070 067 100 081 064 100 089 08316 (406) 088 080 092 073 081 073 070 092 073 095 08818 (457) 092 084 100 082 084 076 072 100 082 100 09424 (610) 100 095 100 096 084 079 100 10030 (762) 100 100 093 08736 (914) 100 094

gt48 (1219) 100

Table 46 mdash Load adjustment factors for 10M rebar in cracked concrete 123

10 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4-12 7-116 8-78 4-12 7-116 8-78 4-12 7-116 8-89 4-12 7-116 8-78 4-12 7-116 8-78 4-12 7-116 8-78(115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 049 044 042 na na na 017 011 009 034 022 017 na na na2-316 (55) 058 055 054 052 046 043 056 055 054 024 015 012 047 030 024 na na na

3 (76) 061 057 056 060 050 047 059 057 056 039 025 020 060 049 039 na na na4 (102) 065 059 057 070 056 051 062 059 058 059 038 030 070 056 051 na na na5 (127) 068 062 059 080 062 056 065 061 059 083 053 042 080 062 056 na na na

5-1116 (145) 071 063 061 088 066 059 067 062 061 100 065 052 088 066 059 082 na na6 (152) 072 064 061 091 068 061 068 063 061 070 056 091 068 061 084 na na7 (178) 076 066 063 100 074 065 071 065 063 088 070 100 074 065 091 na na8 (203) 079 069 065 081 070 074 067 065 100 085 081 070 097 na na

8-14 (210) 080 069 065 083 072 074 068 066 090 083 072 099 085 na9 (229) 083 071 067 088 076 077 070 067 100 088 076 100 089 na

10-116 (256) 087 074 069 096 081 080 072 069 096 081 094 08711 (279) 090 076 071 100 086 082 074 071 100 086 098 09112 (305) 094 078 072 092 085 076 073 092 100 09514 (356) 100 083 076 100 091 081 076 100 10016 (406) 088 080 097 085 08018 (457) 092 084 100 089 08424 (610) 100 095 100 09530 (762) 100 10036 (914)

gt48 (1219)

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

37Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 47 mdash Load adjustment factors for 15M rebar in uncracked concrete 123

15 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58

(145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320)

Spac

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(s)

Edg

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ista

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(ca)

Con

cret

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ickn

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(h)

mdash in

(mm

) 1-34 (44) na na na 025 014 011 na na na 006 004 003 013 007 006 na na na3-18 (80) 059 055 054 032 018 014 055 053 053 015 009 007 031 018 014 na na na

4 (102) 062 057 055 036 020 016 056 054 054 022 013 010 036 020 016 na na na5 (127) 065 058 057 041 023 018 058 055 054 031 018 014 041 023 018 na na na6 (152) 068 060 058 047 026 020 059 056 055 040 023 018 047 026 020 na na na7 (178) 070 062 059 053 030 023 061 057 056 051 029 023 053 030 023 na na na

7-14 (184) 071 062 060 055 031 024 061 058 056 053 031 024 055 031 024 066 na na8 (203) 073 064 061 060 034 026 062 058 057 062 036 028 060 034 026 070 na na9 (229) 076 065 062 068 038 029 064 059 058 074 043 034 068 038 029 074 na na

10 (254) 079 067 063 075 042 033 065 061 059 087 050 039 075 042 033 078 na na11-38 (289) 083 069 065 086 048 037 067 062 060 100 061 048 086 048 037 083 069 na

12 (305) 085 070 066 090 051 039 068 063 061 066 052 090 051 039 085 071 na14-18 (359) 091 074 069 100 060 046 071 065 063 084 066 100 060 046 093 077 071

16 (406) 097 077 071 068 052 074 067 064 100 079 068 052 098 082 07618 (457) 100 080 074 076 059 077 069 066 095 076 059 100 087 08020 (508) 084 076 084 065 080 071 068 100 084 065 092 08522 (559) 087 079 093 072 083 073 070 093 072 096 08924 (610) 091 082 100 078 086 075 071 100 078 100 09330 (762) 100 090 098 095 082 077 098 10036 (914) 098 100 100 088 082 100

gt48 (1219) 100 100 093

Table 48 mdash Load adjustment factors for 15M rebar in cracked concrete 123

15 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58

(145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320)

Spac

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(s)

Edg

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(ca)

Con

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e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 046 041 040 na na na 011 007 005 023 013 010 na na na3-18 (80) 059 055 054 055 046 044 057 055 054 028 016 013 055 032 025 na na na

4 (102) 062 057 055 062 050 046 059 056 055 040 023 018 062 046 036 na na na5 (127) 065 058 057 069 054 049 061 058 057 055 032 025 069 054 049 na na na6 (152) 068 060 058 077 058 052 063 059 058 073 042 033 077 058 052 na na na7 (178) 070 062 059 086 062 056 066 061 059 092 053 042 086 062 056 na na na

7-14 (184) 071 062 060 088 063 056 066 061 060 096 056 044 088 063 056 081 na na8 (203) 073 064 061 095 066 059 068 063 061 100 065 051 095 066 059 085 na na9 (229) 076 065 062 100 071 062 070 064 062 078 061 100 071 062 090 na na

10 (254) 079 067 063 076 066 072 066 063 091 071 076 066 095 na na11-38 (289) 083 069 065 082 071 076 068 065 100 086 082 071 100 084 na

12 (305) 085 070 066 086 073 077 069 066 093 086 073 087 na14-18 (359) 091 074 069 097 081 082 072 069 100 097 081 094 087

16 (406) 097 077 071 100 088 086 075 071 100 088 100 09218 (457) 100 080 074 096 090 078 074 096 09820 (508) 084 076 100 095 081 077 100 10022 (559) 087 079 099 084 07924 (610) 091 082 100 088 08230 (762) 100 090 097 09036 (914) 098 100 098

gt48 (1219) 100 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

38 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 49 mdash Load adjustment factors for 20M rebar in uncracked concrete 123

20 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38(200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390)

Spac

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(s)

Edg

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(ca)

Con

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ickn

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(h)

mdash in

(mm

)

1-34 (44) na na na 021 011 010 na na na 004 002 002 008 005 004 na na na3-78 (98) 058 055 054 028 015 014 054 053 053 014 008 007 027 015 014 na na na

4 (102) 058 055 054 029 016 014 055 053 053 014 008 007 029 016 014 na na na5 (127) 061 056 055 032 018 016 056 054 054 020 011 010 032 018 016 na na na6 (152) 063 057 057 036 020 018 057 055 054 027 015 014 036 020 018 na na na7 (178) 065 058 058 040 022 020 058 055 055 034 019 017 040 022 020 na na na8 (203) 067 060 059 044 024 022 059 056 056 041 023 021 044 024 022 na na na9 (229) 069 061 060 050 027 025 060 057 057 049 028 025 050 027 025 na na na

10 (254) 071 062 061 055 030 027 061 058 057 057 032 029 055 030 027 068 na na11 (279) 073 063 062 061 033 030 063 059 058 066 037 034 061 033 030 071 na na12 (305) 075 064 063 066 036 033 064 059 059 075 042 039 066 036 033 074 na na14 (356) 080 067 065 077 042 038 066 061 060 095 053 049 077 042 038 080 na na16 (406) 084 069 067 088 048 044 068 063 062 100 065 059 088 048 044 086 071 na18 (457) 088 071 070 100 054 049 071 064 063 078 071 100 054 049 091 075 07320 (508) 092 074 072 060 055 073 066 065 091 083 060 055 096 079 07722 (559) 097 076 074 066 060 075 067 066 100 096 066 060 100 083 08024 (610) 100 079 076 072 066 078 069 068 100 072 066 087 08426 (660) 081 078 078 071 080 070 069 078 071 090 08728 (711) 083 080 084 076 082 072 071 084 076 094 09130 (762) 086 083 090 082 084 074 072 090 082 097 09436 (914) 093 089 100 098 091 078 076 100 098 100 100

gt48 (1219) 100 100 100 100 088 085 100

Table 50 mdash Load adjustment factors for 20M rebar in cracked concrete 123

20 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38(200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390)

Spac

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(s)

Edg

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ickn

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(h)

mdash in

(mm

)

1-34 (44) na na na 043 039 039 na na na 007 004 004 015 008 007 na na na3-78 (98) 058 055 054 053 045 044 056 054 054 024 013 012 048 027 024 na na na

4 (102) 058 055 054 054 045 044 057 055 054 025 014 013 050 028 026 na na na5 (127) 061 056 055 059 048 047 058 056 055 035 020 018 059 040 036 na na na6 (152) 063 057 057 064 051 049 060 057 056 046 026 024 064 051 047 na na na7 (178) 065 058 058 070 053 052 062 058 057 058 033 030 070 053 052 na na na8 (203) 067 060 059 076 056 054 063 059 059 071 040 036 076 056 054 na na na9 (229) 069 061 060 082 059 057 065 060 060 085 048 043 082 059 057 na na na

10 (254) 071 062 061 088 062 060 067 061 061 099 056 051 088 062 060 081 na na11 (279) 073 063 062 095 065 062 068 062 062 100 065 059 095 065 062 085 na na12 (305) 075 064 063 100 069 065 070 064 063 074 067 100 069 065 089 na na14 (356) 080 067 065 075 071 073 066 065 093 084 075 071 096 na na16 (406) 084 069 067 082 077 077 068 067 100 100 082 077 100 085 na18 (457) 088 071 070 089 083 080 070 069 089 083 090 08720 (508) 092 074 072 096 090 083 073 071 096 090 095 09222 (559) 097 076 074 100 096 086 075 073 100 096 100 09724 (610) 100 079 076 100 090 077 076 100 10026 (660) 081 078 093 079 07828 (711) 083 080 096 082 08030 (762) 086 083 100 084 08236 (914) 093 089 091 088

gt48 (1219) 100 100 100 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

39Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 51 mdash Load adjustment factors for 25M rebar in uncracked concrete 123

25 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316

(230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504)

Spac

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(s)

Edg

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ista

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(ca)

Con

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e Th

ickn

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(h)

mdash in

(mm

) 1-34 (44) na na na 022 012 010 na na na 003 002 001 006 003 003 na na na5 (127) 059 055 054 032 018 014 055 053 053 014 008 007 029 016 013 na na na6 (152) 061 056 055 035 019 015 055 054 053 019 011 009 035 019 015 na na na7 (178) 063 057 056 039 021 017 056 054 054 024 013 011 039 021 017 na na na8 (203) 065 058 057 042 023 018 057 055 054 029 016 013 042 023 018 na na na9 (229) 067 059 058 046 025 020 058 056 055 035 020 016 046 025 020 na na na

10 (254) 068 060 058 050 027 022 059 056 055 040 023 018 050 027 022 na na na11-916 (294) 071 062 060 057 031 025 061 057 056 050 029 023 057 031 025 065 na na

12 (305) 072 063 060 059 032 026 061 058 056 053 030 024 059 032 026 066 na na14 (356) 076 065 062 069 038 030 063 059 058 067 038 031 069 038 030 071 na na16 (406) 079 067 063 079 043 034 065 060 059 082 047 037 079 043 034 076 na na18 (457) 083 069 065 089 049 039 066 061 060 098 056 045 089 049 039 081 na na

18-716 (469) 084 069 066 091 050 040 067 062 060 100 058 046 091 050 040 082 068 na20 (508) 087 071 067 099 054 043 068 063 061 065 052 099 054 043 085 071 na

22-38 (568) 091 073 069 100 060 048 070 064 062 077 062 100 060 048 090 075 07024 (610) 094 075 070 065 052 072 065 063 085 069 065 052 094 077 07226 (660) 098 077 072 070 056 074 066 064 096 077 070 056 097 081 07528 (711) 100 079 074 076 060 076 068 065 100 087 076 060 100 084 07830 (762) 081 075 081 065 077 069 066 096 081 065 087 08136 (914) 088 080 097 078 083 073 069 100 097 078 095 088

gt48 (1219) 100 090 100 100 094 080 076 100 100 100 100

Table 52 mdash Load adjustment factors for 25M rebar in cracked concrete 123

25 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316

(230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504)

Spac

ing

(s)

Edg

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ista

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(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 042 039 038 na na na 005 003 002 010 006 004 na na na5 (127) 059 055 054 055 046 044 056 054 054 024 013 011 047 027 022 na na na6 (152) 061 056 055 060 048 046 058 055 055 031 018 014 060 035 028 na na na7 (178) 063 057 056 065 051 048 059 056 055 039 022 018 065 044 036 na na na8 (203) 065 058 057 070 053 050 060 057 056 048 027 022 070 053 044 na na na9 (229) 067 059 058 075 056 051 061 058 057 057 032 026 075 056 051 na na na

10 (254) 068 060 058 080 059 053 063 059 058 067 038 030 080 059 053 na na na11-916 (294) 071 062 060 089 063 057 065 060 059 083 047 038 089 063 057 077 na na

12 (305) 072 063 060 091 064 058 065 060 059 088 050 040 091 064 058 078 na na14 (356) 076 065 062 100 069 062 068 062 061 100 063 051 100 069 062 084 na na16 (406) 079 067 063 075 066 070 064 062 077 062 075 066 090 na na18 (457) 083 069 065 081 071 073 066 064 092 074 081 071 096 na na

18-716 (469) 084 069 066 083 072 074 066 064 095 076 083 072 097 080 na20 (508) 087 071 067 087 075 075 067 065 100 086 087 075 100 084 na

22-38 (568) 091 073 069 095 081 078 070 067 100 095 081 088 08224 (610) 094 075 070 100 085 081 071 068 100 085 092 08526 (660) 098 077 072 090 083 073 070 090 095 08928 (711) 100 079 074 095 086 074 071 095 099 09230 (762) 081 075 100 088 076 073 100 100 09536 (914) 088 080 096 081 077 100

gt48 (1219) 100 090 100 092 086

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

40 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 53 mdash Load adjustment factors for 30M rebar in uncracked concrete 123

30 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916

(260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598)

Spac

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(s)

Edg

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(ca)

Con

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ickn

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(h)

mdash in

(mm

)

1-34 (44) na na na 023 013 009 na na na 002 001 001 005 003 002 na na na5-78 (150) 060 055 054 034 019 014 055 053 053 014 008 006 029 016 012 na na na

6 (152) 060 056 054 034 019 014 055 053 053 015 008 006 029 017 013 na na na7 (178) 061 057 055 037 020 015 055 054 053 018 011 008 037 020 015 na na na8 (203) 063 057 056 040 022 017 056 054 054 022 013 010 040 022 017 na na na9 (229) 065 058 056 043 024 018 057 055 054 027 015 012 043 024 018 na na na

10 (254) 066 059 057 047 026 019 058 055 054 031 018 014 047 026 019 na na na11 (279) 068 060 058 050 028 021 058 056 055 036 021 016 050 028 021 na na na12 (305) 070 061 058 054 029 022 059 056 055 041 024 018 054 029 022 na na na

13-14 (337) 072 062 059 059 033 024 060 057 056 048 027 021 059 033 024 064 na na14 (356) 073 063 060 063 034 026 061 057 056 052 030 023 063 034 026 066 na na16 (406) 076 065 061 071 039 030 062 058 057 064 036 028 071 039 030 070 na na18 (457) 079 067 063 080 044 033 064 060 058 076 043 033 080 044 033 074 na na20 (508) 083 069 064 089 049 037 065 061 059 089 051 039 089 049 037 079 na na

20-78 (531) 084 069 065 093 051 039 066 061 059 095 054 041 093 051 039 080 na na22 (559) 086 070 066 098 054 041 067 062 060 100 059 045 098 054 041 082 068 na24 (610) 089 072 067 100 059 044 068 063 061 067 051 100 059 044 086 071 na

26-916 (675) 093 075 069 065 049 070 064 062 078 059 065 049 091 075 06928 (711) 096 076 070 069 052 072 065 062 084 064 069 052 093 077 07030 (762) 099 078 071 074 055 073 066 063 093 071 074 055 096 080 07336 (914) 100 083 075 088 066 078 069 066 100 093 088 066 100 087 080

gt48 (1219) 095 084 100 089 087 075 071 100 100 089 100 100 092

Table 54 mdash Load adjustment factors for 30M rebar in cracked concrete 123

30 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916

(260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598)

Spac

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(s)

Edg

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ista

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(ca)

Con

cret

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ickn

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(h)

mdash in

(mm

)

1-34 (44) na na na 041 038 038 na na na 004 002 002 008 005 004 na na na5-78 (150) 060 055 054 056 047 044 057 055 054 026 015 011 052 030 022 na na na

6 (152) 060 056 054 057 047 044 057 055 054 026 015 012 053 030 023 na na na7 (178) 061 057 055 061 049 046 058 056 055 033 019 015 061 038 029 na na na8 (203) 063 057 056 065 051 047 059 056 055 041 023 018 065 047 035 na na na9 (229) 065 058 056 069 053 049 060 057 056 049 028 021 069 053 042 na na na

10 (254) 066 059 057 074 056 050 061 058 057 057 033 025 074 056 050 na na na11 (279) 068 060 058 079 058 052 063 059 057 066 038 029 079 058 052 na na na12 (305) 070 061 058 083 060 054 064 059 058 075 043 033 083 060 054 na na na

13-14 (337) 072 062 059 089 063 056 065 060 059 087 050 038 089 063 056 078 na na14 (356) 073 063 060 093 065 057 066 061 059 094 054 041 093 065 057 080 na na16 (406) 076 065 061 100 070 061 068 063 061 100 066 050 100 070 061 086 na na18 (457) 079 067 063 075 064 071 064 062 079 060 075 064 091 na na20 (508) 083 069 064 081 068 073 066 063 092 070 081 068 096 na na

20-78 (531) 084 069 065 083 070 074 066 064 098 075 083 070 098 na na22 (559) 086 070 066 086 072 075 067 064 100 081 086 072 100 083 na24 (610) 089 072 067 092 076 077 069 066 092 092 076 087 na

26-916 (675) 093 075 069 099 081 080 071 067 100 099 081 092 08428 (711) 096 076 070 100 084 082 072 068 100 084 094 08630 (762) 099 078 071 088 084 074 070 088 097 08936 (914) 100 083 075 100 091 078 074 100 100 097

gt48 (1219) 095 084 100 088 082 1001 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

41Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 55 mdash Hilti HIT-RE 100 design information with HAS threaded rods in hammer drilled holes in accordance with CSA A233-14 Annex D 19

Design parameter Symbol UnitsNominal rod diameter (in) Ref

A233-1438 12 58 34 78 1 1-14

Anchor OD da mm 95 127 159 191 222 254 318

Effective minimum embedment 2 hefmm 60 70 79 89 89 102 127

Effective maximum embedment 2 hefmm 191 254 318 381 445 508 635

Minimum concrete thickness 2 hminmm hef + 30 hef + 2d0

Critical edge distance cacmm See ESR-3829 section 4110

Minimum edge distance cmin3 mm 48 64 79 95 111 127 159

Minimum anchor spacing sminmm 48 64 79 95 111 127 159

Coeff for factored conc breakoutresistance uncracked concrete kcuncr

4 - 10 D622

Coeff for factored conc breakoutresistance cracked concrete kccr

4 - 7 D622

Concrete material resistance factor ϕc - 065 842 Resistance modification factor for tension and shear concrete failure modes Condition B 5 Rconc - 100 D53 (c )

Dry Concrete

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 616 592 592 560 516 480 408D652

(MPa) (42) (41) (41) (39) (36) (33) (28

Characteristic bond stress in uncracked concrete 78 τuncr

psi 1272 1256 1204 1164 1124 1092 1048D652

(MPa) (88) (87) (83) (80) (78) (75) (72)

Anchor category dry concrete - - 2 2 2 2 2 2 2Resistance modification factor Rdry

- 085 085 085 085 085 085 085Water Saturated Concrete

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 548 521 521 476 416 375 300D652

(MPa) (38) (36) (36) (33) (29) (26) (21)Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1106 1061 994 915 859 776D652

(MPa) (78) (76) (73) (69) (63) (59) (54)Anchor category water-saturated concrete - - 2 2 2 2 2 2 2Resistance modification factor Rws

- 085 085 085 085 085 085 085Water-Filled Hole

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 548 521 521 476 416 375 300D652

(MPa) (38) (36) (36) (33) (29) (26) (21)

Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1106 1061 994 915 859 776D652

(MPa) (78) (76) (73) (69) (63) (59) (54)

Anchor category water-filled hole - - 3 3 3 3 3 3 3D53 (c)

Resistance modification factor Rwf- 075 075 075 075 075 075 075

Underwater Application

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 548 521 521 476 416 375 300D652

(MPa) (38) (36) (36) (33) (29) (26) (21)Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1106 1061 994 915 859 776D652

(MPa) (78) (76) (73) (69) (63) (59) (54)Anchor category underwater - - 3 3 3 3 3 3 3Resistance modification factor Ruw

- 075 075 075 075 075 075 075

1 Design information in this table is taken from ICC-ES ESR-3829 dated January 2016 table 8 and 9 and converted for use with CSA A233-14 Annex D2 See figure 43 Minimum edge distance may be reduced to 45mm lt cai lt 5d provided Tinst is reduced See ESR-3829 section 4194 For all design cases ψcN = 10 The appropriate coefficient for breakout resistance for cracked concrete (kccr) or uncracked concrete (kcuncr) must be used5 For use with the load combinations of CSA A233-14 chapter 8 Condition B applies where supplementary reinforcement in conformance with CSA A233-14 section D53 is not provided or

where pullout or pryout strength governs For cases where the presence of supplementary reinforcement can be verified the resistance modification factors associated with Condition A may be used

6 Temperature range A Max short term temperature = 130degF (55degC) max long term temperature = 110degF (43degC) Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

7 Bond strength values corresponding to concrete compressive strength fʹc = 2500 psi (172 MPa) For concrete compressive strength fʹc between 2500 psi (172 MPa) and 8000 psi (552 MPa) the tabulated characteristic bond strength may be increased by a factor of (fʹc2500)01 [for SI (fʹc 172)01]

8 Bond strength values are for sustained loads including dead and live loads For load combinations consisting of short-term loads only such as wind and seismic bond strengths may be increased by 40 percent

9 For structures assigned to Seismic Design Categories C D E or F bond strength values must be multiplied by αNseis = 09

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

42 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 56 mdash Hilti HIT-RE 100 adhesive factored resistance with concrete bond failure for threaded rod in uncracked concrete 12345678910

Nominal Anchor

Diameter in (mm)

Nominal anchor diameter in (mm)

Tension mdash Nn Shear mdash Vn

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

38

2-38 1995 2040 2080 2140 1995 2040 2080 2140(60) (89) (91) (92) (95) (89) (91) (92) (95)

3-38 2840 2900 2955 3040 5675 5805 5910 6080(86) (126) (129) (131) (135) (252) (258) (263) (271)

4-12 3785 3870 3940 4055 7565 7735 7880 8110(114) (168) (172) (175) (180) (337) (344) (351) (361)7-12 6305 6450 6565 6760 12610 12895 13135 13515(191) (280) (287) (292) (301) (561) (574) (584) (601)

12

2-34 3045 3115 3170 3260 6090 6225 6340 6525(70) (135) (138) (141) (145) (271) (277) (282) (290)

4-12 4980 5095 5185 5340 9960 10185 10375 10675(114) (222) (227) (231) (237) (443) (453) (461) (475)

6 6640 6790 6915 7120 13285 13580 13830 14235(152) (295) (302) (308) (317) (591) (604) (615) (633)10 11070 11320 11525 11865 22140 22635 23055 23725

(254) (492) (503) (513) (528) (985) (1007) (1025) (1055)

58

3-18 4145 4240 4315 4440 8290 8475 8635 8885(79) (184) (189) (192) (198) (369) (377) (384) (395)

5-58 7460 7630 7770 7995 14920 15260 15540 15990(143) (332) (339) (346) (356) (664) (679) (691) (711)7-12 9950 10170 10360 10660 19895 20345 20720 21325(191) (442) (452) (461) (474) (885) (905) (922) (948)

12-12 16580 16955 17265 17770 33160 33905 34530 35540(318) (737) (754) (768) (790) (1475) (1508) (1536) (1581)

34

3-12 5385 5505 5610 5770 10770 11015 11215 11545(89) (240) (245) (249) (257) (479) (490) (499) (514)

6-34 10385 10620 10815 11130 20775 21240 21630 22265(171) (462) (472) (481) (495) (924) (945) (962) (990)

9 13850 14160 14420 14845 27695 28320 28845 29685(229) (616) (630) (642) (660) (1232) (1260) (1283) (1320)15 23080 23600 24035 24740 46160 47205 48070 49475

(381) (1027) (1050) (1069) (1100) (2053) (2100) (2138) (2201)

78

3-12 5480 6125 6320 6505 10955 12250 12635 13005(89) (244) (272) (281) (289) (487) (545) (562) (579)

7-78 13650 13960 14215 14630 27300 27920 28430 29260(200) (607) (621) (632) (651) (1214) (1242) (1265) (1302)

10-12 18200 18610 18955 19510 36405 37225 37910 39015(267) (810) (828) (843) (868) (1619) (1656) (1686) (1736)

17-12 30335 31020 31590 32515 60670 62040 63185 65025(445) (1349) (1380) (1405) (1446) (2699) (2760) (2810) (2893)

1

4 6690 7480 8020 8250 13385 14965 16035 16505(102) (298) (333) (357) (367) (595) (666) (713) (734)

9 17325 17715 18040 18565 34645 35425 36080 37130(229) (771) (788) (802) (826) (1541) (1576) (1605) (1652)12 23095 23620 24055 24755 46195 47235 48105 49510

(305) (1027) (1051) (1070) (1101) (2055) (2101) (2140) (2202)20 38495 39365 40090 41260 76990 78725 80175 82515

(508) (1712) (1751) (1783) (1835) (3425) (3502) (3566) (3670)

1-14

5 9355 10455 11455 12375 18705 20915 22910 24745(127) (416) (465) (510) (550) (832) (930) (1019) (1101)

11-14 25975 26560 27050 27840 51950 53125 54100 55680(286) (1155) (1182) (1203) (1238) (2311) (2363) (2407) (2477)15 34635 35415 36070 37120 69270 70830 72135 74240

(381) (1541) (1575) (1604) (1651) (3081) (3151) (3209) (3302)25 57725 59025 60115 61865 115450 118055 120225 123735

(635) (2568) (2626) (2674) (2752) (5135) (5251) (5348) (5504)1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 26 - 38 as necessary Compare to the steel values in table 24

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2568 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only Seismic design is not permitted for uncracked concrete

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

43Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 57 mdash Hilti HIT-RE 100 adhesive factored resistance with concrete bond failure for threaded rod in cracked concrete 12345678910

Nominal Anchor

Diameter in (mm)

Nominal anchor diameter in (mm)

Tension mdash Nn Shear mdash Vn

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

38

2-38 965 990 1005 1035 965 990 1005 1035(60) (43) (44) (45) (46) (43) (44) (45) (46)

3-38 1375 1405 1430 1475 2750 2810 2860 2945(86) (61) (63) (64) (66) (122) (125) (127) (131)

4-12 1830 1875 1910 1965 3665 3745 3815 3925(114) (81) (83) (85) (87) (163) (167) (170) (175)7-12 3055 3125 3180 3275 6105 6245 6360 6545(191) (136) (139) (141) (146) (272) (278) (283) (291)

12

2-34 1435 1465 1495 1540 2870 2935 2990 3075(70) (64) (65) (66) (68) (128) (131) (133) (137)

4-12 2350 2400 2445 2515 4695 4800 4890 5035(114) (104) (107) (109) (112) (209) (214) (218) (224)

6 3130 3200 3260 3355 6260 6400 6520 6710(152) (139) (142) (145) (149) (278) (285) (290) (298)10 5215 5335 5435 5590 10435 10670 10865 11185

(254) (232) (237) (242) (249) (464) (475) (483) (497)

58

3-18 2040 2085 2120 2185 4075 4170 4245 4370(79) (91) (93) (94) (97) (181) (185) (189) (194)

5-58 3670 3750 3820 3930 7335 7500 7640 7865(143) (163) (167) (170) (175) (326) (334) (340) (350)7-12 4890 5000 5095 5240 9780 10005 10185 10485(191) (218) (222) (227) (233) (435) (445) (453) (466)

12-12 8150 8335 8490 8735 16305 16670 16980 17475(318) (363) (371) (378) (389) (725) (742) (755) (777)

34

3-12 2590 2650 2700 2775 5180 5300 5395 5555(89) (115) (118) (120) (124) (231) (236) (240) (247)

6-34 4995 5110 5205 5355 9995 10220 10405 10710(171) (222) (227) (231) (238) (445) (455) (463) (476)

9 6665 6815 6940 7140 13325 13625 13875 14280(229) (296) (303) (309) (318) (593) (606) (617) (635)15 11105 11355 11565 11900 22210 22710 23125 23800

(381) (494) (505) (514) (529) (988) (1010) (1029) (1059)

78

3-12 2785 2850 2900 2985 5570 5695 5800 5970(89) (124) (127) (129) (133) (248) (253) (258) (266)

7-78 6265 6410 6525 6715 12535 12815 13055 13435(200) (279) (285) (290) (299) (558) (570) (581) (598)

10-12 8355 8545 8700 8955 16710 17090 17405 17910(267) (372) (380) (387) (398) (743) (760) (774) (797)

17-12 13925 14240 14505 14925 27855 28480 29005 29850(445) (619) (633) (645) (664) (1239) (1267) (1290) (1328)

1

4 3385 3460 3525 3625 6770 6920 7050 7255(102) (151) (154) (157) (161) (301) (308) (314) (323)

9 7615 7785 7930 8160 15230 15570 15860 16320(229) (339) (346) (353) (363) (677) (693) (705) (726)12 10150 10380 10575 10880 20305 20765 21145 21760

(305) (452) (462) (470) (484) (903) (924) (941) (968)20 16920 17305 17620 18135 33840 34605 35240 36270

(508) (753) (770) (784) (807) (1505) (1539) (1568) (1613)

1-14

5 4495 4595 4680 4815 8990 9190 9360 9635(127) (200) (204) (208) (214) (400) (409) (416) (429)

11-14 10115 10340 10530 10840 20225 20680 21060 21675(286) (450) (460) (468) (482) (900) (920) (937) (964)15 13485 13790 14040 14450 26965 27575 28085 28905

(381) (600) (613) (625) (643) (1200) (1227) (1249) (1286)25 22475 22980 23405 24085 44945 45960 46805 48170

(635) (1000) (1022) (1041) (1071) (1999) (2044) (2082) (2143)1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 26 - 38 as necessary Compare to the steel values in table 24

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2568 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only For seismic loads multiply cracked concrete tabular values in tension and shear by αseis = 0675 See section 245 for additional information on seismic

applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

44 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

2411 installation instructionsInstallation Instructions For Use (IFU) are included with each product package They can also be viewed or downloaded on-line at wwwushilticom (US) and wwwhiltica (Canada) mdash ldquoServiceTechnical Info gtgt Technical Downloads gtgt Anchoring Systemsrdquo Because of the possibility of changes always verify that downloaded IFU are current when used Proper installation is critical to achieve full performance Training is available on request Contact Hilti Technical Services for applications and conditions not addressed in the IFU

2412 Working time and cure time (approx)

Table 59 mdash Resistance of HIT-RE 100 to chemicals

Chemical Chemicals Tested ResistantNot

Resistant

Alkaline

Concrete drilling mud (10) pH=126 +

Concrete drilling mud (10) pH=132 +

Concrete potash solution (10) +

pH=140

Alkaline

Acetic acid (10)1 -

Nitric acid (10)1 -

Hydrochloric acid (10) 3 month -

Sulfuric acid (10) -

Solvents

Benzyl alcohol -

Ethanol -

Ethyl acetate -

Methyl ethyl ketone (MEK) -

Trichlorethylene -

Xylene (mixture) +

Chemicals used on job sites

Chemicals Concrete plasticizer +

used on job Diesel oil +

sites Oil +

Petrol +

Oil for form work (forming oil) +

Environmental chemicals

Environmental Salt water +

chemicals de-mineralized water +

salt spraying test +

SO2 +

Environmentweather +1 Concrete was dissolved by acid

Samples of the HIT-RE 100 resin were immersed in the various chemical compounds for up to one year At the time of the test period the samples were analyzed Any samples showing no visible damage and having less than a 25 reduction in bending (flexural) strength were classified as ldquoResistantrdquo Samples that were heavily damaged or destroyed were classified as ldquoNot Resistantrdquo

Note In actual use the majority of the resin is encased in the base material leaving very little surface area exposed

2414 resistance of cured hit-re 100 to chemicals

2413 materials Specifications Table 60 mdash Material properties of fully cured HIT-RE 100

adhesiveBond Strength ASTM C882-121

2 day cure 14 day cure

201 Mpa210 Mpa

2920 psi3050 psi

Compressive Strength ASTM D695-101 743 Mpa 10780 psi

Compressive Modulus ASTM D695-101 3731 Mpa 0541 x 106 psi

Tensile Strength 7 day ASTM D638-10 117 Mpa 1690 psi

Elongation at break ASTM D638-10 010

Heat Deflection Temperature ASTM D648-07

568degC 1343degF

Absorption ASTM D570-10 006

Linear Coefficient of Shrinkage on Cure ASTM D2566-86

00001

1 Minimum values obtained as the result of tests at 35degF 50degF 75degF and 110degF

Notes

Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Hilti Outperform Outlast7250 Dallas Parkway Suite 1000 Plano TX 75024 bull Hilti Inc (US) 1-800-879-8000 bull wwwushilticom bull en espantildeol 1-800-879-5000 bull Hilti (Canada) Corp 1-800-363-4458 wwwhiltica bull Hilti is an equal opportunity employer bull Hilti is a registered trademark of Hilti Corp copyCopyright 2016 by Hilti Inc (US) bull 0216 bull DBS

The data contained in this literature was current as of the date of publication Updates and changes may be made based on later testing If verification is needed that the data is still current please contact the Hilti Technical Support Specialists at 1-800-363-4458 All published load values contained in this literature represent the results of testing by Hilti or test organizations Local base materials were used Because of variations in materials on-site testing is necessary to determine performance at any specific site Laser beams represented by red lines in this publication Printed in the United States

14001 US only

Page 4: USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

4 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

10 Product Description

20 Technical Data

listingsapprovalsICC-ES (International Code Council) ESR-3829

NSFANSI Standard 61 Certification for use of HIT-RE 100 in potable water

City of Los Angeles Research Report No 260__

independent code evaluationIBCregIRCreg 2015 (ICC-ES AC308ACI 3554)

IBCregIRCreg 2012 (ICC-ES AC308ACI 3554)

IBCregIRCreg 2009 (ICC-ES AC308)

IBCregIRCreg 2006 (ICC-ES AC308)

LEEDreg Credit 41-Low Emitting Materials

The Leadership in Energy and Environmental Design (LEED) Green Building Rating systemtrade is the nationally accepted benchmark for the design construction and operation of high performance green buildings

10 product description

The Hilti HIT-RE 100 adhesive anchoring system is used to resist static wind and seismic tension and shear loads in normal-weight concrete having a compressive strength f´c of 2500 psi to 8500 psi (172 MPa to 586 MPa) It is suitable to be used in cracked and uncracked concrete as defined per ICC-ES ACI and CSA

Hilti HIT-RE 100 adhesive is an injectable two-component epoxy adhesive The two components are separated by means of a dual-cylinder foil pack attached to a manifold The two components combine and react when dispensed through a static mixing nozzle attached to the manifold

Elements that are suitable for use with this system are as follows threaded steel rods and steel reinforcing bars

Product Features

bull Seismic qualified with ICC-ES Acceptance Criteria AC308 and ACI 3554

bull Use in water-filled holes and underwater up to 165 ft (50 m)

bull Mixing tube provides proper mixing eliminates measuring errors and minimizes waste

bull Meets requirements of ASTM C881-14 Type I II IV and V Grade 3 Class A B C

bull Meets requirements of AASHTO specification M235 Type I II IV and V Grade 3 Class A B C

hilti hit-re 100 adhesive technical data table of contents

Element Type Rebar Hilti HAS Threaded Rod

United States Canada

Pages 9 ndash 20 32 ndash 45 21 ndash 31

Tables 1 ndash 20 39 ndash 57 21 ndash 38

Information on Working Time and Cure Time on page 46 Information on Resistance of Cured Hilti HIT-RE 100 to Chemicals on page 46

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

5Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

20 technical data21 testing and product

evaluationHilti HIT-RE 100 has been tested in accordance with ICC Evaluation Services (ICC-ES) Acceptance Criteria for Post-Installed Adhesive Anchors in Concrete Elements (AC308) which incorporates requirements in ACI 3554-11

Hilti has had Hilti HIT-RE 100 evaluated according to AC308 and has received ESR-3829 from ICC-ES

22 adhesive anchor design codes

For post-installed and cast-in anchor systems in the United States design calculations illustrated in this supplement are performed in accordance with ACI 318-14 Chapter 17

For post-installed and cast-in anchor systems in Canada design calculations illustrated in this supplement are performed in accordance with CSA A233-14 Annex D

23 design of hilti hit-re 100 adhesive anchor System

231 Using technical data in eSr-3829

Technical data for the system components of Hilti HIT-RE 100 can be found in ICC-ES ESR-3829 This includes

bull Hilti HIT-RE 100 adhesive

bull Standard threaded rods including Hilti HASHIT-V threaded rods

bull Post-installed reinforcing bars (rebar) designed as an anchor per ACI 318-14 Chapter 17 ACI 318-11 Appendix D or CSA A233-14 Annex D

A designer can use the data in ESR-3829 to calculate the capacity of the Hilti HIT-RE 100 system in the following manner

bull For standard threaded rods and rebar a design using either ACI 318-14 Chapter 17 or ACI 318-11 Appendix D and AC308 Section 33 amendments to ACI 318 would be appropriate

The tables from ESR-3829 are not included in this supplement but can be found by downloading ESR-3829 from wwwushilticom wwwhiltica or on the ICC-ES website at wwwicc-esorg or by contacting your local Hilti representative

232 Using hilti profiS anchor design Software

The Hilti PROFIS anchor design software is the most innovative and comprehensive design software available for accurate and complete anchor designs

For Hilti HIT-RE 100 the data from ESR-3829 is used as the data base for the program PROFIS anchor calculates the design capacity of the anchor according to ACI 318-08 ACI 318-11 including AC 308 amendments ACI 318-14 Chapter 17 and CSA A233-14 The PROFIS anchor HIT-RE 100 portfolio includes the same components listed in section 231

This is the most accurate and best way to optimize the anchor design especially for anchor systems with multiple anchors complicated loading edge distance constraints and numerous other conditions

Hilti PROFIS anchor design software can be downloaded at wwwushilticom (US) or wwwhiltica (Canada) Contact your local Hilti representative for a demonstration on this software at your office

233 Using the hilti Simplified design tables

In lieu of providing a copy of ESR-3829 design tables in this supplement Hilti is providing a simple approach for designing an anchor according to the current model codes described in Section 22 Refer to Section 24 for a description of these tables

24 hilti Simplified design tablesThe Hilti Simplified Design Tables is not a new ldquomethodrdquo of designing an anchor that is different than the provisions of ACI 318 Chapter 17 or CSA A233 Annex D Rather it is a series of pre-calculated tables and reduction factors meant to help the designer create a quick calculation of the capacity of the Hilti anchor system and still be compliant with the model codes and criteria of ACI and CSA

The Hilti Simplified Design Tables are formatted similar to the Allowable Stress Design (ASD) tables and reduction factors which was a standard of practice for design of post-installed anchors

The Hilti Simplified Design Tables combine the simplicity of performing a calculation according to the ASD method with the code-required testing evaluation criteria and technical data in ACI Chapter 17 and CSA Annex D

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

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241 Simplified tables data development

The Simplified Tables have two table types The single anchor capacity table and the reduction factor table

Single anchor capacity tables show the design strength (for ACI) or factored resistance (for CSA) in tension and shear for a single anchor This is the capacity of a single anchor with no edge distance or concrete thickness influences and is based on the assumptions outlined in the footnotes below each table

Reduction factor tables are created by comparing the single anchor capacity to the capacity that includes the influence of a specific edge distance spacing or concrete thickness using the equations of ACI 318-14 Chapter 17

The single anchor tension capacity is based on the lesser of concrete breakout strength or bond strength

ACI ФNn = min | ФNcb ФNa | CSAACI Nr = min | Ncbr Na | ФNn = Nr

The shear value is based on the pryout strength

ACI ФVn = ФVcp CSAACI Vr = Vcpr ФVn = Vr

The steel design strength is provided in a separate table and should be compared to the concrete strengths to determine the controlling failure mode

These values published in the tables are calculated based on ACICSA see Section 318 in the 2016 Hilti North America Product Technical Guide Volume 2 Anchor Fastening Technical Guide for additional information

243 how to calculate anchor capacity Using Simplified tables

The process for calculating the capacity of a single anchor or anchor group is similar to the ASD calculation process currently outlined in the 2015 North American Product Technical Guide Volume 2 Anchor Fastening Technical Guide on Section 319

The design strength (factored resistance) of an anchor is obtained as follows

Tension

ACI Ndes = n bull min | ФNn bull fAN bull fRN ФNsa |

CSA Ndes = n bull min | Nr bull fAN bull fRN Nsr |

Shear

ACI Vdes = n bull min | ФVn bull fAV bull fRV bull fHV ФVsa |

CSA Vdes = n bull min | Vr bull fAV bull fRV bull fHV Vsr |

where

n = number of anchors Ndes = design resistance in tension ФNn = design strength in tension considering

concrete breakout pullout or bond failure (ACI)

ФNsa = design strength in tension considering steel failure (ACI)

Nr = factored resistance in tension considering concrete breakout pullout or bond failure (CSA)

Nsr = factored resistance in tension considering steel failure (CSA)

Vdes = design resistance in shear ФVn = design strength in shear considering

concrete failure (ACI) ФVsa = design strength in shear considering steel

failure (ACI) Vr = factored resistance in shear considering

concrete failure (CSA) Vsr = factored resistance in shear considering steel

failure (CSA) fAN = adjustment factor for spacing in tension fRN = adjustment factor for edge distance in tension fAV = adjustment factor for spacing in shear fRV = adjustment factor for edge distance in shear fHV = adjustment factor for concrete thickness in

shear (this is a new factor that ASD did not use previously)

Adjustment factors are applied for all applicable near edge and spacing conditions

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

7Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

For example the capacity in tension corresponding to the anchor group based on worst case anchor ldquoardquo in the figure below is evaluated as follows

ACI Ndes = 4 bull ФNn bull fAx bull fAy bull fRx bull fRy

CSA Ndes = 4 bull Nr bull fAx bull fAy bull fRx bull fRy

Note designs are for orthogonal anchor bolt patterns and no reduction factor for the diagonally located adjacent anchor is required

Where anchors are loaded simultaneously in tension and shear interaction must be considered The interaction equation is as follows

Nua Vua ACI ____ + ____ le 12 Ndes Vdes

Nf Vf CSA ____ + ____ le 12 Ndes Vdes

where

Nua = Required strength in tension based on factored load combinations of ACI 318 Chapter 5

Vua = Required strength in shear based on factored load combinations of ACI 318 Chapter 5

Nf = Required strength in tension based on factored load combinations of CSA A233 Chapter 8

Vf = Required strength in shear based on factored load combinations of CSA A233 Chapter 8

The full tension strength can be permitted if Vua ACI _____ le 02 Vdes

Vf CSA ____ le 02 Vdes

The full shear strength can be permitted if Nua ACI ____ le 02 Ndes

Nf CSA ____ le 02 Ndes

244 allowable Stress design (aSd)

The values of Ndes and Vdes developed from Section 243 are design strengths (factored resistances) and are to be compared to the required strength in tension and shear from factored load combinations of ACI 318 Chapter 5 or CSA A233 Chapter 8

To design using Allowable Stress Design (ASD) refer to Section 3186 in the 2016 Hilti North America Product Technical Guide Volume 2 Anchor Fastening Technical Guide

245 Seismic designTo determine the seismic design strength (factored resistance) a reduction factor αseis is applied to the applicable table values

This value of αseis will be in the footnotes of the relevant design tables The value of αseis for concrete bond pullout failure is based on 075 times a reduction factor determined from testing The total reduction is footnoted in the tables

The value of αseis for steel failure is based on testing and is typically only applied for shear There is no additional 075 factor The reduction is footnoted in the tables

The factored load and associated seismic load combinations that will be compared to the design strength (factored resistance) can be determined from ACI or CSA provisions and national or local code requirements An additional value for ϕnon-ductile may be needed based on failure mode or ductility of the attached components

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

8 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

246 Sustained loads and overhead Use

Sustained loading is calculated by multiplying the value of ФNn or Nr by 055 and comparing the value to the tension dead load contribution (and any sustained live loads or other loads) of the factored load Edge spacing and concrete thickness influences do not need to be accounted for when evaluating sustained loads

247 accuracy of the Simplified tables

Calculations using the Simplified Tables have the potential of providing a design strength (factored resistance) that is exactly what would be calculated using equations from ACI 318 Chapter 17 or CSA A233 Annex D

The tables for the single anchor design strength (factored resistance) for concrete bond pullout failure or steel failure have the same values that will be computed using the provisions of ACI and CSA

The load adjustment factors for edge distance influences are based on a single anchor near an edge The load adjustment factors for spacing are determined from the influence of two adjacent anchors Each reduction factor is calculated for the minimum value of either concrete or bond failure When more than one edge distance andor spacing condition exists the load adjustment factors are multiplied together This will result in a conservative design when compared to a full calculation based on ACI or CSA

Since the table values including load adjustment factors are calculated using equations that are not linear linear interpolation is not permitted Use the smaller of the two table values listed This provides a conservative value if the application falls between concrete compressive strengths embedment depths or spacing edge distance and concrete thickness

For a summary of the accuracy of the simplified tables refer to Section 3189 of the 2016 Hilti North America Product Technical Guide Volume 2 Anchor Fastening Technical Guide

Additional assistance can be given by your local Hilti representative

248 limitations Using Simplified tables

There are limitations that the Simplified Tables do not consider Refer to Section 31810 of the 2016 Hilti North America Product Technical Guide Volume 2 Anchor Fastening Technical Guide for additional information

Contact Hilti with any questions for specific applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

9Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

248 hilti hit-re 100 adhesive with deformed reinforcing bars (rebar)

Cracked or uncracked concrete

Permissible concete conditions Permissible drilling methods

Dry concrete

Hammer Drilling with Carbide Tipped Drill Bit

Uncracked Concrete Water-saturated concrete

Cracked Concrete Water-filled holes

Submerged (underwater)

Table 1 mdash Specifications for rebar installed with HIT-RE 100 adhesive

Setting information Symbol UnitsRebar Size

3 4 5 6 7 8 9 10

Nominal bit diameter do in 12 58 34 78 1 1-18 1-38 1-12

Effective Embedment

minimum hefmin

in 2-38 2-34 3-18 3-12 3-18 4 4-12 5

(mm) (60) (70) (79) (89) (89) (102) (114) (127)

maximum hefmax

in 7-12 10 12-12 15 17-12 20 22-12 25

(mm) (191) (254) (318) (381) (445) (508) (572) (635)

Minimum Concrete Thickness hmin

in hef + 1-14hef + 2do(mm) (hef + 30)

Minimum edge distance1 cmin

in 1-78 2-12 3-18 3-34 4-38 5 5-58 6-14

(mm) (48) (64) (79) (95) (111) (127) (143) (159)

Minimum anchor spacing smin

in 1-78 2-12 3-18 3-34 4-38 5 5-58 6-14

(mm) (48) (64) (79) (95) (111) (127) (143) (159)

1 Edge distance of 1-34-inch (44mm) is permitted provided the rebar remains un-torqued

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

10 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 2 mdash Hilti HIT-RE 100 adhesive design strength with concrete bond failure for US rebar in uncracked concrete 12345678910

Rebar Size

EffectiveEmbedment

Depthin (mm)

Tension mdash ϕNn Shear mdash ϕVn

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

3

3-38 2780 2835 2915 3035 7080 7210 7420 7730(86) (124) (126) (130) (135) (315) (321) (330) (344)

4-12 3710 3775 3885 4050 9440 9615 9895 10305(114) (165) (168) (173) (180) (420) (428) (440) (458)7-12 6180 6295 6480 6745 15735 16025 16490 17175(191) (275) (280) (288) (300) (700) (713) (734) (764)

4

4-12 4885 4975 5120 5330 12430 12660 13030 13565(114) (217) (221) (228) (237) (553) (563) (580) (603)

6 6510 6630 6825 7105 16575 16875 17370 18090(152) (290) (295) (304) (316) (737) (751) (773) (805)10 10850 11050 11375 11845 27620 28130 28950 30150

(254) (483) (492) (506) (527) (1229) (1251) (1288) (1341)

5

5-58 7315 7450 7665 7985 18615 18960 19515 20320(143) (325) (331) (341) (355) (828) (843) (868) (904)7-12 9750 9930 10220 10645 24825 25280 26015 27095(191) (434) (442) (455) (474) (1104) (1125) (1157) (1205)

12-12 16255 16550 17035 17740 41370 42130 43360 45155(318) (723) (736) (758) (789) (1840) (1874) (1929) (2009)

6

6-34 10180 10370 10670 11115 25920 26395 27165 28290(171) (453) (461) (475) (494) (1153) (1174) (1208) (1258)

9 13575 13825 14230 14820 34555 35195 36220 37720(229) (604) (615) (633) (659) (1537) (1566) (1611) (1678)15 22625 23045 23715 24695 57595 58655 60365 62865

(381) (1006) (1025) (1055) (1098) (2562) (2609) (2685) (2796)

7

7-78 13385 13630 14025 14605 34065 34690 35705 37180(200) (595) (606) (624) (650) (1515) (1543) (1588) (1654)

10-12 17845 18170 18700 19475 45420 46255 47605 49575(267) (794) (808) (832) (866) (2020) (2058) (2118) (2205)

17-12 29740 30285 31170 32460 75700 77090 79340 82625(445) (1323) (1347) (1387) (1444) (3367) (3429) (3529) (3675)

8

9 16980 17295 17800 18535 43225 44020 45305 47180(229) (755) (769) (792) (824) (1923) (1958) (2015) (2099)12 22640 23060 23730 24715 57635 58695 60410 62910

(305) (1007) (1026) (1056) (1099) (2564) (2611) (2687) (2798)20 37735 38430 39555 41190 96055 97825 100680 104845

(508) (1679) (1709) (1759) (1832) (4273) (4351) (4478) (4664)

9

10-18 21020 21405 22030 22945 53505 54490 56080 58400(257) (935) (952) (980) (1021) (2380) (2424) (2495) (2598)

13-12 28025 28540 29375 30590 71340 72655 74775 77870(343) (1247) (1270) (1307) (1361) (3173) (3232) (3326) (3464)

22-12 46710 47570 48960 50985 118900 121090 124620 129780(572) (2078) (2116) (2178) (2268) (5289) (5386) (5543) (5773)

10

11-14 25465 25935 26690 27795 63395 66010 67940 70750(286) (1133) (1154) (1187) (1236) (2820) (2936) (3022) (3147)15 33955 34575 35585 37060 86425 88015 90585 94335

(381) (1510) (1538) (1583) (1649) (3844) (3915) (4029) (4196)25 56590 57630 59310 61765 144040 146690 150975 157220

(635) (2517) (2563) (2638) (2747) (6407) (6525) (6716) (6993)

1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 4

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only Seismic design is not permitted for uncracked concrete

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

11Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 3 mdash Hilti HIT-RE 100 adhesive design strength with concrete bond failure for US rebar in cracked concrete 12345678910

Rebar Size

EffectiveEmbedment

Depthin (mm)

Tension mdash ϕNn Shear mdash ϕVn

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

3

3-38 1040 1060 1090 1135 2650 2700 2775 2890(86) (46) (47) (48) (50) (118) (120) (123) (129)

4-12 1390 1415 1455 1515 3535 3600 3705 3855(114) (62) (63) (65) (67) (157) (160) (165) (171)7-12 2315 2355 2425 2525 5890 5995 6170 6425(191) (103) (105) (108) (112) (262) (267) (274) (286)

4

4-12 1850 1885 1940 2020 4710 4795 4935 5140(114) (82) (84) (86) (90) (210) (213) (220) (229)

6 2465 2515 2585 2695 6280 6395 6585 6855(152) (110) (112) (115) (120) (279) (284) (293) (305)10 4110 4190 4310 4490 10470 10660 10970 11425

(254) (183) (186) (192) (200) (466) (474) (488) (508)

5

5-58 2890 2945 3030 3155 7360 7495 7715 8035(143) (129) (131) (135) (140) (327) (333) (343) (357)7-12 3855 3925 4040 4210 9815 9995 10285 10710(191) (171) (175) (180) (187) (437) (445) (457) (476)

12-12 6425 6545 6735 7015 16355 16655 17145 17850(318) (286) (291) (300) (312) (728) (741) (763) (794)

6

6-34 4165 4240 4365 4545 10600 10795 11110 11570(171) (185) (189) (194) (202) (472) (480) (494) (515)

9 5550 5655 5820 6060 14130 14390 14810 15425(229) (247) (252) (259) (270) (629) (640) (659) (686)15 9255 9425 9700 10100 23555 23985 24685 25705

(381) (412) (419) (431) (449) (1048) (1067) (1098) (1143)

7

7-78 5665 5770 5940 6185 14425 14690 15120 15745(200) (252) (257) (264) (275) (642) (653) (673) (700)

10-12 7555 7695 7920 8250 19235 19590 20160 20995(267) (336) (342) (352) (367) (856) (871) (897) (934)

17-12 12595 12825 13200 13745 32060 32645 33600 34990(445) (560) (570) (587) (611) (1426) (1452) (1495) (1556)

8

9 7030 7160 7365 7670 17890 18220 18755 19530(229) (313) (318) (328) (341) (796) (810) (834) (869)12 9370 9545 9825 10230 23855 24295 25005 26040

(305) (417) (425) (437) (455) (1061) (1081) (1112) (1158)20 15620 15905 16370 17050 39760 40490 41675 43400

(508) (695) (707) (728) (758) (1769) (1801) (1854) (1931)

9

10-18 8425 8580 8830 9195 21440 21835 22475 23405(257) (375) (382) (393) (409) (954) (971) (1000) (1041)

13-12 11230 11440 11770 12260 28590 29115 29965 31205(343) (500) (509) (524) (545) (1272) (1295) (1333) (1388)

22-12 18720 19065 19620 20430 47650 48525 49940 52010(572) (833) (848) (873) (909) (2120) (2158) (2221) (2314)

10

11-14 9915 10095 10390 10820 25235 25700 26450 27545(286) (441) (449) (462) (481) (1123) (1143) (1177) (1225)15 13220 13460 13855 14430 33645 34265 35265 36725

(381) (588) (599) (616) (642) (1497) (1524) (1569) (1634)25 22030 22435 23090 24045 56075 57110 58775 61210

(635) (980) (998) (1027) (1070) (2494) (2540) (2614) (2723)

1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 4

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0607 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 T abular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only For seismic loads multiply cracked concrete tabular values in tension and shear by αseis = 0675 See section 245 for additional information on seismic

applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

12 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 4 mdash Steel design strength for US rebar 1

Rebar Size

ASTM A 615 Grade 40 2 ASTM A 615 Grade 60 2 ASTM A 706 Grade 60 2 Tensile3

ϕNsa

lb (kN)

Shear4

ϕVsa

lb (kN)

Seismic Shear5

ϕVsaeq

lb (kN)

Tensile3

ϕNsa

lb (kN)

Shear4

ϕVsa

lb (kN)

Seismic Shear5

ϕVsaeq

lb (kN)

Tensile3

ϕNsa

lb (kN)

Shear4

ϕVsa

lb (kN)

Seismic Shear5

ϕVsaeq

lb (kN)

34290 2375 1665 6435 3565 2495 6600 3430 2400(191) (106) (74) (286) (159) (111) (294) (153) (107)

47800 4320 3025 11700 6480 4535 12000 6240 4370(347) (192) (135) (520) (288) (202) (534) (278) (194)

512090 6695 4685 18135 10045 7030 18600 9670 6770(538) (298) (208) (807) (447) (313) (827) (430) (301)

617160 9505 6655 25740 14255 9980 26400 13730 9610(763) (423) (296) (1145) (634) (444) (1174) (611) (427)

723400 12960 9070 35100 19440 13610 36000 18720 13105(1041) (576) (403) (1561) (865) (605) (1601) (833) (583)

830810 17065 11945 46215 25595 17915 47400 24650 17255(1370) (759) (531) (2056) (1139) (797) (2108) (1096) (768)

939000 21600 15120 58500 32400 22680 60000 31200 21840(1735) (961) (673) (2602) (1441) (1009) (2669) (1388) (971)

1049530 27430 19200 74295 41150 28805 76200 39625 27740(2203) (1220) (854) (3305) (1830) (1281) (3390) (1763) (1234)

1 See Section 244 to convert design strength value to ASD value2 ASTM A706 Grade 60 rebar are considered ductile steel elements ASTM A 615 Grade 40 and 60 rebar are considered brittle steel elements3 Tensile = ϕ AseN futa as noted in ACI 318-14 Chapter 174 Shear = ϕ 060 AseN futa as noted in ACI 318-14 Chapter 175 Seismic Shear = αVseis ϕVsa Reduction for seismic shear only See section 245 for additional information on seismic applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

13Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 5 mdash Load adjustment factors for 3 rebar in uncracked concrete 123

3Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12(86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191)

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mdash in

(mm

) 1-34 (44) na na na 032 023 013 na na na 010 008 005 021 016 009 na na na1-78 (48) 059 057 054 033 024 014 054 053 052 012 009 005 023 017 010 na na na

2 (51) 060 057 054 034 025 014 054 053 052 013 010 006 025 019 011 na na na3 (76) 065 061 057 042 031 018 056 055 054 023 018 011 042 031 018 na na na4 (102) 070 065 059 052 038 022 058 057 055 036 027 016 052 038 022 na na na

4-58 (117) 073 067 060 060 043 025 060 058 056 045 034 020 060 043 025 062 na na5 (127) 075 069 061 064 047 027 061 059 056 050 038 023 064 047 027 065 na na

5-34 (146) 078 071 063 074 054 031 062 060 057 062 046 028 074 054 031 070 063 na6 (152) 080 072 063 077 056 033 063 060 057 066 050 030 077 056 033 071 065 na7 (178) 085 076 066 090 066 038 065 062 059 083 062 037 090 066 038 077 070 na8 (203) 090 080 068 100 075 043 067 064 060 100 076 046 100 075 043 082 075 na

8-34 (222) 093 082 069 082 048 068 065 061 087 052 082 048 086 078 0669 (229) 094 083 070 084 049 069 066 061 091 055 084 049 087 079 067

10 (254) 099 087 072 094 054 071 067 062 100 064 094 054 092 083 07011 (279) 100 091 074 100 060 073 069 064 074 100 060 096 087 07412 (305) 094 077 065 075 071 065 084 065 100 091 07714 (356) 100 081 076 080 074 067 100 076 099 08316 (406) 086 087 084 078 070 087 100 08918 (457) 090 098 088 081 072 098 09424 (610) 100 100 100 092 080 100 10030 (762) 100 08736 (914) 095

gt48 (1219) 100

Table 6 mdash Load adjustment factors for 3 rebar in cracked concrete 123

3Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear5

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12(86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191)

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(mm

) 1-34 (44) na na na 054 049 043 na na na 020 015 009 040 030 018 na na na1-78 (48) 059 057 054 056 050 044 056 055 054 022 017 010 044 033 020 na na na

2 (51) 060 057 054 057 051 044 056 055 054 024 018 011 049 036 022 na na na3 (76) 065 061 057 070 060 049 060 058 056 045 033 020 070 060 040 na na na4 (102) 070 065 059 084 070 055 063 061 058 069 051 031 084 070 055 na na na

4-58 (117) 073 067 060 093 076 058 065 062 059 085 064 038 093 076 058 077 na na5 (127) 075 069 061 099 080 060 066 063 060 096 072 043 099 080 060 081 na na

5-34 (146) 078 071 063 100 088 064 069 065 061 100 089 053 100 088 064 086 078 na6 (152) 080 072 063 091 066 069 066 061 095 057 091 066 088 080 na7 (178) 085 076 066 100 072 073 069 063 100 072 100 072 095 087 na8 (203) 090 080 068 078 076 071 065 087 078 100 093 na

8-34 (222) 093 082 069 083 078 073 067 100 083 097 0829 (229) 094 083 070 085 079 074 067 085 098 083

10 (254) 099 087 072 091 082 077 069 091 100 08711 (279) 100 091 074 098 086 079 071 098 09212 (305) 094 077 100 089 082 073 100 09614 (356) 100 081 095 087 077 10016 (406) 086 100 093 08018 (457) 090 098 08424 (610) 100 100 09630 (762) 10036 (914)

gt48 (1219)1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

14 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 7 mdash Load adjustment factors for 4 rebar in uncracked concrete 123

4Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10(114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254)

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ickn

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(h)

mdash in

(mm

)

1-34 (44) na na na 027 020 012 na na na 007 005 003 014 010 006 na na na2-12 (64) 059 057 054 032 023 014 054 053 052 012 009 005 023 018 011 na na na

3 (76) 061 058 055 035 026 015 055 054 053 015 012 007 031 023 014 na na na4 (102) 065 061 057 041 030 018 056 055 054 024 018 011 041 030 018 na na na5 (127) 069 064 058 048 035 021 058 057 055 033 025 015 048 035 021 na na na

5-34 (146) 071 066 060 054 040 023 059 058 055 041 031 018 054 040 023 061 na na6 (152) 072 067 060 057 042 024 060 058 056 043 033 020 057 042 024 062 na na7 (178) 076 069 062 066 048 028 061 059 057 055 041 025 066 048 028 067 na na

7-14 (184) 077 070 062 068 050 029 062 060 057 058 043 026 068 050 029 068 062 na8 (203) 080 072 063 075 055 032 063 061 057 067 050 030 075 055 032 071 065 na9 (229) 083 075 065 085 062 036 064 062 058 080 060 036 085 062 036 076 069 na

10 (254) 087 078 067 094 069 040 066 063 059 094 070 042 094 069 040 080 073 na11-14 (286) 092 081 069 100 078 046 068 065 061 100 084 050 100 078 046 085 077 065

12 (305) 094 083 070 083 049 069 066 061 092 055 083 049 087 079 06714 (356) 100 089 073 097 057 072 068 063 100 070 097 057 094 086 07216 (406) 094 077 100 065 076 071 065 085 100 065 100 092 07718 (457) 100 080 073 079 074 067 100 073 097 08220 (508) 083 081 082 076 069 081 100 08722 (559) 087 089 085 079 071 089 09124 (610) 090 097 088 082 072 097 09530 (762) 100 100 098 089 078 100 10036 (914) 100 097 084

gt48 (1219) 100 095

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 8 mdash Load adjustment factors for 4 rebar in cracked concrete 123

4Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10(114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254)

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mdash in

(mm

) 1-34 (44) na na na 049 045 041 na na na 013 010 006 026 019 012 na na na2-12 (64) 059 057 054 056 050 044 056 055 054 022 017 010 044 033 020 na na na

3 (76) 061 058 055 060 053 046 057 056 054 029 022 013 058 043 026 na na na4 (102) 065 061 057 070 060 049 060 058 056 045 033 020 070 060 040 na na na5 (127) 069 064 058 080 067 053 062 060 057 062 047 028 080 067 053 na na na

5-34 (146) 071 066 060 088 073 056 064 062 058 077 058 035 088 073 056 075 na na6 (152) 072 067 060 091 075 057 065 062 059 082 061 037 091 075 057 076 na na7 (178) 076 069 062 100 083 062 067 064 060 100 077 046 100 083 062 083 na na

7-14 (184) 077 070 062 085 063 068 065 060 082 049 085 063 084 076 na8 (203) 080 072 063 091 066 069 066 061 095 057 091 066 088 080 na9 (229) 083 075 065 100 070 072 068 063 100 068 100 070 094 085 na

10 (254) 087 078 067 075 074 070 064 079 075 099 090 na11-14 (286) 092 081 069 081 077 073 066 095 081 100 095 080

12 (305) 094 083 070 085 079 074 067 100 085 098 08314 (356) 100 089 073 095 084 078 070 095 100 08916 (406) 094 077 100 089 082 073 100 09618 (457) 100 080 094 086 076 10020 (508) 083 099 090 07922 (559) 087 100 094 08124 (610) 090 098 08430 (762) 100 100 09336 (914) 100

gt48 (1219)

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

15Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 9 mdash Load adjustment factors for 5 rebar in uncracked concrete 123

5Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12(143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318)

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mdash in

(mm

)

1-34 (44) na na na 025 019 011 na na na 005 004 002 010 008 005 na na na3-18 (79) 059 057 054 032 023 014 054 053 052 012 009 005 024 018 011 na na na

4 (102) 062 059 055 036 027 016 055 054 053 018 013 008 035 026 016 na na na5 (127) 065 061 057 042 031 018 057 055 054 025 019 011 042 031 018 na na na6 (152) 068 063 058 047 035 020 058 056 055 032 024 015 047 035 020 na na na7 (178) 071 066 059 053 039 023 059 058 055 041 031 018 053 039 023 na na na

7-18 (181) 071 066 060 054 040 023 059 058 055 042 031 019 054 040 023 061 na na8 (203) 074 068 061 061 045 026 060 059 056 050 037 022 061 045 026 065 na na9 (229) 077 070 062 069 051 030 062 060 057 060 045 027 069 051 030 069 062 na

10 (254) 080 072 063 076 056 033 063 061 058 070 052 031 076 056 033 072 066 na11 (279) 083 074 065 084 062 036 064 062 058 081 060 036 084 062 036 076 069 na12 (305) 086 077 066 092 067 039 066 063 059 092 069 041 092 067 039 079 072 na14 (356) 091 081 069 100 079 046 068 065 061 100 087 052 100 079 046 086 078 06616 (406) 097 086 071 090 053 071 067 062 100 064 090 053 092 083 07018 (457) 100 090 074 100 059 074 069 064 076 100 059 097 088 07420 (508) 094 077 066 076 072 065 089 066 100 093 07822 (559) 099 079 072 079 074 067 100 072 098 08224 (610) 100 082 079 081 076 068 079 100 08626 (660) 085 085 084 078 070 085 09028 (711) 087 092 087 080 072 092 09330 (762) 090 099 089 082 073 099 09636 (914) 098 100 097 089 078 100 100

gt48 (1219) 100 100 100 087

Table 10 mdash Load adjustment factors for 5 rebar in cracked concrete 123

5Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12(143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318)

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(ca)

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ickn

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(h)

mdash in

(mm

) 1-34 (44) na na na 046 043 040 na na na 009 007 004 018 014 008 na na na3-18 (79) 059 057 054 056 050 044 056 055 054 022 017 010 044 033 020 na na na

4 (102) 062 059 055 062 055 046 058 056 055 032 024 014 062 048 029 na na na5 (127) 065 061 057 070 060 049 060 058 056 045 033 020 070 060 040 na na na6 (152) 068 063 058 078 066 053 062 060 057 059 044 026 078 066 053 na na na7 (178) 071 066 059 087 072 056 064 061 058 074 055 033 087 072 056 na na na

7-18 (181) 071 066 060 088 073 056 064 061 058 076 057 034 088 073 056 074 na na8 (203) 074 068 061 096 078 059 066 063 059 090 068 041 096 078 059 079 na na9 (229) 077 070 062 100 085 062 068 064 060 100 081 048 100 085 062 084 076 na

10 (254) 080 072 063 091 066 069 066 061 095 057 091 066 088 080 na11 (279) 083 074 065 098 069 071 068 063 100 065 098 069 093 084 na12 (305) 086 077 066 100 073 073 069 064 075 100 073 097 088 na14 (356) 091 081 069 081 077 072 066 094 081 100 095 08016 (406) 097 086 071 089 081 076 068 100 089 100 08618 (457) 100 090 074 097 085 079 071 097 09120 (508) 094 077 100 089 082 073 100 09622 (559) 099 079 093 085 075 10024 (610) 100 082 097 089 07726 (660) 085 100 092 08028 (711) 087 095 08230 (762) 090 098 08436 (914) 098 100 091

gt48 (1219) 100 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

16 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 11 mdash Load adjustment factors for 6 rebar in uncracked concrete 123

6Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15(171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381)

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(mm

) 1-34 (44) na na na 024 018 010 na na na 004 003 002 008 006 004 na na na3-34 (95) 059 057 054 032 023 014 054 053 052 012 009 006 025 019 011 na na na

4 (102) 060 057 054 033 024 014 054 054 053 014 010 006 027 020 012 na na na5 (127) 062 059 056 037 027 016 056 055 053 019 014 009 037 027 016 na na na6 (152) 065 061 057 042 031 018 057 055 054 025 019 011 042 031 018 na na na7 (178) 067 063 058 047 034 020 058 056 055 032 024 014 047 034 020 na na na8 (203) 070 065 059 052 038 022 059 057 055 039 029 017 052 038 022 na na na

8-12 (216) 071 066 059 055 040 024 059 058 056 042 032 019 055 040 024 061 na na9 (229) 072 067 060 058 043 025 060 058 056 046 034 021 058 043 025 063 na na

10 (254) 075 069 061 064 047 028 061 059 056 054 040 024 064 047 028 066 na na10-34 (273) 077 070 062 069 051 030 062 060 057 060 045 027 069 051 030 069 063 na

12 (305) 080 072 063 077 057 033 063 061 058 071 053 032 077 057 033 073 066 na14 (356) 085 076 066 090 066 039 065 063 059 089 067 040 090 066 039 079 071 na16 (406) 090 080 068 100 076 044 068 065 060 100 082 049 100 076 044 084 076 na

16-34 (425) 091 081 069 079 046 068 065 061 087 052 079 046 086 078 06618 (457) 094 083 070 085 050 070 066 062 097 058 085 050 089 081 06820 (508) 099 087 072 095 055 072 068 063 100 068 095 055 094 085 07222 (559) 100 091 074 100 061 074 070 064 079 100 061 099 089 07524 (610) 094 077 067 076 072 066 090 067 100 093 07926 (660) 098 079 072 079 074 067 100 072 097 08228 (711) 100 081 078 081 075 068 078 100 08530 (762) 083 083 083 077 069 083 08836 (914) 090 100 090 083 073 100 097

gt48 (1219) 100 100 094 081 100

Table 12 mdash Load adjustment factors for 6 rebar in cracked concrete 123

6Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcreteThickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15(171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381)

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(s)

Edg

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(ca)

Con

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e Th

ickn

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(h)

mdash in

(mm

)

1-34 (44) na na na 044 042 039 na na na 007 005 003 014 010 006 na na na3-34 (95) 059 057 054 056 050 044 056 055 054 022 016 010 043 032 019 na na na

4 (102) 060 057 054 057 051 044 056 055 054 024 018 011 048 036 021 na na na5 (127) 062 059 056 063 056 047 058 057 055 033 025 015 063 050 030 na na na6 (152) 065 061 057 070 060 049 060 058 056 044 033 020 070 060 039 na na na7 (178) 067 063 058 077 065 052 061 059 057 055 041 025 077 065 050 na na na8 (203) 070 065 059 084 070 055 063 061 058 067 050 030 084 070 055 na na na

8-12 (216) 071 066 059 088 072 056 064 061 058 074 055 033 088 072 056 074 na na9 (229) 072 067 060 091 075 057 064 062 058 080 060 036 091 075 057 076 na na

10 (254) 075 069 061 099 080 060 066 063 059 094 070 042 099 080 060 080 na na10-34 (273) 077 070 062 100 084 062 067 064 060 100 079 047 100 084 062 083 075 na

12 (305) 080 072 063 091 066 069 066 061 100 093 056 091 066 088 080 na14 (356) 085 076 066 100 072 072 068 063 100 070 100 072 095 086 na16 (406) 090 080 068 078 076 071 065 086 078 100 092 na

16-34 (425) 091 081 069 081 077 072 066 092 081 094 07918 (457) 094 083 070 085 079 074 067 100 085 097 08220 (508) 099 087 072 091 082 076 069 091 100 08722 (559) 100 091 074 098 085 079 071 098 09124 (610) 094 077 100 088 082 073 100 09526 (660) 098 079 092 084 074 09928 (711) 100 081 095 087 076 10030 (762) 083 098 090 07836 (914) 090 100 098 084

gt48 (1219) 100 100 095

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

17Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 13 mdash Load adjustment factors for 7 rebar in uncracked concrete 123

7Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12(200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

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(h)

mdash in

(mm

) 1-34 (44) na na na 023 017 010 na na na 003 002 001 006 004 003 na na na4-38 (111) 059 057 054 032 024 014 054 053 052 012 009 005 024 018 011 na na na

5 (127) 061 058 055 034 025 015 055 054 053 014 011 007 029 022 013 na na na6 (152) 063 060 056 038 028 016 056 055 053 019 014 009 038 028 016 na na na7 (178) 065 061 057 042 031 018 056 055 054 024 018 011 042 031 018 na na na8 (203) 067 063 058 046 034 020 057 056 054 029 022 013 046 034 020 na na na9 (229) 069 064 059 051 037 022 058 057 055 035 026 016 051 037 022 na na na

9-78 (251) 071 066 059 055 041 024 059 057 055 040 030 018 055 041 024 060 na na10 (254) 071 066 060 056 041 024 059 058 055 041 031 018 056 041 024 061 na na11 (279) 073 067 060 061 045 026 060 058 056 047 035 021 061 045 026 064 na na12 (305) 075 069 061 067 049 029 061 059 056 054 040 024 067 049 029 066 na na

12-12 (318) 076 070 062 070 051 030 061 059 057 057 043 026 070 051 030 068 062 na14 (356) 080 072 063 078 058 034 063 061 058 068 051 031 078 058 034 072 065 na16 (406) 084 075 065 089 066 039 065 062 059 083 062 037 089 066 039 077 070 na18 (457) 088 079 067 100 074 043 067 064 060 099 074 044 100 074 043 081 074 na

19-12 (495) 091 081 069 080 047 068 065 061 100 084 050 080 047 085 077 06520 (508) 092 082 069 082 048 068 065 061 087 052 082 048 086 078 06622 (559) 097 085 071 090 053 070 067 062 100 060 090 053 090 082 06924 (610) 100 088 073 099 058 072 068 063 068 099 058 094 085 07226 (660) 091 075 100 063 074 070 064 077 100 063 098 089 07528 (711) 094 077 067 076 071 065 086 067 100 092 07830 (762) 098 079 072 078 073 066 096 072 095 08036 (914) 100 084 087 083 077 069 100 087 100 088

gt48 (1219) 096 100 094 086 076 100 100

Table 14 mdash Load adjustment factors for 7 rebar in cracked concrete 123

7Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12(200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445)

Spac

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Edg

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(ca)

Con

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e Th

ickn

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(h)

mdash in

(mm

) 1-34 (44) na na na 043 041 038 na na na 005 004 002 010 008 005 na na na4-38 (111) 059 057 054 056 050 044 056 055 053 020 015 009 040 030 018 na na na

5 (127) 061 058 055 059 052 045 057 055 054 024 018 011 049 037 022 na na na6 (152) 063 060 056 064 056 047 058 056 055 032 024 014 064 048 029 na na na7 (178) 065 061 057 070 060 049 059 058 055 040 030 018 070 060 036 na na na8 (203) 067 063 058 076 064 052 060 059 056 049 037 022 076 064 044 na na na9 (229) 069 064 059 082 068 054 062 060 057 059 044 027 082 068 053 na na na

9-78 (251) 071 066 059 087 072 056 063 061 058 068 051 030 087 072 056 072 na na10 (254) 071 066 060 088 073 056 063 061 058 069 052 031 088 073 056 072 na na11 (279) 073 067 060 095 077 059 064 062 058 080 060 036 095 077 059 076 na na12 (305) 075 069 061 100 082 061 066 063 059 091 068 041 100 082 061 079 na na

12-12 (318) 076 070 062 084 062 066 063 060 097 072 043 084 062 081 073 na14 (356) 080 072 063 091 066 068 065 061 100 086 051 091 066 085 078 na16 (406) 084 075 065 100 071 071 067 062 100 063 100 071 091 083 na18 (457) 088 079 067 076 073 069 064 075 076 097 088 na

19-12 (495) 091 081 069 080 075 071 065 085 080 100 092 07720 (508) 092 082 069 082 076 071 065 088 082 093 07822 (559) 097 085 071 087 079 074 067 100 087 097 08224 (610) 100 088 073 093 081 076 068 093 100 08626 (660) 091 075 099 084 078 070 099 08928 (711) 094 077 100 086 080 071 100 09330 (762) 098 079 089 082 073 09636 (914) 100 084 097 089 078 100

gt48 (1219) 096 100 100 087

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

18 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 15 mdash Load adjustment factors for 8 rebar in uncracked concrete 123

8Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

9 12 20 9 12 20 9 12 20 9 12 20 9 12 20 9 12 20(229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508)

Spac

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(s)

Edg

e D

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(ca)

Con

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e Th

ickn

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(h)

mdash in

(mm

) 1-34 (44) na na na 023 017 010 na na na 002 002 001 005 004 002 na na na5 (127) 059 057 054 032 024 014 054 053 052 011 009 005 023 017 010 na na na6 (152) 061 058 055 035 026 015 055 054 053 015 011 007 030 022 013 na na na7 (178) 063 060 056 039 029 017 055 055 053 019 014 009 038 028 017 na na na8 (203) 065 061 057 042 031 018 056 055 054 023 017 010 042 031 018 na na na9 (229) 067 063 058 046 034 020 057 056 054 028 021 012 046 034 020 na na na

10 (254) 069 064 058 050 037 021 058 056 055 032 024 015 050 037 021 na na na11 (279) 070 065 059 054 040 023 059 057 055 037 028 017 054 040 023 na na na

11-14 (286) 071 066 059 056 041 024 059 057 055 038 029 017 056 041 024 059 na na12 (305) 072 067 060 059 044 026 059 058 056 042 032 019 059 044 026 061 na na13 (330) 074 068 061 064 047 028 060 058 056 048 036 022 064 047 028 064 na na14 (356) 076 069 062 069 051 030 061 059 056 053 040 024 069 051 030 066 na na

14-14 (362) 076 070 062 070 052 030 061 059 057 055 041 025 070 052 030 067 061 na16 (406) 080 072 063 079 058 034 063 060 057 065 049 029 079 058 034 071 064 na18 (457) 083 075 065 089 065 038 064 062 058 078 058 035 089 065 038 075 068 na20 (508) 087 078 067 099 073 043 066 063 059 091 068 041 099 073 043 079 072 na22 (559) 091 081 068 100 080 047 067 064 060 100 079 047 100 080 047 083 075 na

22-14 (565) 091 081 069 081 047 067 064 060 080 048 081 047 084 076 06424 (610) 094 083 070 087 051 069 066 061 090 054 087 051 087 079 06626 (660) 098 086 072 094 055 070 067 062 100 061 094 055 090 082 06928 (711) 100 089 073 100 060 072 068 063 068 100 060 094 085 07230 (762) 092 075 064 074 069 064 075 064 097 088 07436 (914) 100 080 077 078 073 067 099 077 100 097 081

gt48 (1219) 090 100 088 081 072 100 100 100 094

Table 16 mdash Load adjustment factors for 8 rebar in cracked concrete 123

8Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

9 12 20 9 12 20 9 12 20 9 12 20 9 12 20 9 12 20(229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 042 040 038 na na na 004 003 002 008 006 004 na na na5 (127) 059 057 054 056 050 044 056 055 053 020 015 009 039 030 018 na na na6 (152) 061 058 055 060 053 046 057 056 054 026 019 012 052 039 023 na na na7 (178) 063 060 056 065 057 047 058 057 055 033 024 015 065 049 029 na na na8 (203) 065 061 057 070 060 049 059 057 055 040 030 018 070 060 036 na na na9 (229) 067 063 058 075 064 051 060 058 056 048 036 021 075 064 043 na na na

10 (254) 069 064 058 080 067 053 061 059 057 056 042 025 080 067 050 na na na11 (279) 070 065 059 086 071 055 062 060 057 064 048 029 086 071 055 na na na

11-14 (286) 071 066 059 087 072 056 063 060 057 066 050 030 087 072 056 071 na na12 (305) 072 067 060 091 075 057 064 061 058 073 055 033 091 075 057 074 na na13 (330) 074 068 061 097 079 059 065 062 059 083 062 037 097 079 059 077 na na14 (356) 076 069 062 100 083 062 066 063 059 092 069 042 100 083 062 079 na na

14-14 (362) 076 070 062 084 062 066 063 059 095 071 043 084 062 080 073 na16 (406) 080 072 063 091 066 068 065 061 100 085 051 091 066 085 077 na18 (457) 083 075 065 100 070 070 067 062 100 061 100 070 090 082 na20 (508) 087 078 067 075 073 069 063 071 075 095 086 na22 (559) 091 081 068 080 075 070 065 082 080 100 091 na

22-14 (565) 091 081 069 080 075 071 065 083 080 091 07724 (610) 094 083 070 085 077 072 066 093 085 095 08026 (660) 098 086 072 090 079 074 067 100 090 098 08328 (711) 100 089 073 095 082 076 069 095 100 08630 (762) 092 075 100 084 078 070 100 08936 (914) 100 080 091 084 074 098

gt48 (1219) 090 100 095 082 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

19Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 17 mdash Load adjustment factors for 9 rebar in uncracked concrete 123

9Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12(257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 022 016 010 na na na 002 001 001 004 003 002 na na na5-58 (143) 059 057 054 032 024 014 054 053 052 011 008 005 022 016 010 na na na

6 (152) 060 057 054 034 025 014 054 053 052 012 009 005 024 018 011 na na na7 (178) 062 059 055 037 027 016 055 054 053 015 011 007 031 023 014 na na na8 (203) 063 060 056 040 029 017 055 054 053 019 014 008 037 028 017 na na na9 (229) 065 061 057 043 031 018 056 055 054 022 017 010 043 031 018 na na na

10 (254) 066 062 057 046 034 020 057 056 054 026 020 012 046 034 020 na na na11 (279) 068 064 058 050 036 021 057 056 054 030 023 014 050 036 021 na na na12 (305) 070 065 059 054 039 023 058 057 055 034 026 015 054 039 023 na na na

12-78 (327) 071 066 060 057 042 025 059 057 055 038 029 017 057 042 025 059 na na13 (330) 071 066 060 058 043 025 059 057 055 039 029 017 058 043 025 059 na na14 (356) 073 067 060 062 046 027 060 058 056 043 032 019 062 046 027 062 na na16 (406) 076 070 062 071 052 031 061 059 056 053 040 024 071 052 031 066 na na

16-14 (413) 077 070 062 072 053 031 061 059 056 054 040 024 072 053 031 066 060 na18 (457) 080 072 063 080 059 035 062 060 057 063 047 028 080 059 035 070 064 na20 (508) 083 075 065 089 066 038 064 061 058 074 055 033 089 066 038 074 067 na22 (559) 086 077 066 098 072 042 065 062 059 085 064 038 098 072 042 077 070 na24 (610) 090 080 068 100 079 046 066 063 060 097 073 044 100 079 046 081 073 na

25-14 (641) 092 081 069 083 048 067 064 060 100 078 047 083 048 083 075 06426 (660) 093 082 069 085 050 068 065 060 082 049 085 050 084 076 06428 (711) 096 085 071 092 054 069 066 061 092 055 092 054 087 079 06730 (762) 099 087 072 098 058 070 067 062 100 061 098 058 090 082 06936 (914) 100 094 077 100 069 074 070 064 080 100 069 099 090 076

gt48 (1219) 100 086 092 083 077 069 100 092 100 100 088

Table 18 mdash Load adjustment factors for 9 rebar in cracked concrete 123

9Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12(257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 041 039 038 na na na 003 003 002 007 005 003 na na na5-58 (143) 059 057 054 056 050 044 056 055 053 020 015 009 039 029 018 na na na

6 (152) 060 057 054 057 051 044 056 055 054 022 016 010 043 032 019 na na na7 (178) 062 059 055 061 054 046 057 056 054 027 020 012 054 041 024 na na na8 (203) 063 060 056 065 057 048 058 057 055 033 025 015 065 050 030 na na na9 (229) 065 061 057 070 060 049 059 057 055 040 030 018 070 059 036 na na na

10 (254) 066 062 057 074 063 051 060 058 056 046 035 021 074 063 042 na na na11 (279) 068 064 058 079 067 053 061 059 056 054 040 024 079 067 048 na na na12 (305) 070 065 059 084 070 055 062 060 057 061 046 027 084 070 055 na na na

12-78 (327) 071 066 060 088 073 056 063 061 058 068 051 031 088 073 056 072 na na13 (330) 071 066 060 089 073 056 063 061 058 069 052 031 089 073 056 072 na na14 (356) 073 067 060 094 077 058 064 062 058 077 058 035 094 077 058 075 na na16 (406) 076 070 062 100 084 062 066 063 059 094 071 042 100 084 062 080 na na

16-14 (413) 077 070 062 085 063 066 063 060 096 072 043 085 063 081 073 na18 (457) 080 072 063 091 066 068 065 061 100 084 050 091 066 085 077 na20 (508) 083 075 065 099 070 070 067 062 099 059 099 070 089 081 na22 (559) 086 077 066 100 074 072 068 063 100 068 100 074 094 085 na24 (610) 090 080 068 078 074 070 064 078 078 098 089 na

25-14 (641) 092 081 069 081 075 071 065 084 081 100 091 07726 (660) 093 082 069 082 076 071 065 088 082 093 07828 (711) 096 085 071 087 078 073 066 098 087 096 08130 (762) 099 087 072 091 080 075 068 100 091 100 08436 (914) 100 094 077 100 086 080 071 100 092

gt48 (1219) 100 086 100 098 090 078 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

20 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 19 mdash Load adjustment factors for 10 rebar in uncracked concrete 123

10Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25(286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635)

Spac

ing

(s)

Edg

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ista

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(ca)

Con

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e Th

ickn

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(h)

mdash in

(mm

) 1-34 (44) na na na 022 016 009 na na na 002 001 001 003 002 001 na na na6-14 (159) 059 057 054 032 024 014 054 053 052 011 008 005 022 016 010 na na na

7 (178) 060 058 055 034 025 015 054 053 052 013 009 006 026 019 011 na na na8 (203) 062 059 055 037 027 016 055 054 053 016 012 007 031 023 014 na na na9 (229) 063 060 056 040 029 017 055 054 053 019 014 008 038 028 017 na na na

10 (254) 065 061 057 043 032 018 056 055 054 022 016 010 043 032 018 na na na11 (279) 066 062 057 046 034 020 057 055 054 025 019 011 046 034 020 na na na12 (305) 068 063 058 049 036 021 057 056 054 029 021 013 049 036 021 na na na13 (330) 069 064 059 053 039 023 058 056 055 033 024 014 053 039 023 na na na14 (356) 071 066 059 057 042 024 059 057 055 036 027 016 057 042 024 na na na

14-14 (362) 071 066 060 058 042 025 059 057 055 037 027 016 058 042 025 059 na na15 (381) 072 067 060 061 045 026 059 057 055 040 030 018 061 045 026 060 na na16 (406) 074 068 061 065 047 028 060 058 056 045 033 020 065 047 028 062 na na17 (432) 075 069 061 069 050 030 060 058 056 049 036 021 069 050 030 064 na na18 (457) 077 070 062 073 053 031 061 059 056 053 039 023 073 053 031 066 060 na20 (508) 080 072 063 081 059 035 062 060 057 062 046 027 081 059 035 070 063 na22 (559) 083 074 065 089 065 038 063 061 058 072 053 032 089 065 038 073 066 na24 (610) 086 077 066 097 071 042 065 062 058 082 060 036 097 071 042 076 069 na26 (660) 089 079 067 100 077 045 066 063 059 092 068 041 100 077 045 079 072 na28 (711) 091 081 069 100 083 049 067 064 060 100 076 045 083 049 082 074 06330 (762) 094 083 070 089 052 068 065 061 084 050 089 052 085 077 06536 (914) 100 090 074 100 063 072 068 063 100 066 100 063 094 084 071

gt48 (1219) 100 082 083 079 074 067 100 083 100 097 082

Table 20 mdash Load adjustment factors for 10 rebar in cracked concrete 123

10Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25(286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 040 039 037 na na na 003 002 001 006 004 003 na na na6-14 (159) 059 057 054 056 050 044 056 055 053 020 015 009 039 029 018 na na na

7 (178) 060 058 055 058 052 045 056 055 054 023 017 010 046 035 021 na na na8 (203) 062 059 055 062 055 046 057 056 054 028 021 013 056 042 025 na na na9 (229) 063 060 056 066 057 048 058 057 055 034 025 015 066 051 030 na na na

10 (254) 065 061 057 070 060 049 059 057 055 039 030 018 070 059 036 na na na11 (279) 066 062 057 074 063 051 060 058 056 046 034 020 074 063 041 na na na12 (305) 068 063 058 078 066 053 061 059 056 052 039 023 078 066 047 na na na13 (330) 069 064 059 082 069 054 062 060 057 059 044 026 082 069 053 na na na14 (356) 071 066 059 087 072 056 063 060 057 065 049 029 087 072 056 na na na

14-14 (362) 071 066 060 088 073 056 063 061 058 067 050 030 088 073 056 071 na na15 (381) 072 067 060 091 075 057 063 061 058 073 054 033 091 075 057 073 na na16 (406) 074 068 061 096 078 059 064 062 058 080 060 036 096 078 059 076 na na17 (432) 075 069 061 100 081 061 065 063 059 087 066 039 100 081 061 078 na na18 (457) 077 070 062 085 062 066 063 059 095 071 043 085 062 080 073 na20 (508) 080 072 063 091 066 068 065 061 100 084 050 091 066 085 077 na22 (559) 083 074 065 098 069 070 066 062 097 058 098 069 089 081 na24 (610) 086 077 066 100 073 072 068 063 100 066 100 073 093 084 na26 (660) 089 079 067 077 073 069 064 074 077 097 088 na28 (711) 091 081 069 081 075 071 065 083 081 100 091 07730 (762) 094 083 070 085 077 072 066 092 085 094 07936 (914) 100 090 074 097 082 077 069 100 097 100 087

gt48 (1219) 100 082 100 093 086 075 100 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

21Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

249 hilti hit-re 100 adhesive with hilti haS threaded rod

Cracked or uncracked concrete

Permissible concete conditions Permissible drilling methods

Dry concrete

Hammer Drilling with Carbide Tipped Drill Bit

Uncracked Concrete Water-saturated concrete

Cracked Concrete Water-filled holes

Submerged (underwater)

Hilti HAS Threaded Rod

Hilti HIT-V Threaded Rod

Table 21 mdash Specifications for fractional threaded rod installed with HIT-RE 100 adhesive

Setting information Symbol UnitsNominal anchor diameter

38 12 58 34 78 1 1-14

Nominal bit diameter do in 716 916 34 78 1 1-18 1-38

Standard effective embedment hefstd

in 3-38 4-12 5-58 6-34 7-78 9 11-14

(mm) (86) (114) (143) (171) (200) (229) (286)

Effective Embedment

minimum hefmin

in 2-38 2-34 3-18 3-12 3-12 4 5

(mm) (60) (70) (79) (89) (89) (102) (127)

maximum hefmax

in 7-12 10 12-12 15 17-12 20 25

(mm) (191) (254) (318) (381) (445) (508) (635)

Minimum diameter of fixture hole

through-set

in 12 58 13161 15161 1-181 1-141 1-121

preset

in 716 1916 1116 1316 1516 1-18 1-38

Installation torque Tinst

ft-lb 15 30 60 100 125 150 200

(Nm) (20) (40) (80) (136) (169) (203) (271)

Minimum Concrete Thickness hmin

in hef + 1-14 58 to 78 rods also have min conc

hef + 2 hef + 3

(mm) (hef + 51) thickness = hef+2do (hef + 57) (hef + 76)

Minimum edge distance2 cmin

in 1-78 2-12 3-18 3-34 4-38 5 5-58

(mm) (48) (64) (79) (95) (111) (127) (143)

Minimum anchor spacing smin

in 1-78 2-12 3-18 3-34 4-38 5 5-58

(mm) (48) (64) (79) (95) (111) (127) (143)

1 Install using (2) washers See Figure 52 Edge distance of 1-34-inch (44mm) is permitted provided the installation torque is reduced to 030 T inst for 5d lt s lt 16-in and to 05

Tinst for sgt16-in

min

Figure 4 mdash HASHIT-V threaded rods

Figure 5 mdash Installation with (2) washers

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

22 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 22 mdash Hilti HIT-RE 100 adhesive design strength with concrete bond failure for fractional threaded rod in uncracked concrete 12345678910

Nominal Anchor

Diameter in (mm)

Nominal anchor diameter in (mm)

Tension mdash ФNn Shear mdash ФVn

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

f´c = 2500 psi(172 MPa)

lb (kN)

f´c = 3000 psi(207 MPa)

lb (kN)

f´c = 4000 psi(276 MPa)

lb (kN)

f´c = 6000 psi(414 MPa)

lb (kN)

38

2-38 1955 1995 2050 2135 2490 2535 2610 2720(60) (87) (89) (91) (95) (111) (113) (116) (121)

3-38 2780 2835 2915 3035 7080 7210 7420 7730(86) (124) (126) (130) (135) (315) (321) (330) (344)

4-12 3710 3775 3885 4050 9440 9615 9895 10305(114) (165) (168) (173) (180) (420) (428) (440) (458)7-12 6180 6295 6480 6745 15735 16025 16490 17175(191) (275) (280) (288) (300) (700) (713) (734) (764)

12

2-34 2985 3040 3130 3255 7595 7735 7960 8290(70) (133) (135) (139) (145) (338) (344) (354) (369)

4-12 4885 4975 5120 5330 12430 12660 13030 13565(114) (217) (221) (228) (237) (553) (563) (580) (603)

6 6510 6630 6825 7105 16575 16875 17370 18090(152) (290) (295) (304) (316) (737) (751) (773) (805)10 10850 11050 11375 11845 27620 28130 28950 30150

(254) (483) (492) (506) (527) (1229) (1251) (1288) (1341)

58

3-18 4065 4140 4260 4435 9280 10165 10840 11290(79) (181) (184) (189) (197) (413) (452) (482) (502)

5-58 7315 7450 7665 7985 18615 18960 19515 20320(143) (325) (331) (341) (355) (828) (843) (868) (904)7-12 9750 9930 10220 10645 24825 25280 26015 27095(191) (434) (442) (455) (474) (1104) (1125) (1157) (1205)

12-12 16255 16550 17035 17740 41370 42130 43360 45155(318) (723) (736) (758) (789) (1840) (1874) (1929) (2009)

34

3-12 5105 5375 5535 5765 11000 12050 13915 14670(89) (227) (239) (246) (256) (489) (536) (619) (653)

6-34 10180 10370 10670 11115 25920 26395 27165 28290(171) (453) (461) (475) (494) (1153) (1174) (1208) (1258)

9 13575 13825 14230 14820 34555 35195 36220 37720(229) (604) (615) (633) (659) (1537) (1566) (1611) (1678)15 22625 23045 23715 24695 57595 58655 60365 62865

(381) (1006) (1025) (1055) (1098) (2562) (2609) (2685) (2796)

78

3-12 5105 5595 6235 6490 11000 12050 13915 16525(89) (227) (249) (277) (289) (489) (536) (619) (735)

7-78 13385 13630 14025 14605 34065 34690 35705 37180(200) (595) (606) (624) (650) (1515) (1543) (1588) (1654)

10-12 17845 18170 18700 19475 45420 46255 47605 49575(267) (794) (808) (832) (866) (2020) (2058) (2118) (2205)

17-12 29740 30285 31170 32460 75700 77090 79340 82625(445) (1323) (1347) (1387) (1444) (3367) (3429) (3529) (3675)

1

4 6240 6835 7895 8240 13440 14725 17000 20820(102) (278) (304) (351) (367) (598) (655) (756) (926)

9 16980 17295 17800 18535 43225 44020 45305 47180(229) (755) (769) (792) (824) (1923) (1958) (2015) (2099)12 22640 23060 23730 24715 57635 58695 60410 62910

(305) (1007) (1026) (1056) (1099) (2564) (2611) (2687) (2798)20 37735 38430 39555 41190 96055 97825 100680 104845

(508) (1679) (1709) (1759) (1832) (4273) (4351) (4478) (4664)

1-14

5 8720 9555 11030 12355 18785 20575 23760 29100(127) (388) (425) (491) (550) (836) (915) (1057) (1294)

11-14 25465 25935 26690 27795 63395 66010 67940 70750(286) (1133) (1154) (1187) (1236) (2820) (2936) (3022) (3147)15 33955 34575 35585 37060 86425 88015 90585 94335

(381) (1510) (1538) (1583) (1649) (3844) (3915) (4029) (4196)25 56590 57630 59310 61765 144040 146690 150975 157220

(635) (2517) (2563) (2638) (2747) (6407) (6525) (6716) (6993)1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 26-38 as necessary Compare to the steel values in table 24

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only Seismic design is not permitted for uncracked concrete

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

23Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 23 mdash Hilti HIT-RE 100 adhesive design strength with concrete bond failure for threaded rod in cracked concrete 12345678910

Nominal anchor

diameter in (mm)

Effective Embedment

Depth in (mm)

Tension mdash ФNn Shear mdash ФVn

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

f´c = 2500 psi(172 MPa)

lb (kN)

f´c = 3000 psi(207 MPa)

lb (kN)

f´c = 4000 psi(276 MPa)

lb (kN)

f´c = 6000 psi(414 MPa)

lb (kN)

38

2-38 950 965 995 1035 1205 1230 1265 1315(60) (42) (43) (44) (46) (54) (55) (56) (58)

3-38 1345 1370 1410 1470 3430 3490 3595 3745(86) (60) (61) (63) (65) (153) (155) (160) (167)

4-12 1795 1830 1885 1960 4570 4655 4790 4990(114) (80) (81) (84) (87) (203) (207) (213) (222)7-12 2995 3050 3140 3265 7620 7760 7985 8315(191) (133) (136) (140) (145) (339) (345) (355) (370)

12

2-34 1405 1430 1475 1535 3580 3645 3750 3910(70) (62) (64) (66) (68) (159) (162) (167) (174)

4-12 2300 2345 2410 2510 5860 5965 6140 6395(114) (102) (104) (107) (112) (261) (265) (273) (284)

6 3070 3125 3215 3350 7810 7955 8185 8525(152) (137) (139) (143) (149) (347) (354) (364) (379)10 5115 5210 5360 5580 13020 13260 13645 14210

(254) (228) (232) (238) (248) (579) (590) (607) (632)

58

3-18 2000 2035 2095 2180 5085 5180 5330 5550(79) (89) (91) (93) (97) (226) (230) (237) (247)

5-58 3595 3660 3770 3925 9155 9320 9595 9990(143) (160) (163) (168) (175) (407) (415) (427) (444)7-12 4795 4885 5025 5235 12205 12430 12790 13320(191) (213) (217) (224) (233) (543) (553) (569) (593)

12-12 7990 8140 8375 8725 20340 20715 21320 22205(318) (355) (362) (373) (388) (905) (921) (948) (988)

34

3-12 2540 2585 2660 2770 6465 6585 6775 7055(89) (113) (115) (118) (123) (288) (293) (301) (314)

6-34 4900 4990 5135 5345 12470 12700 13070 13610(171) (218) (222) (228) (238) (555) (565) (581) (605)

9 6530 6650 6845 7130 16625 16930 17425 18145(229) (290) (296) (304) (317) (740) (753) (775) (807)15 10885 11085 11410 11880 27710 28220 29040 30245

(381) (484) (493) (508) (528) (1233) (1255) (1292) (1345)

78

3-12 2730 2780 2860 2980 6950 7080 7285 7585(89) (121) (124) (127) (133) (309) (315) (324) (337)

7-78 6145 6255 6440 6705 15640 15925 16390 17070(200) (273) (278) (286) (298) (696) (708) (729) (759)

10-12 8190 8340 8585 8940 20850 21235 21855 22760(267) (364) (371) (382) (398) (927) (945) (972) (1012)

17-12 13650 13905 14310 14900 34750 35390 36425 37930(445) (607) (619) (637) (663) (1546) (1574) (1620) (1687)

1

4 3320 3380 3475 3620 8445 8600 8850 9215(102) (148) (150) (155) (161) (376) (383) (394) (410)

9 7465 7600 7825 8145 19000 19350 19915 20740(229) (332) (338) (348) (362) (845) (861) (886) (923)12 9955 10135 10430 10865 25335 25800 26555 27650

(305) (443) (451) (464) (483) (1127) (1148) (1181) (1230)20 16590 16895 17385 18105 42225 43000 44255 46085

(508) (738) (752) (773) (805) (1878) (1913) (1969) (2050)

1-14

5 4405 4485 4620 4810 11215 11420 11755 12240(127) (196) (200) (206) (214) (499) (508) (523) (544)

11-14 9915 10095 10390 10820 25235 25700 26450 27545(286) (441) (449) (462) (481) (1123) (1143) (1177) (1225)15 13220 13460 13855 14430 33645 34265 35265 36725

(381) (588) (599) (616) (642) (1497) (1524) (1569) (1634)25 22030 22435 23090 24045 56075 57110 58775 61210

(635) (980) (998) (1027) (1070) (2494) (2540) (2614) (2723)1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 24

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only For seismic loads multiply cracked concrete tabular values in tension and shear by αseis = 0675 See section 245 for additional information on seismic

applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

24 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 24 mdash Steel design strength for Hilti HIT-V and HAS threaded rods 1

Nominalanchor

diameterin (mm)

HAS-EISO 898 Class 58 2

HAS-E-B7ASTM A193 B7 3

HAS-R stainless steelASTM F 593 - AISI 304316 SS 2

Tensile4

ϕNsa

lb (kN)

Shear5

ϕVsa

lb (kN)

Seismic Shear6

ϕVsaeq

lb (kN)

Tensile4

ϕNsa

lb (kN)

Shear5

ϕVsa

lb (kN)

Seismic Shear6

ϕVsaeq

lb (kN)

Tensile4

ϕNsa

lb (kN)

Shear5

ϕVsa

lb (kN)

Seismic Shear6

ϕVsaeq

lb (kN)

383655 2020 1415 7265 3775 2645 5040 2790 1955(163) (90) (63) (323) (168) (118) (224) (124) (87)

126690 3705 2595 13300 6915 4840 9225 5110 3575(298) (165) (115) (592) (308) (215) (410) (227) (159)

5810650 5900 4130 21190 11020 7715 14690 8135 5695(474) (262) (184) (943) (490) (343) (653) (362) (253)

3415765 8730 6110 31360 16305 11415 18480 10235 7165(701) (388) (272) (1395) (725) (508) (822) (455) (319)

7821755 12050 8435 43285 22505 15755 25510 14125 9890(968) (536) (375) (1925) (1001) (701) (1135) (628) (440)

128540 15805 11065 56785 29525 20670 33465 18535 12975(1270) (703) (492) (2526) (1313) (919) (1489) (824) (577)

1-1445670 25295 17705 90850 47240 33070 53540 29655 20760(2031) (1125) (788) (4041) (2101) (1471) (2382) (1319) (923)

1 See Section 244 to convert design strength value to ASD value2 HAS-E and HAS-R threaded rods are considered brittle steel elements

HAS-E does not comply with elongation requirements of ISO 898-13 HAS-E-B7 rods are considered ductile steel elements4 Tensile = ϕ AseN futa as noted inACI 318-14 Chapter 175 Shear = ϕ 060 AseV futa as noted inACI 318-14 Chapter 17 For 38-in diameter threaded rod shear = ϕ 050 AseV futa6 Seismic Shear = αVseis ϕVsa Reduction for seismic shear only See section 245 for additional information on seismic applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

25Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 25 mdash Load adjustment factors for 38-in diameter fractional threaded rods in uncracked concrete 123

38 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12(60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na na 043 032 023 013 na na na na 028 010 008 005 043 021 016 009 na na na na1-78 (48) 061 059 057 054 045 033 024 014 058 054 053 052 031 012 009 005 045 023 017 010 na na na na

2 (51) 062 060 057 054 047 034 025 014 058 054 053 052 034 013 010 006 047 025 019 011 na na na na3 (76) 068 065 061 057 060 042 031 018 062 056 055 054 063 023 018 011 060 042 031 018 na na na na

3-58 (92) 072 068 063 058 070 048 035 020 065 058 056 054 084 031 023 014 070 048 035 020 077 na na na4 (102) 074 070 065 059 077 052 038 022 066 058 057 055 098 036 027 016 077 052 038 022 081 na na na

4-58 (117) 077 073 067 060 089 060 043 025 069 060 058 056 100 045 034 020 089 060 043 025 087 062 na na5 (127) 080 075 069 061 096 064 047 027 070 061 059 056 050 038 023 096 064 047 027 091 065 na na

5-34 (146) 084 078 071 063 100 074 054 031 074 062 060 057 062 046 028 100 074 054 031 097 070 063 na6 (152) 086 080 072 063 077 056 033 075 063 060 057 066 050 030 077 056 033 099 071 065 na7 (178) 092 085 076 066 090 066 038 079 065 062 059 083 062 037 090 066 038 100 077 070 na8 (203) 097 090 080 068 100 075 043 083 067 064 060 100 076 046 100 075 043 082 075 na

8-34 (222) 100 093 082 069 082 048 086 068 065 061 087 052 082 048 086 078 0669 (229) 094 083 070 084 049 087 069 066 061 091 055 084 049 087 079 067

10 (254) 099 087 072 094 054 091 071 067 062 100 064 094 054 092 083 07011 (279) 100 091 074 100 060 095 073 069 064 074 100 060 096 087 07412 (305) 094 077 065 099 075 071 065 084 065 100 091 07714 (356) 100 081 076 100 080 074 067 100 076 099 08316 (406) 086 087 084 078 070 087 100 08918 (457) 090 098 088 081 072 098 09424 (610) 100 100 100 092 080 100 10030 (762) 100 08736 (914) 095

gt48 (1219) 100

Table 26 mdash Load adjustment factors for 38-in diameter fractional threaded rods in cracked concrete 123

38 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12(60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191)

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1-34 (44) na na na na 058 054 049 043 na na na na 042 015 012 007 058 031 023 014 na na na na1-78 (48) 061 059 057 054 060 056 050 044 060 055 054 053 046 017 013 008 060 034 026 015 na na na na

2 (51) 062 060 057 054 062 057 051 044 061 055 055 053 051 019 014 008 062 038 028 017 na na na na3 (76) 068 065 061 057 078 070 060 049 066 058 057 055 093 034 026 016 078 069 052 031 na na na na

3-58 (92) 072 068 063 058 089 078 066 053 069 060 058 056 100 046 034 021 089 078 066 041 088 na na na4 (102) 074 070 065 059 096 084 070 055 071 061 059 056 053 040 024 096 084 070 048 092 na na na

4-58 (117) 077 073 067 060 100 093 076 058 075 063 060 057 066 049 030 100 093 076 058 099 071 na na5 (127) 080 075 069 061 099 080 060 077 064 061 058 074 056 033 099 080 060 100 074 na na

5-34 (146) 084 078 071 063 100 088 064 081 066 063 059 091 069 041 100 088 064 079 072 na6 (152) 086 080 072 063 091 066 082 066 064 060 097 073 044 091 066 081 074 na7 (178) 092 085 076 066 100 072 087 069 066 061 100 092 055 100 072 087 079 na8 (203) 097 090 080 068 078 092 072 068 063 100 068 078 093 085 na

8-34 (222) 100 093 082 069 083 096 074 070 064 077 083 098 089 0759 (229) 094 083 070 085 098 075 070 064 081 085 099 090 07610 (254) 099 087 072 091 100 077 073 066 094 091 100 095 08011 (279) 100 091 074 098 080 075 068 100 098 100 08412 (305) 094 077 100 083 077 069 100 08814 (356) 100 081 088 082 072 09516 (406) 086 094 086 076 10018 (457) 090 099 091 07924 (610) 100 100 100 08830 (762) 09836 (914) 100

gt48 (1219)1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

26 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 27 mdash Load adjustment factors for 12-in diameter fractional threaded rods in uncracked concrete 123

12 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10(70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254)

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1-34 (44) na na na na 040 027 020 012 na na na na 010 007 005 003 021 014 010 006 na na na na2-12 (64) 061 059 057 054 048 032 023 014 055 054 053 052 018 012 009 005 035 023 018 011 na na na na

3 (76) 063 061 058 055 053 035 026 015 056 055 054 053 023 015 012 007 047 031 023 014 na na na na4 (102) 068 065 061 057 066 041 030 018 058 056 055 054 036 024 018 011 066 041 030 018 058 na na na5 (127) 072 069 064 058 082 048 035 021 061 058 057 055 050 033 025 015 082 048 035 021 065 na na na

5-34 (146) 076 071 066 060 094 054 040 023 062 059 058 055 062 041 031 018 094 054 040 023 070 061 na na6 (152) 077 072 067 060 098 057 042 024 063 060 058 056 066 043 033 020 098 057 042 024 071 062 na na7 (178) 081 076 069 062 100 066 048 028 065 061 059 057 083 055 041 025 100 066 048 028 077 067 na na

7-14 (184) 082 077 070 062 068 050 029 065 062 060 057 088 058 043 026 068 050 029 078 068 062 na8 (203) 086 080 072 063 075 055 032 067 063 061 057 100 067 050 030 075 055 032 082 071 065 na9 (229) 090 083 075 065 085 062 036 069 064 062 058 080 060 036 085 062 036 087 076 069 na

10 (254) 095 087 078 067 094 069 040 071 066 063 059 094 070 042 094 069 040 092 080 073 na11-14 (286) 100 092 081 069 100 078 046 074 068 065 061 100 084 050 100 078 046 097 085 077 065

12 (305) 094 083 070 083 049 075 069 066 061 092 055 083 049 100 087 079 06714 (356) 100 089 073 097 057 079 072 068 063 100 070 097 057 094 086 07216 (406) 094 077 100 065 084 076 071 065 085 100 065 100 092 07718 (457) 100 080 073 088 079 074 067 100 073 097 08220 (508) 083 081 092 082 076 069 081 100 08722 (559) 087 089 096 085 079 071 089 09124 (610) 090 097 100 088 082 072 097 09530 (762) 100 100 098 089 078 100 10036 (914) 100 097 084

gt48 (1219) 100 095

Table 28 mdash Load adjustment factors for 12-in diameter fractional threaded rods in cracked concrete 123

12 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10(70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254)

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1-34 (44) na na na na 052 049 045 041 na na na na 016 010 008 005 032 021 016 009 na na na na2-12 (64) 061 059 057 054 060 056 050 044 057 055 054 053 027 018 013 008 054 035 027 016 na na na na

3 (76) 063 061 058 055 066 060 053 046 058 056 055 054 035 023 017 010 066 047 035 021 na na na na4 (102) 068 065 061 057 079 070 060 049 061 058 057 055 054 036 027 016 079 070 054 032 067 na na na5 (127) 072 069 064 058 092 080 067 053 064 061 059 056 076 050 038 023 092 080 067 045 075 na na na

5-34 (146) 076 071 066 060 100 088 073 056 066 062 060 057 094 062 046 028 100 088 073 056 080 070 na na6 (152) 077 072 067 060 091 075 057 067 063 060 057 100 066 049 030 091 075 057 082 071 na na7 (178) 081 076 069 062 100 083 062 069 065 062 059 083 062 037 100 083 062 088 077 na na

7-14 (184) 082 077 070 062 085 063 070 065 063 059 087 066 039 085 063 090 078 071 na8 (203) 086 080 072 063 091 066 072 067 064 060 100 076 046 091 066 094 082 075 na9 (229) 090 083 075 065 100 070 075 069 066 061 091 054 100 070 100 087 079 na

10 (254) 095 087 078 067 075 078 071 067 062 100 064 075 092 083 na11-14 (286) 100 092 081 069 081 081 074 070 064 076 081 097 088 075

12 (305) 094 083 070 085 083 075 071 065 084 085 100 091 07714 (356) 100 089 073 095 089 079 074 067 100 095 099 08316 (406) 094 077 100 094 084 078 070 100 100 08918 (457) 100 080 100 088 081 072 09420 (508) 083 092 085 075 09922 (559) 087 096 088 077 10024 (610) 090 100 092 08030 (762) 100 100 08736 (914) 094

gt48 (1219) 100

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

27Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 29 mdash Load adjustment factors for 58-in diameter fractional threaded rods in uncracked concrete 123

58 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12

(79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318)

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1-34 (44) na na na na 039 025 019 011 na na na na 009 005 004 002 019 010 008 005 na na na na3-18 (79) 061 059 057 054 052 032 023 014 056 054 053 052 022 012 009 005 045 024 018 011 na na na na

4 (102) 065 062 059 055 061 036 027 016 058 055 054 053 032 018 013 008 061 035 026 016 na na na na4-58 (117) 067 064 060 056 068 040 029 017 059 056 055 054 040 022 016 010 068 040 029 017 060 na na na

5 (127) 068 065 061 057 074 042 031 018 060 057 055 054 045 025 019 011 074 042 031 018 063 na na na6 (152) 072 068 063 058 089 047 035 020 062 058 056 055 059 032 024 015 089 047 035 020 069 na na na7 (178) 076 071 066 059 100 053 039 023 064 059 058 055 075 041 031 018 100 053 039 023 074 na na na

7-18 (181) 076 071 066 060 054 040 023 064 059 058 055 077 042 031 019 054 040 023 075 061 na na8 (203) 079 074 068 061 061 045 026 066 060 059 056 091 050 037 022 061 045 026 079 065 na na9 (229) 083 077 070 062 069 051 030 068 062 060 057 100 060 045 027 069 051 030 084 069 062 na

10 (254) 087 080 072 063 076 056 033 070 063 061 058 070 052 031 076 056 033 089 072 066 na11 (279) 090 083 074 065 084 062 036 072 064 062 058 081 060 036 084 062 036 093 076 069 na12 (305) 094 086 077 066 092 067 039 074 066 063 059 092 069 041 092 067 039 097 079 072 na14 (356) 100 091 081 069 100 079 046 077 068 065 061 100 087 052 100 079 046 100 086 078 06616 (406) 097 086 071 090 053 081 071 067 062 100 064 090 053 092 083 07018 (457) 100 090 074 100 059 085 074 069 064 076 100 059 097 088 07420 (508) 094 077 066 089 076 072 065 089 066 100 093 07822 (559) 099 079 072 093 079 074 067 100 072 098 08224 (610) 100 082 079 097 081 076 068 079 100 08626 (660) 085 085 100 084 078 070 085 09028 (711) 087 092 087 080 072 092 09330 (762) 090 099 089 082 073 099 09636 (914) 098 100 097 089 078 100 100

gt48 (1219) 100 100 100 087

Table 30 mdash Load adjustment factors for 58-in diameter fractional threaded rods in cracked concrete 123

58 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12

(79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318)

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1-34 (44) na na na na 049 046 043 040 na na na na 012 007 006 003 024 015 011 007 na na na na3-18 (79) 061 059 057 054 061 056 050 044 057 055 054 053 029 018 013 008 058 035 027 016 na na na na

4 (102) 065 062 059 055 069 062 055 046 059 057 056 054 042 026 019 012 069 051 038 023 na na na na4-58 (117) 067 064 060 056 076 067 058 048 061 058 056 055 052 032 024 014 076 064 048 029 066 na na na

5 (127) 068 065 061 057 080 070 060 049 062 058 057 055 059 036 027 016 080 070 054 032 068 na na na6 (152) 072 068 063 058 091 078 066 053 064 060 058 056 077 047 035 021 091 078 066 042 075 na na na7 (178) 076 071 066 059 100 087 072 056 066 062 060 057 097 059 045 027 100 087 072 053 081 na na na

7-18 (181) 076 071 066 060 088 073 056 067 062 060 057 100 061 046 027 088 073 055 082 069 na na8 (203) 079 074 068 061 096 078 059 069 063 061 058 073 054 033 096 078 059 087 073 na na9 (229) 083 077 070 062 100 085 062 071 065 062 059 087 065 039 100 085 062 092 078 071 na

10 (254) 087 080 072 063 091 066 073 067 064 060 100 076 046 091 066 097 082 075 na11 (279) 090 083 074 065 098 069 076 069 065 061 088 053 098 069 100 086 078 na12 (305) 094 086 077 066 100 073 078 070 067 062 100 060 100 073 090 082 na14 (356) 100 091 081 069 081 083 074 069 064 076 081 097 088 07416 (406) 097 086 071 089 087 077 072 066 092 089 100 094 08018 (457) 100 090 074 097 092 080 075 068 100 097 100 08420 (508) 094 077 100 097 084 078 070 100 08922 (559) 099 079 100 087 081 072 09324 (610) 100 082 090 083 074 09726 (660) 085 094 086 076 10028 (711) 087 097 089 07830 (762) 090 100 092 08036 (914) 098 100 086

gt48 (1219) 100 0971 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

28 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 31 mdash Load adjustment factors for 34-in diameter fractional threaded rods in uncracked concrete 123

34 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15(89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381)

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1-34 (44) na na na na 038 024 018 010 na na na na 009 004 003 002 017 008 006 004 na na na na3-34 (95) 062 059 057 054 055 032 023 014 057 054 053 052 027 012 009 006 053 025 019 011 na na na na

4 (102) 062 060 057 054 058 033 024 014 057 054 054 053 029 014 010 006 058 027 020 012 na na na na5 (127) 066 062 059 056 068 037 027 016 059 056 055 053 041 019 014 009 068 037 027 016 na na na na

5-14 (133) 066 063 060 056 071 038 028 017 060 056 055 053 044 020 015 009 071 038 028 017 062 na na na6 (152) 069 065 061 057 081 042 031 018 061 057 055 054 054 025 019 011 081 042 031 018 066 na na na7 (178) 072 067 063 058 090 047 034 020 063 058 056 055 068 032 024 014 090 047 034 020 072 na na na8 (203) 075 070 065 059 099 052 038 022 065 059 057 055 083 039 029 017 099 052 038 022 077 na na na

8-12 (216) 076 071 066 059 100 055 040 024 066 059 058 056 091 042 032 019 100 055 040 024 079 061 na na9 (229) 078 072 067 060 058 043 025 067 060 058 056 099 046 034 021 058 043 025 081 063 na na

10 (254) 081 075 069 061 064 047 028 068 061 059 056 100 054 040 024 064 047 028 086 066 na na10-34 (273) 083 077 070 062 069 051 030 070 062 060 057 060 045 027 069 051 030 089 069 063 na

12 (305) 087 080 072 063 077 057 033 072 063 061 058 071 053 032 077 057 033 094 073 066 na14 (356) 093 085 076 066 090 066 039 076 065 063 059 089 067 040 090 066 039 100 079 071 na16 (406) 100 090 080 068 100 076 044 079 068 065 060 100 082 049 100 076 044 084 076 na

16-34 (425) 091 081 069 079 046 081 068 065 061 087 052 079 046 086 078 06618 (457) 094 083 070 085 050 083 070 066 062 097 058 085 050 089 081 06820 (508) 099 087 072 095 055 087 072 068 063 100 068 095 055 094 085 07222 (559) 100 091 074 100 061 091 074 070 064 079 100 061 099 089 07524 (610) 094 077 067 094 076 072 066 090 067 100 093 07926 (660) 098 079 072 098 079 074 067 100 072 097 08228 (711) 100 081 078 100 081 075 068 078 100 08530 (762) 083 083 083 077 069 083 08836 (914) 090 100 090 083 073 100 097

gt48 (1219) 100 100 094 081 100

Table 32 mdash Load adjustment factors for 34-in diameter fractional threaded rods in cracked concrete 123

34 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15(89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381)

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1-34 (44) na na na na 047 044 042 039 na na na na 010 006 004 003 021 012 009 005 na na na na3-34 (95) 062 059 057 054 062 056 050 044 058 055 054 053 032 018 014 008 062 037 028 017 na na na na

4 (102) 062 060 057 054 064 057 051 044 058 056 055 053 036 020 015 009 064 040 030 018 na na na na5 (127) 066 062 059 056 072 063 056 047 060 057 056 054 050 028 021 013 072 056 042 025 na na na na

5-14 (133) 066 063 060 056 074 065 057 047 061 058 056 054 054 030 023 014 074 061 046 027 066 na na na6 (152) 069 065 061 057 081 070 060 049 063 059 057 055 066 037 028 017 081 070 056 033 071 na na na7 (178) 072 067 063 058 090 077 065 052 065 060 058 056 083 047 035 021 090 077 065 042 077 na na na8 (203) 075 070 065 059 099 084 070 055 067 061 059 057 100 057 043 026 099 084 070 051 082 na na na

8-12 (216) 076 071 066 059 100 088 072 056 068 062 060 057 063 047 028 100 088 072 056 084 070 na na9 (229) 078 072 067 060 091 075 057 069 063 061 058 068 051 031 091 075 057 087 072 na na

10 (254) 081 075 069 061 099 080 060 071 064 062 058 080 060 036 099 080 060 092 076 na na10-34 (273) 083 077 070 062 100 084 062 073 065 063 059 089 067 040 100 084 062 095 079 071 na

12 (305) 087 080 072 063 091 066 075 067 064 060 100 079 047 091 066 100 083 075 na14 (356) 093 085 076 066 100 072 079 070 067 062 099 060 100 072 090 081 na16 (406) 100 090 080 068 078 084 073 069 063 100 073 078 096 087 na

16-34 (425) 091 081 069 081 085 074 070 064 078 081 098 089 07518 (457) 094 083 070 085 088 076 071 065 087 085 100 092 07820 (508) 099 087 072 091 092 079 074 067 100 091 097 08222 (559) 100 091 074 098 096 082 076 069 098 100 08624 (610) 094 077 100 100 084 078 070 100 09026 (660) 098 079 087 081 072 09428 (711) 100 081 090 083 074 09730 (762) 083 093 086 075 10036 (914) 090 100 093 080

gt48 (1219) 100 100 0901 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

29Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 33 mdash Load adjustment factors for 78-in diameter fractional threaded rods in uncracked concrete 123

78 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12

(89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445)

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(mm

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1-34 (44) na na na na 039 023 017 010 na na na na 009 003 002 001 018 006 004 003 na na na na4-38 (111) 062 059 057 054 062 032 024 014 058 054 053 052 035 012 009 005 062 024 018 011 na na na na

5 (127) 064 061 058 055 066 034 025 015 059 055 054 053 043 014 011 007 066 029 022 013 na na na na5-12 (140) 065 062 059 055 070 036 027 016 060 055 054 053 050 017 013 008 070 033 025 015 065 na na na

6 (152) 066 063 060 056 074 038 028 016 061 056 055 053 057 019 014 009 074 038 028 016 068 na na na7 (178) 069 065 061 057 081 042 031 018 063 056 055 054 071 024 018 011 081 042 031 018 073 na na na8 (203) 072 067 063 058 090 046 034 020 065 057 056 054 087 029 022 013 090 046 034 020 078 na na na9 (229) 074 069 064 059 098 051 037 022 067 058 057 055 100 035 026 016 098 051 037 022 083 na na na

9-78 (251) 077 071 066 059 100 055 041 024 069 059 057 055 040 030 018 100 055 041 024 087 060 na na10 (254) 077 071 066 060 056 041 024 069 059 058 055 041 031 018 056 041 024 087 061 na na11 (279) 080 073 067 060 061 045 026 071 060 058 056 047 035 021 061 045 026 091 064 na na12 (305) 082 075 069 061 067 049 029 073 061 059 056 054 040 024 067 049 029 095 066 na na

12-12 (318) 084 076 070 062 070 051 030 074 061 059 057 057 043 026 070 051 030 097 068 062 na14 (356) 088 080 072 063 078 058 034 077 063 061 058 068 051 031 078 058 034 100 072 065 na16 (406) 093 084 075 065 089 066 039 080 065 062 059 083 062 037 089 066 039 077 070 na18 (457) 099 088 079 067 100 074 043 084 067 064 060 099 074 044 100 074 043 081 074 na

19-12 (495) 100 091 081 069 080 047 087 068 065 061 100 084 050 080 047 085 077 06520 (508) 092 082 069 082 048 088 068 065 061 087 052 082 048 086 078 06622 (559) 097 085 071 090 053 092 070 067 062 100 060 090 053 090 082 06924 (610) 100 088 073 099 058 096 072 068 063 068 099 058 094 085 07226 (660) 091 075 100 063 099 074 070 064 077 100 063 098 089 07528 (711) 094 077 067 100 076 071 065 086 067 100 092 07830 (762) 098 079 072 078 073 066 096 072 095 08036 (914) 100 084 087 083 077 069 100 087 100 088

gt48 (1219) 096 100 094 086 076 100 100

Table 34 mdash Load adjustment factors for 78-in diameter fractional threaded rods in cracked concrete 123

78 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12

(89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445)

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(mm

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1-34 (44) na na na na 045 043 041 038 na na na na 010 005 003 002 020 009 007 004 na na na na4-38 (111) 062 059 057 054 062 056 050 044 059 055 054 053 040 018 014 008 062 037 028 017 na na na na

5 (127) 064 061 058 055 066 059 052 045 060 056 055 054 049 023 017 010 066 045 034 020 na na na na5-12 (140) 065 062 059 055 070 062 054 046 061 057 056 054 056 026 019 012 070 052 039 023 067 na na na

6 (152) 066 063 060 056 074 064 056 047 062 057 056 054 064 030 022 013 074 059 044 027 070 na na na7 (178) 069 065 061 057 081 070 060 049 064 059 057 055 081 037 028 017 081 070 056 034 076 na na na8 (203) 072 067 063 058 090 076 064 052 066 060 058 056 098 046 034 021 090 076 064 041 081 na na na9 (229) 074 069 064 059 098 082 068 054 069 061 059 057 100 054 041 024 098 082 068 049 086 na na na

9-78 (251) 077 071 066 059 100 087 072 056 070 062 060 057 063 047 028 100 087 072 056 090 070 na na10 (254) 077 071 066 060 088 073 056 071 062 060 057 064 048 029 088 073 056 091 070 na na11 (279) 080 073 067 060 095 077 059 073 064 061 058 073 055 033 095 077 059 095 074 na na12 (305) 082 075 069 061 100 082 061 075 065 062 059 084 063 038 100 082 061 099 077 na na

12-12 (318) 084 076 070 062 084 062 076 065 063 059 089 067 040 084 062 100 079 071 na14 (356) 088 080 072 063 091 066 079 067 064 060 100 079 047 091 066 083 076 na16 (406) 093 084 075 065 100 071 083 070 066 062 097 058 100 071 089 081 na18 (457) 099 088 079 067 076 087 072 068 063 100 069 076 094 086 na

19-12 (495) 100 091 081 069 080 090 074 070 064 078 080 098 089 07520 (508) 092 082 069 082 091 075 070 064 081 082 099 090 07622 (559) 097 085 071 087 095 077 072 066 094 087 100 095 08024 (610) 100 088 073 093 099 080 074 067 100 093 099 08326 (660) 091 075 099 100 082 076 069 099 100 08728 (711) 094 077 100 085 079 070 100 09030 (762) 098 079 087 081 072 09336 (914) 100 084 094 087 076 100

gt48 (1219) 096 100 099 0851 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

30 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 35 mdash Load adjustment factors for 1-in diameter fractional threaded rods in uncracked concrete 123

1 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20(102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508)

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(mm

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1-34 (44) na na na na 038 023 017 010 na na na na 008 002 002 001 015 005 004 002 na na na na5 (127) 062 059 057 054 062 032 024 014 059 054 053 052 037 011 009 005 062 023 017 010 na na na na6 (152) 064 061 058 055 069 035 026 015 060 055 054 053 048 015 011 007 069 030 022 013 na na na na

6-14 (159) 065 062 059 055 070 036 027 016 061 055 054 053 051 016 012 007 070 032 024 014 065 na na na7 (178) 067 063 060 056 075 039 029 017 062 055 055 053 061 019 014 009 075 038 028 017 069 na na na8 (203) 069 065 061 057 082 042 031 018 064 056 055 054 074 023 017 010 082 042 031 018 074 na na na9 (229) 072 067 063 058 089 046 034 020 065 057 056 054 089 028 021 012 089 046 034 020 078 na na na

10 (254) 074 069 064 058 097 050 037 021 067 058 056 055 100 032 024 015 097 050 037 021 083 na na na11 (279) 076 070 065 059 100 054 040 023 069 059 057 055 037 028 017 100 054 040 023 087 na na na

11-14 (286) 077 071 066 059 056 041 024 069 059 057 055 038 029 017 056 041 024 088 059 na na12 (305) 079 072 067 060 059 044 026 070 059 058 056 042 032 019 059 044 026 091 061 na na13 (330) 081 074 068 061 064 047 028 072 060 058 056 048 036 022 064 047 028 094 064 na na14 (356) 084 076 069 062 069 051 030 074 061 059 056 053 040 024 069 051 030 098 066 na na

14-14 (362) 084 076 070 062 070 052 030 074 061 059 057 055 041 025 070 052 030 099 067 061 na16 (406) 088 080 072 063 079 058 034 077 063 060 057 065 049 029 079 058 034 100 071 064 na18 (457) 093 083 075 065 089 065 038 081 064 062 058 078 058 035 089 065 038 075 068 na20 (508) 098 087 078 067 099 073 043 084 066 063 059 091 068 041 099 073 043 079 072 na22 (559) 100 091 081 068 100 080 047 088 067 064 060 100 079 047 100 080 047 083 075 na

22-14 (565) 091 081 069 081 047 088 067 064 060 080 048 081 047 084 076 06424 (610) 094 083 070 087 051 091 069 066 061 090 054 087 051 087 079 06626 (660) 098 086 072 094 055 094 070 067 062 100 061 094 055 090 082 06928 (711) 100 089 073 100 060 098 072 068 063 068 100 060 094 085 07230 (762) 092 075 064 100 074 069 064 075 064 097 088 07436 (914) 100 080 077 078 073 067 099 077 100 097 081

gt48 (1219) 090 100 088 081 072 100 100 100 094

Table 36 mdash Load adjustment factors for 1-in diameter fractional threaded rods in cracked concrete 123

1 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20(102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508)

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(mm

)

1-34 (44) na na na na 044 042 040 038 na na na na 009 004 003 002 017 008 006 003 na na na na5 (127) 062 059 057 054 062 056 050 044 059 055 054 053 042 019 014 008 062 037 028 017 na na na na6 (152) 064 061 058 055 069 060 053 046 061 057 055 054 055 024 018 011 069 049 037 022 na na na na

6-14 (159) 065 062 059 055 070 061 054 046 062 057 056 054 058 026 019 012 070 052 039 023 068 na na na7 (178) 067 063 060 056 075 065 057 047 063 058 056 054 069 031 023 014 075 061 046 028 072 na na na8 (203) 069 065 061 057 082 070 060 049 065 059 057 055 084 038 028 017 082 070 056 034 077 na na na9 (229) 072 067 063 058 089 075 064 051 067 060 058 056 100 045 034 020 089 075 064 040 082 na na na

10 (254) 074 069 064 058 097 080 067 053 069 061 059 056 052 039 024 097 080 067 047 086 na na na11 (279) 076 070 065 059 100 086 071 055 070 062 060 057 060 045 027 100 086 071 054 090 na na na

11-14 (286) 077 071 066 059 087 072 056 071 062 060 057 063 047 028 087 072 056 092 070 na na12 (305) 079 072 067 060 091 075 057 072 063 061 058 069 052 031 091 075 057 095 072 na na13 (330) 081 074 068 061 097 079 059 074 064 062 058 078 058 035 097 079 059 098 075 na na14 (356) 084 076 069 062 100 083 062 076 065 063 059 087 065 039 100 083 062 100 078 na na

14-14 (362) 084 076 070 062 084 062 077 065 063 059 089 067 040 084 062 079 071 na16 (406) 088 080 072 063 091 066 080 067 064 060 100 080 048 091 066 083 076 na18 (457) 093 083 075 065 100 070 083 070 066 061 095 057 100 070 088 080 na20 (508) 098 087 078 067 075 087 072 068 063 100 067 075 093 085 na22 (559) 100 091 081 068 080 091 074 070 064 077 080 098 089 na

22-14 (565) 091 081 069 080 091 074 070 064 078 080 098 089 07524 (610) 094 083 070 085 095 076 071 065 088 085 100 093 07826 (660) 098 086 072 090 098 078 073 067 099 090 096 08128 (711) 100 089 073 095 100 080 075 068 100 095 100 08430 (762) 092 075 100 083 077 069 100 08736 (914) 100 080 089 082 073 096

gt48 (1219) 090 100 093 081 1001 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

31Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 37 mdash Load adjustment factors for 1-14-in diameter fractional threaded rods in uncracked concrete 123

1-14 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25

(127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635)

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(mm

) 1-34 (44) na na na na 037 022 016 009 na na na na 005 002 001 001 011 003 002 001 na na na na6-14 (159) 062 059 057 054 063 032 024 014 059 054 053 052 037 011 008 005 063 022 016 010 na na na na

7 (178) 064 060 058 055 067 034 025 015 060 054 053 052 043 013 009 006 067 026 019 011 na na na na8 (203) 066 062 059 055 072 037 027 016 061 055 054 053 053 016 012 007 072 031 023 014 066 na na na9 (229) 068 063 060 056 078 040 029 017 062 055 054 053 063 019 014 008 078 038 028 017 070 na na na

10 (254) 070 065 061 057 083 043 031 018 064 056 055 054 074 022 016 010 083 043 031 018 074 na na na11 (279) 072 066 062 057 089 046 034 020 065 057 055 054 086 025 019 011 089 046 034 020 078 na na na12 (305) 074 068 063 058 095 049 036 021 066 057 056 054 098 029 021 013 095 049 036 021 081 na na na13 (330) 076 069 064 059 100 052 038 023 068 058 056 055 100 033 024 014 100 052 038 023 084 na na na14 (356) 077 071 066 059 056 041 024 069 059 057 055 036 027 016 056 041 024 087 058 na na

14-14 (362) 078 071 066 060 057 042 025 069 059 057 055 037 027 016 057 042 025 088 059 na na15 (381) 079 072 067 060 060 044 026 070 059 057 055 040 030 018 060 044 026 091 060 na na16 (406) 081 074 068 061 064 047 028 072 060 058 056 045 033 020 064 047 028 094 062 na na17 (432) 083 075 069 061 068 050 029 073 060 058 056 049 036 021 068 050 029 096 064 na na18 (457) 085 077 070 062 072 053 031 075 061 059 056 053 039 023 072 053 031 099 066 060 na20 (508) 089 080 072 063 080 059 035 077 062 060 057 062 046 027 080 059 035 100 070 063 na22 (559) 093 083 074 065 088 065 038 080 063 061 058 072 053 032 088 065 038 073 066 na24 (610) 097 086 077 066 096 071 042 083 065 062 058 082 060 036 096 071 042 076 069 na26 (660) 100 089 079 067 100 077 045 086 066 063 059 092 068 041 100 077 045 079 072 na28 (711) 091 081 069 083 048 088 067 064 060 100 076 045 083 048 082 074 06330 (762) 094 083 070 089 052 091 068 065 061 084 050 089 052 085 077 06536 (914) 100 090 074 100 062 099 072 068 063 100 066 100 062 094 084 071

gt48 (1219) 100 082 083 100 079 074 067 100 083 100 097 082

Table 38 mdash Load adjustment factors for 1-14-in diameter fractional threaded rods in cracked concrete 123

1-14 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25

(127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na na 042 040 039 037 na na na na 007 003 002 001 013 006 004 003 na na na na6-14 (159) 062 059 057 054 063 056 050 044 060 056 055 053 044 020 015 009 087 039 029 018 na na na na

7 (178) 064 060 058 055 067 058 052 045 061 056 055 054 052 023 017 010 095 046 035 021 na na na na8 (203) 066 062 059 055 072 062 055 046 062 057 056 054 064 028 021 013 100 056 042 025 070 na na na9 (229) 068 063 060 056 078 066 057 048 064 058 057 055 076 034 025 015 066 051 030 074 na na na

10 (254) 070 065 061 057 083 070 060 049 065 059 057 055 089 039 030 018 070 059 036 078 na na na11 (279) 072 066 062 057 089 074 063 051 067 060 058 056 100 046 034 020 074 063 041 082 na na na12 (305) 074 068 063 058 095 078 066 053 068 061 059 056 052 039 023 078 066 047 086 na na na13 (330) 076 069 064 059 100 082 069 054 070 062 060 057 059 044 026 082 069 053 089 na na na14 (356) 077 071 066 059 087 072 056 072 063 060 057 065 049 029 087 072 056 093 071 na na

14-14 (362) 078 071 066 060 088 073 056 072 063 061 058 067 050 030 088 073 056 094 071 na na15 (381) 079 072 067 060 091 075 057 073 063 061 058 073 054 033 091 075 057 096 073 na na16 (406) 081 074 068 061 096 078 059 075 064 062 058 080 060 036 096 078 059 099 076 na na17 (432) 083 075 069 061 100 081 061 076 065 063 059 087 066 039 100 081 061 100 078 na na18 (457) 085 077 070 062 085 062 078 066 063 059 095 071 043 085 062 080 073 na20 (508) 089 080 072 063 091 066 081 068 065 061 100 084 050 091 066 085 077 na22 (559) 093 083 074 065 098 069 084 070 066 062 097 058 098 069 089 081 na24 (610) 097 086 077 066 100 073 087 072 068 063 100 066 100 073 093 084 na26 (660) 100 089 079 067 077 090 073 069 064 074 077 097 088 na28 (711) 091 081 069 081 093 075 071 065 083 081 100 091 07730 (762) 094 083 070 085 096 077 072 066 092 085 094 07936 (914) 100 090 074 097 100 082 077 069 100 097 100 087

gt48 (1219) 100 082 100 100 093 086 075 100 100

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

32 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

2410 canadian limit State design

Limit State Design of anchors is described in the provisions of CSA A233 -14 (2014) Annex D for post-installed anchors tested and assessed in accordance with ACI 3552 for mechanical anchors and ACI 3554 for adhesive anchors This section contains the Limit State Design tables with unfactored characteristic loads that are based on the published loads in ICC Evaluation Services ESR-3829 These tables are followed by factored resistance tables The factored resistance tables have characteristic design loads that are prefactored by the applicable reduction factors for a single anchor with no

anchor-to-anchor spacing or edge distance adjustments for the convenience of the user of this document All the figures in the previous ACI 318-14 Chapter 17 design section are applicable to Limit State Design and the tables will reference these figures

For a detailed explanation of the tables developed in accordance with CSA A233-14 (2014) Annex D refer to Section 318 Technical assistance is available by contacting Hilti Canada at (800) 363-4458 or at wwwhiltica

Table 39 mdash Specifications for CA Rebar installed with HIT-RE 100

Setting information Symbol UnitsRebar Size

10 M 15 M 20 M 25 M 30 M

Nominal bit diameter do in 916 34 1 1-14 1-12

Effective Embedment

minimum hefminmm 60 80 90 100 120

maximum hefmaxmm 226 320 390 504 598

Minimum Concrete Thickness hminmm hef + 30 hef + 2do

Table 40 mdash Specifications for CA Rebar installed with HIT-RE 100

Rebar Size

CSA-G3018 Grade 4002

Tensile3 Nsar

lb (kN)

Shear4 Vsar

lb (kN)

Seismic shear5 Vsareq

lb (kN)

10 M 7245 4035 2825

(322) 179) (126)

15 M 14525 8090 5665

(646) (360) (252)

20 M 21570 12020 8415

(959) (535) (374)

25 M 36025 20070 14050

(1602) (893) (625)

30 M 50715 28255 19780

(2256) (1257) (880)

1 See Section 3186 to convert design strength value to ASD value2 CSA-G3018 Grade 400 rebar are considered ductile steel elements3 Tensile = AseN фs ndash R as noted in CSA A233-14 Annex D4 Shear = AseV фs 060 futa R as noted in CSA A233-14 Annex D5 Seismic Shear = αVseis Vsar Reduction factor for seismic shear only

See section 3187 for additional information on seismic applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

33Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 41 mdash Hilti HIT-RE 100 adhesive design information with CA rebar in hammer drilled holes in accordance with CSA A233-14 Annex D 19

Design parameter Symbol UnitsRebar Size Ref

A233-1410 M 15 M 20 M 25 M 30 M

Anchor OD da mm 113 160 195 252 299

Effective minimum embedment 2 hefmm 60 80 90 101 120

Effective maximum embedment 2 hefmm 226 320 390 504 598

Minimum concrete thickness 2 hminmm hef + 30 hef + 2d0

Critical edge distance cacmm See ESR-3187 section 4110

Minimum edge distance cmin3 mm 57 80 98 126 150

Minimum anchor spacing sminmm 57 80 98 126 150

Coeff for factored conc breakoutresistance uncracked concrete kcuncr

4 - 10 D622

Coeff for factored conc breakoutresistance cracked concrete kccr

4 - 7 D622

Concrete material resistance factor ϕc - 065 842 Resistance modification factor for tension and shear concrete failure modes Condition B 5 Rconc - 100 D53 (c )

Dry Concrete

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 476 476 476 476 416D652

(MPa) (33) (33) (33) (33) (29Characteristic bond stress in uncracked concrete 78 τuncr

psi 1272 1204 1156 1100 1056D652

(MPa) (88) (83) (80) (76) (73Anchor category dry concrete - - 2 2 2 2 2

D53 (c)Resistance modification factor Rdry

- 085 085 085 085 085Water Saturated Concrete

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 424 420 405 360 319D652

(MPa) (29) (29) (28) (25) (22Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1061 986 878 803D652

(MPa) (78) (73) (68) (61) (55)Anchor category water-saturated concrete - - 3 3 3 3 3

D53 (c)Resistance modification factor Rws

- 075 075 075 075 075Water-Filled Hole

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 424 420 405 360 319D652

(MPa) (29) (29) (28) (25) (22)Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1061 986 878 803D652

(MPa) (78) (73) (68) (61) (55)Anchor category water-filled hole - - 3 3 3 3 3

D53 (c)Resistance modification factor Rwf

- 075 075 075 075 075Underwater Application

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 424 420 405 360 319D652

(MPa) (29) (29) (28) (25) (22)Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1061 986 878 803D652

(MPa) (78) (73) (68) (61) (55)Anchor category underwater - - 3 3 3 3 3

D53 (c)Resistance modification factor Ruw

- 075 075 075 075 075

1 Design information in this table is taken from ICC-ES ESR-3829 dated January 2016 table 32 and 33 and converted for use with CSA A233-14 Annex D2 See figure 23 Minimum edge distance may be reduced to 45mm provided rebar remains untorqued See ESR-3829 section 4194 For all design cases ψcN = 10 The appropriate coefficient for breakout resistance for cracked concrete (kccr) or uncracked concrete (kcuncr) must be used5 For use with the load combinations of CSA A233-14 chapter 8 Condition B applies where supplementary reinforcement in conformance with CSA A233-14 section D53 is not provided or

where pullout or pryout strength governs For cases where the presence of supplementary reinforcement can be verified the resistance modification factors associated with Condition A may be used

6 Temperature range A Max short term temperature = 130degF (55degC) max long term temperature = 110degF (43degC) Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

7 Bond strength values corresponding to concrete compressive strength fʹc = 2500 psi (172 MPa) For concrete compressive strength fʹc between 2500 psi (172 MPa) and 8000 psi (552 MPa) the tabulated characteristic bond strength may be increased by a factor of (fʹc2500)01 [for SI (fʹc 172)01]

8 Bond strength values are for sustained loads including dead and live loads For load combinations consisting of short-term loads only such as wind and seismic bond strengths may be increased by 40 percent

9 For structures assigned to Seismic Design Categories C D E or F bond strength values must be multiplied by αNseis = 09

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

34 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 42 mdash Hilti HIT-RE 100 adhesive factored resistance with concrete bond failure for CA rebar in uncracked concrete 12345678910

Rebar Size

EffectiveEmbedment

Depthin (mm)

Tension mdash Nr Shear mdash Vr

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

10 M

4-12 4515 4620 4705 4840 9030 9235 9405 9680(115) (201) (205) (209) (215) (402) (411) (418) (431)

7-116 7070 7230 7360 7575 14135 14455 14720 15150(180) (314) (322) (327) (337) (629) (643) (655) (674)8-78 8875 9075 9240 9510 17750 18150 18485 19025(226) (395) (404) (411) (423) (790) (807) (822) (846)

15 M

5-1116 7630 7805 7945 8180 15260 15605 15895 16360(145) (339) (347) (353) (364) (679) (694) (707) (728)

9-1316 13155 13455 13700 14100 26315 26910 27405 28205(250) (585) (598) (609) (627) (1171) (1197) (1219) (1255)

12-58 16840 17220 17540 18050 33685 34445 35075 36100(320) (749) (766) (780) (803) (1498) (1532) (1560) (1606)

20 M

7-78 12315 12595 12825 13200 24635 25190 25655 26400(200) (548) (560) (571) (587) (1096) (1120) (1141) (1174)14 21865 22355 22765 23430 43725 44710 45535 46865

(355) (972) (994) (1013) (1042) (1945) (1989) (2025) (2085)15-38 24020 24560 25010 25740 48035 49120 50025 51485(390) (1068) (1092) (1113) (1145) (2137) (2185) (2225) (2290)

25 M

9-116 17420 17810 18140 18670 34835 35620 36280 37335(230) (775) (792) (807) (830) (1550) (1585) (1614) (1661)

15-1516 30670 31365 31940 32870 61340 62725 63880 65745(405) (1364) (1395) (1421) (1462) (2729) (2790) (2842) (2924)

19-1316 38170 39030 39750 40910 76335 78060 79495 81815(504) (1698) (1736) (1768) (1820) (3396) (3472) (3536) (3639)

30 M

10-14 22430 22935 23355 24040 44855 45870 46710 48075(260) (998) (1020) (1039) (1069) (1995) (2040) (2078) (2138)

17-1516 39250 40135 40875 42065 78500 80270 81745 84130(455) (1746) (1785) (1818) (1871) (3492) (3571) (3636) (3742)

23-916 51585 52750 53720 55285 103170 105495 107435 110575(598) (2295) (2346) (2390) (2459) (4589) (4693) (4779) (4919)

1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 40

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only Seismic design is not permitted for uncracked concrete

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

35Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 43 mdash Hilti HIT-RE 100 adhesive factored resistance with concrete bond failure for CA rebar in cracked concrete 12345678910

Rebar Size

EffectiveEmbedment

Depthin (mm)

Tension mdash Nr Shear mdash Vr

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

10 M

4-12 1690 1730 1760 1810 3380 3455 3520 3620(115) (75) (77) (78) (81) (150) (154) (157) (161)

7-116 2645 2705 2755 2835 5290 5410 5510 5670(180) (118) (120) (123) (126) (235) (241) (245) (252)8-78 3320 3395 3460 3560 6640 6790 6915 7120(226) (148) (151) (154) (158) (295) (302) (308) (317)

15 M

5-1116 3015 3085 3140 3235 6035 6170 6285 6465(145) (134) (137) (140) (144) (268) (274) (280) (288)

9-1316 5200 5320 5415 5575 10405 10640 10835 11150(250) (231) (237) (241) (248) (463) (473) (482) (496)

12-58 6660 6810 6935 7135 13315 13615 13865 14270(320) (296) (303) (308) (317) (592) (606) (617) (635)

20 M

7-78 5070 5185 5280 5435 10145 10370 10565 10870(200) (226) (231) (235) (242) (451) (461) (470) (484)14 9000 9205 9375 9650 18005 18410 18750 19295

(355) (400) (409) (417) (429) (801) (819) (834) (858)15-38 9890 10115 10300 10600 19780 20225 20600 21200(390) (440) (450) (458) (471) (880) (900) (916) (943)

25 M

9-116 7535 7705 7850 8080 15075 15415 15700 16155(230) (335) (343) (349) (359) (671) (686) (698) (719)

15-1516 13270 13570 13820 14225 26545 27145 27645 28450(405) (590) (604) (615) (633) (1181) (1207) (1230) (1265)

19-1316 16515 16890 17200 17700 33035 33780 34400 35405(504) (735) (751) (765) (787) (1469) (1503) (1530) (1575)

30 M

10-14 8835 9035 9200 9470 17670 18070 18400 18940(260) (393) (402) (409) (421) (786) (804) (819) (842)

17-1516 15460 15810 16100 16570 30925 31620 32205 33145(455) (688) (703) (716) (737) (1376) (1407) (1432) (1474)

23-916 20320 20780 21160 21780 40640 41560 42325 43560(598) (904) (924) (941) (969) (1808) (1849) (1883) (1938)

1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 40

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only For seismic loads multiply cracked concrete tabular values in tension and shear by αseis = 0675 See section 245 for additional information on seismic

applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

36 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 45 mdash Load adjustment factors for 10M rebar in uncracked concrete 123

10 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4-12 7-116 8-78 4-12 7-116 8-78 4-12 7-116 8-89 4-12 7-116 8-78 4-12 7-116 8-78 4-12 7-116 8-78(115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 025 016 012 na na na 009 006 005 018 012 009 na na na2-316 (55) 058 055 054 028 017 013 054 053 053 012 008 006 025 016 013 na na na

3 (76) 061 057 056 033 020 016 056 054 054 020 013 010 033 020 016 na na na4 (102) 065 059 057 039 024 019 058 056 055 031 020 016 039 024 019 na na na5 (127) 068 062 059 046 029 023 060 057 056 043 028 022 046 029 023 na na na

5-1116 (145) 071 063 061 053 033 026 061 058 057 053 034 027 053 033 026 066 na na6 (152) 072 064 061 056 035 027 061 059 057 057 037 029 056 035 027 068 na na7 (178) 076 066 063 065 040 032 063 060 059 072 046 037 065 040 032 073 na na8 (203) 079 069 065 074 046 036 065 061 060 088 056 045 074 046 036 078 na na

8-14 (210) 080 069 065 077 048 038 066 062 060 092 059 047 077 048 038 080 069 na9 (229) 083 071 067 084 052 041 067 063 061 100 067 053 084 052 041 083 071 na

10-116 (256) 087 074 069 094 058 046 069 064 062 080 063 094 058 046 088 076 07011 (279) 090 076 071 100 063 050 071 066 063 091 072 100 063 050 092 079 07312 (305) 094 078 072 069 054 073 067 065 100 082 069 054 096 083 07714 (356) 100 083 076 081 064 077 070 067 100 081 064 100 089 08316 (406) 088 080 092 073 081 073 070 092 073 095 08818 (457) 092 084 100 082 084 076 072 100 082 100 09424 (610) 100 095 100 096 084 079 100 10030 (762) 100 100 093 08736 (914) 100 094

gt48 (1219) 100

Table 46 mdash Load adjustment factors for 10M rebar in cracked concrete 123

10 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4-12 7-116 8-78 4-12 7-116 8-78 4-12 7-116 8-89 4-12 7-116 8-78 4-12 7-116 8-78 4-12 7-116 8-78(115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226)

Spac

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(mm

) 1-34 (44) na na na 049 044 042 na na na 017 011 009 034 022 017 na na na2-316 (55) 058 055 054 052 046 043 056 055 054 024 015 012 047 030 024 na na na

3 (76) 061 057 056 060 050 047 059 057 056 039 025 020 060 049 039 na na na4 (102) 065 059 057 070 056 051 062 059 058 059 038 030 070 056 051 na na na5 (127) 068 062 059 080 062 056 065 061 059 083 053 042 080 062 056 na na na

5-1116 (145) 071 063 061 088 066 059 067 062 061 100 065 052 088 066 059 082 na na6 (152) 072 064 061 091 068 061 068 063 061 070 056 091 068 061 084 na na7 (178) 076 066 063 100 074 065 071 065 063 088 070 100 074 065 091 na na8 (203) 079 069 065 081 070 074 067 065 100 085 081 070 097 na na

8-14 (210) 080 069 065 083 072 074 068 066 090 083 072 099 085 na9 (229) 083 071 067 088 076 077 070 067 100 088 076 100 089 na

10-116 (256) 087 074 069 096 081 080 072 069 096 081 094 08711 (279) 090 076 071 100 086 082 074 071 100 086 098 09112 (305) 094 078 072 092 085 076 073 092 100 09514 (356) 100 083 076 100 091 081 076 100 10016 (406) 088 080 097 085 08018 (457) 092 084 100 089 08424 (610) 100 095 100 09530 (762) 100 10036 (914)

gt48 (1219)

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

37Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 47 mdash Load adjustment factors for 15M rebar in uncracked concrete 123

15 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58

(145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320)

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(mm

) 1-34 (44) na na na 025 014 011 na na na 006 004 003 013 007 006 na na na3-18 (80) 059 055 054 032 018 014 055 053 053 015 009 007 031 018 014 na na na

4 (102) 062 057 055 036 020 016 056 054 054 022 013 010 036 020 016 na na na5 (127) 065 058 057 041 023 018 058 055 054 031 018 014 041 023 018 na na na6 (152) 068 060 058 047 026 020 059 056 055 040 023 018 047 026 020 na na na7 (178) 070 062 059 053 030 023 061 057 056 051 029 023 053 030 023 na na na

7-14 (184) 071 062 060 055 031 024 061 058 056 053 031 024 055 031 024 066 na na8 (203) 073 064 061 060 034 026 062 058 057 062 036 028 060 034 026 070 na na9 (229) 076 065 062 068 038 029 064 059 058 074 043 034 068 038 029 074 na na

10 (254) 079 067 063 075 042 033 065 061 059 087 050 039 075 042 033 078 na na11-38 (289) 083 069 065 086 048 037 067 062 060 100 061 048 086 048 037 083 069 na

12 (305) 085 070 066 090 051 039 068 063 061 066 052 090 051 039 085 071 na14-18 (359) 091 074 069 100 060 046 071 065 063 084 066 100 060 046 093 077 071

16 (406) 097 077 071 068 052 074 067 064 100 079 068 052 098 082 07618 (457) 100 080 074 076 059 077 069 066 095 076 059 100 087 08020 (508) 084 076 084 065 080 071 068 100 084 065 092 08522 (559) 087 079 093 072 083 073 070 093 072 096 08924 (610) 091 082 100 078 086 075 071 100 078 100 09330 (762) 100 090 098 095 082 077 098 10036 (914) 098 100 100 088 082 100

gt48 (1219) 100 100 093

Table 48 mdash Load adjustment factors for 15M rebar in cracked concrete 123

15 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58

(145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320)

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(mm

) 1-34 (44) na na na 046 041 040 na na na 011 007 005 023 013 010 na na na3-18 (80) 059 055 054 055 046 044 057 055 054 028 016 013 055 032 025 na na na

4 (102) 062 057 055 062 050 046 059 056 055 040 023 018 062 046 036 na na na5 (127) 065 058 057 069 054 049 061 058 057 055 032 025 069 054 049 na na na6 (152) 068 060 058 077 058 052 063 059 058 073 042 033 077 058 052 na na na7 (178) 070 062 059 086 062 056 066 061 059 092 053 042 086 062 056 na na na

7-14 (184) 071 062 060 088 063 056 066 061 060 096 056 044 088 063 056 081 na na8 (203) 073 064 061 095 066 059 068 063 061 100 065 051 095 066 059 085 na na9 (229) 076 065 062 100 071 062 070 064 062 078 061 100 071 062 090 na na

10 (254) 079 067 063 076 066 072 066 063 091 071 076 066 095 na na11-38 (289) 083 069 065 082 071 076 068 065 100 086 082 071 100 084 na

12 (305) 085 070 066 086 073 077 069 066 093 086 073 087 na14-18 (359) 091 074 069 097 081 082 072 069 100 097 081 094 087

16 (406) 097 077 071 100 088 086 075 071 100 088 100 09218 (457) 100 080 074 096 090 078 074 096 09820 (508) 084 076 100 095 081 077 100 10022 (559) 087 079 099 084 07924 (610) 091 082 100 088 08230 (762) 100 090 097 09036 (914) 098 100 098

gt48 (1219) 100 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

38 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 49 mdash Load adjustment factors for 20M rebar in uncracked concrete 123

20 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38(200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390)

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(mm

)

1-34 (44) na na na 021 011 010 na na na 004 002 002 008 005 004 na na na3-78 (98) 058 055 054 028 015 014 054 053 053 014 008 007 027 015 014 na na na

4 (102) 058 055 054 029 016 014 055 053 053 014 008 007 029 016 014 na na na5 (127) 061 056 055 032 018 016 056 054 054 020 011 010 032 018 016 na na na6 (152) 063 057 057 036 020 018 057 055 054 027 015 014 036 020 018 na na na7 (178) 065 058 058 040 022 020 058 055 055 034 019 017 040 022 020 na na na8 (203) 067 060 059 044 024 022 059 056 056 041 023 021 044 024 022 na na na9 (229) 069 061 060 050 027 025 060 057 057 049 028 025 050 027 025 na na na

10 (254) 071 062 061 055 030 027 061 058 057 057 032 029 055 030 027 068 na na11 (279) 073 063 062 061 033 030 063 059 058 066 037 034 061 033 030 071 na na12 (305) 075 064 063 066 036 033 064 059 059 075 042 039 066 036 033 074 na na14 (356) 080 067 065 077 042 038 066 061 060 095 053 049 077 042 038 080 na na16 (406) 084 069 067 088 048 044 068 063 062 100 065 059 088 048 044 086 071 na18 (457) 088 071 070 100 054 049 071 064 063 078 071 100 054 049 091 075 07320 (508) 092 074 072 060 055 073 066 065 091 083 060 055 096 079 07722 (559) 097 076 074 066 060 075 067 066 100 096 066 060 100 083 08024 (610) 100 079 076 072 066 078 069 068 100 072 066 087 08426 (660) 081 078 078 071 080 070 069 078 071 090 08728 (711) 083 080 084 076 082 072 071 084 076 094 09130 (762) 086 083 090 082 084 074 072 090 082 097 09436 (914) 093 089 100 098 091 078 076 100 098 100 100

gt48 (1219) 100 100 100 100 088 085 100

Table 50 mdash Load adjustment factors for 20M rebar in cracked concrete 123

20 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38(200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390)

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(h)

mdash in

(mm

)

1-34 (44) na na na 043 039 039 na na na 007 004 004 015 008 007 na na na3-78 (98) 058 055 054 053 045 044 056 054 054 024 013 012 048 027 024 na na na

4 (102) 058 055 054 054 045 044 057 055 054 025 014 013 050 028 026 na na na5 (127) 061 056 055 059 048 047 058 056 055 035 020 018 059 040 036 na na na6 (152) 063 057 057 064 051 049 060 057 056 046 026 024 064 051 047 na na na7 (178) 065 058 058 070 053 052 062 058 057 058 033 030 070 053 052 na na na8 (203) 067 060 059 076 056 054 063 059 059 071 040 036 076 056 054 na na na9 (229) 069 061 060 082 059 057 065 060 060 085 048 043 082 059 057 na na na

10 (254) 071 062 061 088 062 060 067 061 061 099 056 051 088 062 060 081 na na11 (279) 073 063 062 095 065 062 068 062 062 100 065 059 095 065 062 085 na na12 (305) 075 064 063 100 069 065 070 064 063 074 067 100 069 065 089 na na14 (356) 080 067 065 075 071 073 066 065 093 084 075 071 096 na na16 (406) 084 069 067 082 077 077 068 067 100 100 082 077 100 085 na18 (457) 088 071 070 089 083 080 070 069 089 083 090 08720 (508) 092 074 072 096 090 083 073 071 096 090 095 09222 (559) 097 076 074 100 096 086 075 073 100 096 100 09724 (610) 100 079 076 100 090 077 076 100 10026 (660) 081 078 093 079 07828 (711) 083 080 096 082 08030 (762) 086 083 100 084 08236 (914) 093 089 091 088

gt48 (1219) 100 100 100 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

39Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 51 mdash Load adjustment factors for 25M rebar in uncracked concrete 123

25 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316

(230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504)

Spac

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(s)

Edg

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(ca)

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(h)

mdash in

(mm

) 1-34 (44) na na na 022 012 010 na na na 003 002 001 006 003 003 na na na5 (127) 059 055 054 032 018 014 055 053 053 014 008 007 029 016 013 na na na6 (152) 061 056 055 035 019 015 055 054 053 019 011 009 035 019 015 na na na7 (178) 063 057 056 039 021 017 056 054 054 024 013 011 039 021 017 na na na8 (203) 065 058 057 042 023 018 057 055 054 029 016 013 042 023 018 na na na9 (229) 067 059 058 046 025 020 058 056 055 035 020 016 046 025 020 na na na

10 (254) 068 060 058 050 027 022 059 056 055 040 023 018 050 027 022 na na na11-916 (294) 071 062 060 057 031 025 061 057 056 050 029 023 057 031 025 065 na na

12 (305) 072 063 060 059 032 026 061 058 056 053 030 024 059 032 026 066 na na14 (356) 076 065 062 069 038 030 063 059 058 067 038 031 069 038 030 071 na na16 (406) 079 067 063 079 043 034 065 060 059 082 047 037 079 043 034 076 na na18 (457) 083 069 065 089 049 039 066 061 060 098 056 045 089 049 039 081 na na

18-716 (469) 084 069 066 091 050 040 067 062 060 100 058 046 091 050 040 082 068 na20 (508) 087 071 067 099 054 043 068 063 061 065 052 099 054 043 085 071 na

22-38 (568) 091 073 069 100 060 048 070 064 062 077 062 100 060 048 090 075 07024 (610) 094 075 070 065 052 072 065 063 085 069 065 052 094 077 07226 (660) 098 077 072 070 056 074 066 064 096 077 070 056 097 081 07528 (711) 100 079 074 076 060 076 068 065 100 087 076 060 100 084 07830 (762) 081 075 081 065 077 069 066 096 081 065 087 08136 (914) 088 080 097 078 083 073 069 100 097 078 095 088

gt48 (1219) 100 090 100 100 094 080 076 100 100 100 100

Table 52 mdash Load adjustment factors for 25M rebar in cracked concrete 123

25 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316

(230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504)

Spac

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(s)

Edg

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ista

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(ca)

Con

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e Th

ickn

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(h)

mdash in

(mm

) 1-34 (44) na na na 042 039 038 na na na 005 003 002 010 006 004 na na na5 (127) 059 055 054 055 046 044 056 054 054 024 013 011 047 027 022 na na na6 (152) 061 056 055 060 048 046 058 055 055 031 018 014 060 035 028 na na na7 (178) 063 057 056 065 051 048 059 056 055 039 022 018 065 044 036 na na na8 (203) 065 058 057 070 053 050 060 057 056 048 027 022 070 053 044 na na na9 (229) 067 059 058 075 056 051 061 058 057 057 032 026 075 056 051 na na na

10 (254) 068 060 058 080 059 053 063 059 058 067 038 030 080 059 053 na na na11-916 (294) 071 062 060 089 063 057 065 060 059 083 047 038 089 063 057 077 na na

12 (305) 072 063 060 091 064 058 065 060 059 088 050 040 091 064 058 078 na na14 (356) 076 065 062 100 069 062 068 062 061 100 063 051 100 069 062 084 na na16 (406) 079 067 063 075 066 070 064 062 077 062 075 066 090 na na18 (457) 083 069 065 081 071 073 066 064 092 074 081 071 096 na na

18-716 (469) 084 069 066 083 072 074 066 064 095 076 083 072 097 080 na20 (508) 087 071 067 087 075 075 067 065 100 086 087 075 100 084 na

22-38 (568) 091 073 069 095 081 078 070 067 100 095 081 088 08224 (610) 094 075 070 100 085 081 071 068 100 085 092 08526 (660) 098 077 072 090 083 073 070 090 095 08928 (711) 100 079 074 095 086 074 071 095 099 09230 (762) 081 075 100 088 076 073 100 100 09536 (914) 088 080 096 081 077 100

gt48 (1219) 100 090 100 092 086

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

40 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 53 mdash Load adjustment factors for 30M rebar in uncracked concrete 123

30 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916

(260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na 023 013 009 na na na 002 001 001 005 003 002 na na na5-78 (150) 060 055 054 034 019 014 055 053 053 014 008 006 029 016 012 na na na

6 (152) 060 056 054 034 019 014 055 053 053 015 008 006 029 017 013 na na na7 (178) 061 057 055 037 020 015 055 054 053 018 011 008 037 020 015 na na na8 (203) 063 057 056 040 022 017 056 054 054 022 013 010 040 022 017 na na na9 (229) 065 058 056 043 024 018 057 055 054 027 015 012 043 024 018 na na na

10 (254) 066 059 057 047 026 019 058 055 054 031 018 014 047 026 019 na na na11 (279) 068 060 058 050 028 021 058 056 055 036 021 016 050 028 021 na na na12 (305) 070 061 058 054 029 022 059 056 055 041 024 018 054 029 022 na na na

13-14 (337) 072 062 059 059 033 024 060 057 056 048 027 021 059 033 024 064 na na14 (356) 073 063 060 063 034 026 061 057 056 052 030 023 063 034 026 066 na na16 (406) 076 065 061 071 039 030 062 058 057 064 036 028 071 039 030 070 na na18 (457) 079 067 063 080 044 033 064 060 058 076 043 033 080 044 033 074 na na20 (508) 083 069 064 089 049 037 065 061 059 089 051 039 089 049 037 079 na na

20-78 (531) 084 069 065 093 051 039 066 061 059 095 054 041 093 051 039 080 na na22 (559) 086 070 066 098 054 041 067 062 060 100 059 045 098 054 041 082 068 na24 (610) 089 072 067 100 059 044 068 063 061 067 051 100 059 044 086 071 na

26-916 (675) 093 075 069 065 049 070 064 062 078 059 065 049 091 075 06928 (711) 096 076 070 069 052 072 065 062 084 064 069 052 093 077 07030 (762) 099 078 071 074 055 073 066 063 093 071 074 055 096 080 07336 (914) 100 083 075 088 066 078 069 066 100 093 088 066 100 087 080

gt48 (1219) 095 084 100 089 087 075 071 100 100 089 100 100 092

Table 54 mdash Load adjustment factors for 30M rebar in cracked concrete 123

30 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916

(260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na 041 038 038 na na na 004 002 002 008 005 004 na na na5-78 (150) 060 055 054 056 047 044 057 055 054 026 015 011 052 030 022 na na na

6 (152) 060 056 054 057 047 044 057 055 054 026 015 012 053 030 023 na na na7 (178) 061 057 055 061 049 046 058 056 055 033 019 015 061 038 029 na na na8 (203) 063 057 056 065 051 047 059 056 055 041 023 018 065 047 035 na na na9 (229) 065 058 056 069 053 049 060 057 056 049 028 021 069 053 042 na na na

10 (254) 066 059 057 074 056 050 061 058 057 057 033 025 074 056 050 na na na11 (279) 068 060 058 079 058 052 063 059 057 066 038 029 079 058 052 na na na12 (305) 070 061 058 083 060 054 064 059 058 075 043 033 083 060 054 na na na

13-14 (337) 072 062 059 089 063 056 065 060 059 087 050 038 089 063 056 078 na na14 (356) 073 063 060 093 065 057 066 061 059 094 054 041 093 065 057 080 na na16 (406) 076 065 061 100 070 061 068 063 061 100 066 050 100 070 061 086 na na18 (457) 079 067 063 075 064 071 064 062 079 060 075 064 091 na na20 (508) 083 069 064 081 068 073 066 063 092 070 081 068 096 na na

20-78 (531) 084 069 065 083 070 074 066 064 098 075 083 070 098 na na22 (559) 086 070 066 086 072 075 067 064 100 081 086 072 100 083 na24 (610) 089 072 067 092 076 077 069 066 092 092 076 087 na

26-916 (675) 093 075 069 099 081 080 071 067 100 099 081 092 08428 (711) 096 076 070 100 084 082 072 068 100 084 094 08630 (762) 099 078 071 088 084 074 070 088 097 08936 (914) 100 083 075 100 091 078 074 100 100 097

gt48 (1219) 095 084 100 088 082 1001 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

41Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 55 mdash Hilti HIT-RE 100 design information with HAS threaded rods in hammer drilled holes in accordance with CSA A233-14 Annex D 19

Design parameter Symbol UnitsNominal rod diameter (in) Ref

A233-1438 12 58 34 78 1 1-14

Anchor OD da mm 95 127 159 191 222 254 318

Effective minimum embedment 2 hefmm 60 70 79 89 89 102 127

Effective maximum embedment 2 hefmm 191 254 318 381 445 508 635

Minimum concrete thickness 2 hminmm hef + 30 hef + 2d0

Critical edge distance cacmm See ESR-3829 section 4110

Minimum edge distance cmin3 mm 48 64 79 95 111 127 159

Minimum anchor spacing sminmm 48 64 79 95 111 127 159

Coeff for factored conc breakoutresistance uncracked concrete kcuncr

4 - 10 D622

Coeff for factored conc breakoutresistance cracked concrete kccr

4 - 7 D622

Concrete material resistance factor ϕc - 065 842 Resistance modification factor for tension and shear concrete failure modes Condition B 5 Rconc - 100 D53 (c )

Dry Concrete

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 616 592 592 560 516 480 408D652

(MPa) (42) (41) (41) (39) (36) (33) (28

Characteristic bond stress in uncracked concrete 78 τuncr

psi 1272 1256 1204 1164 1124 1092 1048D652

(MPa) (88) (87) (83) (80) (78) (75) (72)

Anchor category dry concrete - - 2 2 2 2 2 2 2Resistance modification factor Rdry

- 085 085 085 085 085 085 085Water Saturated Concrete

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 548 521 521 476 416 375 300D652

(MPa) (38) (36) (36) (33) (29) (26) (21)Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1106 1061 994 915 859 776D652

(MPa) (78) (76) (73) (69) (63) (59) (54)Anchor category water-saturated concrete - - 2 2 2 2 2 2 2Resistance modification factor Rws

- 085 085 085 085 085 085 085Water-Filled Hole

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 548 521 521 476 416 375 300D652

(MPa) (38) (36) (36) (33) (29) (26) (21)

Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1106 1061 994 915 859 776D652

(MPa) (78) (76) (73) (69) (63) (59) (54)

Anchor category water-filled hole - - 3 3 3 3 3 3 3D53 (c)

Resistance modification factor Rwf- 075 075 075 075 075 075 075

Underwater Application

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 548 521 521 476 416 375 300D652

(MPa) (38) (36) (36) (33) (29) (26) (21)Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1106 1061 994 915 859 776D652

(MPa) (78) (76) (73) (69) (63) (59) (54)Anchor category underwater - - 3 3 3 3 3 3 3Resistance modification factor Ruw

- 075 075 075 075 075 075 075

1 Design information in this table is taken from ICC-ES ESR-3829 dated January 2016 table 8 and 9 and converted for use with CSA A233-14 Annex D2 See figure 43 Minimum edge distance may be reduced to 45mm lt cai lt 5d provided Tinst is reduced See ESR-3829 section 4194 For all design cases ψcN = 10 The appropriate coefficient for breakout resistance for cracked concrete (kccr) or uncracked concrete (kcuncr) must be used5 For use with the load combinations of CSA A233-14 chapter 8 Condition B applies where supplementary reinforcement in conformance with CSA A233-14 section D53 is not provided or

where pullout or pryout strength governs For cases where the presence of supplementary reinforcement can be verified the resistance modification factors associated with Condition A may be used

6 Temperature range A Max short term temperature = 130degF (55degC) max long term temperature = 110degF (43degC) Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

7 Bond strength values corresponding to concrete compressive strength fʹc = 2500 psi (172 MPa) For concrete compressive strength fʹc between 2500 psi (172 MPa) and 8000 psi (552 MPa) the tabulated characteristic bond strength may be increased by a factor of (fʹc2500)01 [for SI (fʹc 172)01]

8 Bond strength values are for sustained loads including dead and live loads For load combinations consisting of short-term loads only such as wind and seismic bond strengths may be increased by 40 percent

9 For structures assigned to Seismic Design Categories C D E or F bond strength values must be multiplied by αNseis = 09

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

42 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 56 mdash Hilti HIT-RE 100 adhesive factored resistance with concrete bond failure for threaded rod in uncracked concrete 12345678910

Nominal Anchor

Diameter in (mm)

Nominal anchor diameter in (mm)

Tension mdash Nn Shear mdash Vn

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

38

2-38 1995 2040 2080 2140 1995 2040 2080 2140(60) (89) (91) (92) (95) (89) (91) (92) (95)

3-38 2840 2900 2955 3040 5675 5805 5910 6080(86) (126) (129) (131) (135) (252) (258) (263) (271)

4-12 3785 3870 3940 4055 7565 7735 7880 8110(114) (168) (172) (175) (180) (337) (344) (351) (361)7-12 6305 6450 6565 6760 12610 12895 13135 13515(191) (280) (287) (292) (301) (561) (574) (584) (601)

12

2-34 3045 3115 3170 3260 6090 6225 6340 6525(70) (135) (138) (141) (145) (271) (277) (282) (290)

4-12 4980 5095 5185 5340 9960 10185 10375 10675(114) (222) (227) (231) (237) (443) (453) (461) (475)

6 6640 6790 6915 7120 13285 13580 13830 14235(152) (295) (302) (308) (317) (591) (604) (615) (633)10 11070 11320 11525 11865 22140 22635 23055 23725

(254) (492) (503) (513) (528) (985) (1007) (1025) (1055)

58

3-18 4145 4240 4315 4440 8290 8475 8635 8885(79) (184) (189) (192) (198) (369) (377) (384) (395)

5-58 7460 7630 7770 7995 14920 15260 15540 15990(143) (332) (339) (346) (356) (664) (679) (691) (711)7-12 9950 10170 10360 10660 19895 20345 20720 21325(191) (442) (452) (461) (474) (885) (905) (922) (948)

12-12 16580 16955 17265 17770 33160 33905 34530 35540(318) (737) (754) (768) (790) (1475) (1508) (1536) (1581)

34

3-12 5385 5505 5610 5770 10770 11015 11215 11545(89) (240) (245) (249) (257) (479) (490) (499) (514)

6-34 10385 10620 10815 11130 20775 21240 21630 22265(171) (462) (472) (481) (495) (924) (945) (962) (990)

9 13850 14160 14420 14845 27695 28320 28845 29685(229) (616) (630) (642) (660) (1232) (1260) (1283) (1320)15 23080 23600 24035 24740 46160 47205 48070 49475

(381) (1027) (1050) (1069) (1100) (2053) (2100) (2138) (2201)

78

3-12 5480 6125 6320 6505 10955 12250 12635 13005(89) (244) (272) (281) (289) (487) (545) (562) (579)

7-78 13650 13960 14215 14630 27300 27920 28430 29260(200) (607) (621) (632) (651) (1214) (1242) (1265) (1302)

10-12 18200 18610 18955 19510 36405 37225 37910 39015(267) (810) (828) (843) (868) (1619) (1656) (1686) (1736)

17-12 30335 31020 31590 32515 60670 62040 63185 65025(445) (1349) (1380) (1405) (1446) (2699) (2760) (2810) (2893)

1

4 6690 7480 8020 8250 13385 14965 16035 16505(102) (298) (333) (357) (367) (595) (666) (713) (734)

9 17325 17715 18040 18565 34645 35425 36080 37130(229) (771) (788) (802) (826) (1541) (1576) (1605) (1652)12 23095 23620 24055 24755 46195 47235 48105 49510

(305) (1027) (1051) (1070) (1101) (2055) (2101) (2140) (2202)20 38495 39365 40090 41260 76990 78725 80175 82515

(508) (1712) (1751) (1783) (1835) (3425) (3502) (3566) (3670)

1-14

5 9355 10455 11455 12375 18705 20915 22910 24745(127) (416) (465) (510) (550) (832) (930) (1019) (1101)

11-14 25975 26560 27050 27840 51950 53125 54100 55680(286) (1155) (1182) (1203) (1238) (2311) (2363) (2407) (2477)15 34635 35415 36070 37120 69270 70830 72135 74240

(381) (1541) (1575) (1604) (1651) (3081) (3151) (3209) (3302)25 57725 59025 60115 61865 115450 118055 120225 123735

(635) (2568) (2626) (2674) (2752) (5135) (5251) (5348) (5504)1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 26 - 38 as necessary Compare to the steel values in table 24

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2568 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only Seismic design is not permitted for uncracked concrete

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

43Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 57 mdash Hilti HIT-RE 100 adhesive factored resistance with concrete bond failure for threaded rod in cracked concrete 12345678910

Nominal Anchor

Diameter in (mm)

Nominal anchor diameter in (mm)

Tension mdash Nn Shear mdash Vn

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

38

2-38 965 990 1005 1035 965 990 1005 1035(60) (43) (44) (45) (46) (43) (44) (45) (46)

3-38 1375 1405 1430 1475 2750 2810 2860 2945(86) (61) (63) (64) (66) (122) (125) (127) (131)

4-12 1830 1875 1910 1965 3665 3745 3815 3925(114) (81) (83) (85) (87) (163) (167) (170) (175)7-12 3055 3125 3180 3275 6105 6245 6360 6545(191) (136) (139) (141) (146) (272) (278) (283) (291)

12

2-34 1435 1465 1495 1540 2870 2935 2990 3075(70) (64) (65) (66) (68) (128) (131) (133) (137)

4-12 2350 2400 2445 2515 4695 4800 4890 5035(114) (104) (107) (109) (112) (209) (214) (218) (224)

6 3130 3200 3260 3355 6260 6400 6520 6710(152) (139) (142) (145) (149) (278) (285) (290) (298)10 5215 5335 5435 5590 10435 10670 10865 11185

(254) (232) (237) (242) (249) (464) (475) (483) (497)

58

3-18 2040 2085 2120 2185 4075 4170 4245 4370(79) (91) (93) (94) (97) (181) (185) (189) (194)

5-58 3670 3750 3820 3930 7335 7500 7640 7865(143) (163) (167) (170) (175) (326) (334) (340) (350)7-12 4890 5000 5095 5240 9780 10005 10185 10485(191) (218) (222) (227) (233) (435) (445) (453) (466)

12-12 8150 8335 8490 8735 16305 16670 16980 17475(318) (363) (371) (378) (389) (725) (742) (755) (777)

34

3-12 2590 2650 2700 2775 5180 5300 5395 5555(89) (115) (118) (120) (124) (231) (236) (240) (247)

6-34 4995 5110 5205 5355 9995 10220 10405 10710(171) (222) (227) (231) (238) (445) (455) (463) (476)

9 6665 6815 6940 7140 13325 13625 13875 14280(229) (296) (303) (309) (318) (593) (606) (617) (635)15 11105 11355 11565 11900 22210 22710 23125 23800

(381) (494) (505) (514) (529) (988) (1010) (1029) (1059)

78

3-12 2785 2850 2900 2985 5570 5695 5800 5970(89) (124) (127) (129) (133) (248) (253) (258) (266)

7-78 6265 6410 6525 6715 12535 12815 13055 13435(200) (279) (285) (290) (299) (558) (570) (581) (598)

10-12 8355 8545 8700 8955 16710 17090 17405 17910(267) (372) (380) (387) (398) (743) (760) (774) (797)

17-12 13925 14240 14505 14925 27855 28480 29005 29850(445) (619) (633) (645) (664) (1239) (1267) (1290) (1328)

1

4 3385 3460 3525 3625 6770 6920 7050 7255(102) (151) (154) (157) (161) (301) (308) (314) (323)

9 7615 7785 7930 8160 15230 15570 15860 16320(229) (339) (346) (353) (363) (677) (693) (705) (726)12 10150 10380 10575 10880 20305 20765 21145 21760

(305) (452) (462) (470) (484) (903) (924) (941) (968)20 16920 17305 17620 18135 33840 34605 35240 36270

(508) (753) (770) (784) (807) (1505) (1539) (1568) (1613)

1-14

5 4495 4595 4680 4815 8990 9190 9360 9635(127) (200) (204) (208) (214) (400) (409) (416) (429)

11-14 10115 10340 10530 10840 20225 20680 21060 21675(286) (450) (460) (468) (482) (900) (920) (937) (964)15 13485 13790 14040 14450 26965 27575 28085 28905

(381) (600) (613) (625) (643) (1200) (1227) (1249) (1286)25 22475 22980 23405 24085 44945 45960 46805 48170

(635) (1000) (1022) (1041) (1071) (1999) (2044) (2082) (2143)1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 26 - 38 as necessary Compare to the steel values in table 24

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2568 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only For seismic loads multiply cracked concrete tabular values in tension and shear by αseis = 0675 See section 245 for additional information on seismic

applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

44 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

2411 installation instructionsInstallation Instructions For Use (IFU) are included with each product package They can also be viewed or downloaded on-line at wwwushilticom (US) and wwwhiltica (Canada) mdash ldquoServiceTechnical Info gtgt Technical Downloads gtgt Anchoring Systemsrdquo Because of the possibility of changes always verify that downloaded IFU are current when used Proper installation is critical to achieve full performance Training is available on request Contact Hilti Technical Services for applications and conditions not addressed in the IFU

2412 Working time and cure time (approx)

Table 59 mdash Resistance of HIT-RE 100 to chemicals

Chemical Chemicals Tested ResistantNot

Resistant

Alkaline

Concrete drilling mud (10) pH=126 +

Concrete drilling mud (10) pH=132 +

Concrete potash solution (10) +

pH=140

Alkaline

Acetic acid (10)1 -

Nitric acid (10)1 -

Hydrochloric acid (10) 3 month -

Sulfuric acid (10) -

Solvents

Benzyl alcohol -

Ethanol -

Ethyl acetate -

Methyl ethyl ketone (MEK) -

Trichlorethylene -

Xylene (mixture) +

Chemicals used on job sites

Chemicals Concrete plasticizer +

used on job Diesel oil +

sites Oil +

Petrol +

Oil for form work (forming oil) +

Environmental chemicals

Environmental Salt water +

chemicals de-mineralized water +

salt spraying test +

SO2 +

Environmentweather +1 Concrete was dissolved by acid

Samples of the HIT-RE 100 resin were immersed in the various chemical compounds for up to one year At the time of the test period the samples were analyzed Any samples showing no visible damage and having less than a 25 reduction in bending (flexural) strength were classified as ldquoResistantrdquo Samples that were heavily damaged or destroyed were classified as ldquoNot Resistantrdquo

Note In actual use the majority of the resin is encased in the base material leaving very little surface area exposed

2414 resistance of cured hit-re 100 to chemicals

2413 materials Specifications Table 60 mdash Material properties of fully cured HIT-RE 100

adhesiveBond Strength ASTM C882-121

2 day cure 14 day cure

201 Mpa210 Mpa

2920 psi3050 psi

Compressive Strength ASTM D695-101 743 Mpa 10780 psi

Compressive Modulus ASTM D695-101 3731 Mpa 0541 x 106 psi

Tensile Strength 7 day ASTM D638-10 117 Mpa 1690 psi

Elongation at break ASTM D638-10 010

Heat Deflection Temperature ASTM D648-07

568degC 1343degF

Absorption ASTM D570-10 006

Linear Coefficient of Shrinkage on Cure ASTM D2566-86

00001

1 Minimum values obtained as the result of tests at 35degF 50degF 75degF and 110degF

Notes

Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Hilti Outperform Outlast7250 Dallas Parkway Suite 1000 Plano TX 75024 bull Hilti Inc (US) 1-800-879-8000 bull wwwushilticom bull en espantildeol 1-800-879-5000 bull Hilti (Canada) Corp 1-800-363-4458 wwwhiltica bull Hilti is an equal opportunity employer bull Hilti is a registered trademark of Hilti Corp copyCopyright 2016 by Hilti Inc (US) bull 0216 bull DBS

The data contained in this literature was current as of the date of publication Updates and changes may be made based on later testing If verification is needed that the data is still current please contact the Hilti Technical Support Specialists at 1-800-363-4458 All published load values contained in this literature represent the results of testing by Hilti or test organizations Local base materials were used Because of variations in materials on-site testing is necessary to determine performance at any specific site Laser beams represented by red lines in this publication Printed in the United States

14001 US only

Page 5: USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

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20 technical data21 testing and product

evaluationHilti HIT-RE 100 has been tested in accordance with ICC Evaluation Services (ICC-ES) Acceptance Criteria for Post-Installed Adhesive Anchors in Concrete Elements (AC308) which incorporates requirements in ACI 3554-11

Hilti has had Hilti HIT-RE 100 evaluated according to AC308 and has received ESR-3829 from ICC-ES

22 adhesive anchor design codes

For post-installed and cast-in anchor systems in the United States design calculations illustrated in this supplement are performed in accordance with ACI 318-14 Chapter 17

For post-installed and cast-in anchor systems in Canada design calculations illustrated in this supplement are performed in accordance with CSA A233-14 Annex D

23 design of hilti hit-re 100 adhesive anchor System

231 Using technical data in eSr-3829

Technical data for the system components of Hilti HIT-RE 100 can be found in ICC-ES ESR-3829 This includes

bull Hilti HIT-RE 100 adhesive

bull Standard threaded rods including Hilti HASHIT-V threaded rods

bull Post-installed reinforcing bars (rebar) designed as an anchor per ACI 318-14 Chapter 17 ACI 318-11 Appendix D or CSA A233-14 Annex D

A designer can use the data in ESR-3829 to calculate the capacity of the Hilti HIT-RE 100 system in the following manner

bull For standard threaded rods and rebar a design using either ACI 318-14 Chapter 17 or ACI 318-11 Appendix D and AC308 Section 33 amendments to ACI 318 would be appropriate

The tables from ESR-3829 are not included in this supplement but can be found by downloading ESR-3829 from wwwushilticom wwwhiltica or on the ICC-ES website at wwwicc-esorg or by contacting your local Hilti representative

232 Using hilti profiS anchor design Software

The Hilti PROFIS anchor design software is the most innovative and comprehensive design software available for accurate and complete anchor designs

For Hilti HIT-RE 100 the data from ESR-3829 is used as the data base for the program PROFIS anchor calculates the design capacity of the anchor according to ACI 318-08 ACI 318-11 including AC 308 amendments ACI 318-14 Chapter 17 and CSA A233-14 The PROFIS anchor HIT-RE 100 portfolio includes the same components listed in section 231

This is the most accurate and best way to optimize the anchor design especially for anchor systems with multiple anchors complicated loading edge distance constraints and numerous other conditions

Hilti PROFIS anchor design software can be downloaded at wwwushilticom (US) or wwwhiltica (Canada) Contact your local Hilti representative for a demonstration on this software at your office

233 Using the hilti Simplified design tables

In lieu of providing a copy of ESR-3829 design tables in this supplement Hilti is providing a simple approach for designing an anchor according to the current model codes described in Section 22 Refer to Section 24 for a description of these tables

24 hilti Simplified design tablesThe Hilti Simplified Design Tables is not a new ldquomethodrdquo of designing an anchor that is different than the provisions of ACI 318 Chapter 17 or CSA A233 Annex D Rather it is a series of pre-calculated tables and reduction factors meant to help the designer create a quick calculation of the capacity of the Hilti anchor system and still be compliant with the model codes and criteria of ACI and CSA

The Hilti Simplified Design Tables are formatted similar to the Allowable Stress Design (ASD) tables and reduction factors which was a standard of practice for design of post-installed anchors

The Hilti Simplified Design Tables combine the simplicity of performing a calculation according to the ASD method with the code-required testing evaluation criteria and technical data in ACI Chapter 17 and CSA Annex D

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

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241 Simplified tables data development

The Simplified Tables have two table types The single anchor capacity table and the reduction factor table

Single anchor capacity tables show the design strength (for ACI) or factored resistance (for CSA) in tension and shear for a single anchor This is the capacity of a single anchor with no edge distance or concrete thickness influences and is based on the assumptions outlined in the footnotes below each table

Reduction factor tables are created by comparing the single anchor capacity to the capacity that includes the influence of a specific edge distance spacing or concrete thickness using the equations of ACI 318-14 Chapter 17

The single anchor tension capacity is based on the lesser of concrete breakout strength or bond strength

ACI ФNn = min | ФNcb ФNa | CSAACI Nr = min | Ncbr Na | ФNn = Nr

The shear value is based on the pryout strength

ACI ФVn = ФVcp CSAACI Vr = Vcpr ФVn = Vr

The steel design strength is provided in a separate table and should be compared to the concrete strengths to determine the controlling failure mode

These values published in the tables are calculated based on ACICSA see Section 318 in the 2016 Hilti North America Product Technical Guide Volume 2 Anchor Fastening Technical Guide for additional information

243 how to calculate anchor capacity Using Simplified tables

The process for calculating the capacity of a single anchor or anchor group is similar to the ASD calculation process currently outlined in the 2015 North American Product Technical Guide Volume 2 Anchor Fastening Technical Guide on Section 319

The design strength (factored resistance) of an anchor is obtained as follows

Tension

ACI Ndes = n bull min | ФNn bull fAN bull fRN ФNsa |

CSA Ndes = n bull min | Nr bull fAN bull fRN Nsr |

Shear

ACI Vdes = n bull min | ФVn bull fAV bull fRV bull fHV ФVsa |

CSA Vdes = n bull min | Vr bull fAV bull fRV bull fHV Vsr |

where

n = number of anchors Ndes = design resistance in tension ФNn = design strength in tension considering

concrete breakout pullout or bond failure (ACI)

ФNsa = design strength in tension considering steel failure (ACI)

Nr = factored resistance in tension considering concrete breakout pullout or bond failure (CSA)

Nsr = factored resistance in tension considering steel failure (CSA)

Vdes = design resistance in shear ФVn = design strength in shear considering

concrete failure (ACI) ФVsa = design strength in shear considering steel

failure (ACI) Vr = factored resistance in shear considering

concrete failure (CSA) Vsr = factored resistance in shear considering steel

failure (CSA) fAN = adjustment factor for spacing in tension fRN = adjustment factor for edge distance in tension fAV = adjustment factor for spacing in shear fRV = adjustment factor for edge distance in shear fHV = adjustment factor for concrete thickness in

shear (this is a new factor that ASD did not use previously)

Adjustment factors are applied for all applicable near edge and spacing conditions

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HIT-RE 100 adhesive anchoring system

7Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

For example the capacity in tension corresponding to the anchor group based on worst case anchor ldquoardquo in the figure below is evaluated as follows

ACI Ndes = 4 bull ФNn bull fAx bull fAy bull fRx bull fRy

CSA Ndes = 4 bull Nr bull fAx bull fAy bull fRx bull fRy

Note designs are for orthogonal anchor bolt patterns and no reduction factor for the diagonally located adjacent anchor is required

Where anchors are loaded simultaneously in tension and shear interaction must be considered The interaction equation is as follows

Nua Vua ACI ____ + ____ le 12 Ndes Vdes

Nf Vf CSA ____ + ____ le 12 Ndes Vdes

where

Nua = Required strength in tension based on factored load combinations of ACI 318 Chapter 5

Vua = Required strength in shear based on factored load combinations of ACI 318 Chapter 5

Nf = Required strength in tension based on factored load combinations of CSA A233 Chapter 8

Vf = Required strength in shear based on factored load combinations of CSA A233 Chapter 8

The full tension strength can be permitted if Vua ACI _____ le 02 Vdes

Vf CSA ____ le 02 Vdes

The full shear strength can be permitted if Nua ACI ____ le 02 Ndes

Nf CSA ____ le 02 Ndes

244 allowable Stress design (aSd)

The values of Ndes and Vdes developed from Section 243 are design strengths (factored resistances) and are to be compared to the required strength in tension and shear from factored load combinations of ACI 318 Chapter 5 or CSA A233 Chapter 8

To design using Allowable Stress Design (ASD) refer to Section 3186 in the 2016 Hilti North America Product Technical Guide Volume 2 Anchor Fastening Technical Guide

245 Seismic designTo determine the seismic design strength (factored resistance) a reduction factor αseis is applied to the applicable table values

This value of αseis will be in the footnotes of the relevant design tables The value of αseis for concrete bond pullout failure is based on 075 times a reduction factor determined from testing The total reduction is footnoted in the tables

The value of αseis for steel failure is based on testing and is typically only applied for shear There is no additional 075 factor The reduction is footnoted in the tables

The factored load and associated seismic load combinations that will be compared to the design strength (factored resistance) can be determined from ACI or CSA provisions and national or local code requirements An additional value for ϕnon-ductile may be needed based on failure mode or ductility of the attached components

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

8 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

246 Sustained loads and overhead Use

Sustained loading is calculated by multiplying the value of ФNn or Nr by 055 and comparing the value to the tension dead load contribution (and any sustained live loads or other loads) of the factored load Edge spacing and concrete thickness influences do not need to be accounted for when evaluating sustained loads

247 accuracy of the Simplified tables

Calculations using the Simplified Tables have the potential of providing a design strength (factored resistance) that is exactly what would be calculated using equations from ACI 318 Chapter 17 or CSA A233 Annex D

The tables for the single anchor design strength (factored resistance) for concrete bond pullout failure or steel failure have the same values that will be computed using the provisions of ACI and CSA

The load adjustment factors for edge distance influences are based on a single anchor near an edge The load adjustment factors for spacing are determined from the influence of two adjacent anchors Each reduction factor is calculated for the minimum value of either concrete or bond failure When more than one edge distance andor spacing condition exists the load adjustment factors are multiplied together This will result in a conservative design when compared to a full calculation based on ACI or CSA

Since the table values including load adjustment factors are calculated using equations that are not linear linear interpolation is not permitted Use the smaller of the two table values listed This provides a conservative value if the application falls between concrete compressive strengths embedment depths or spacing edge distance and concrete thickness

For a summary of the accuracy of the simplified tables refer to Section 3189 of the 2016 Hilti North America Product Technical Guide Volume 2 Anchor Fastening Technical Guide

Additional assistance can be given by your local Hilti representative

248 limitations Using Simplified tables

There are limitations that the Simplified Tables do not consider Refer to Section 31810 of the 2016 Hilti North America Product Technical Guide Volume 2 Anchor Fastening Technical Guide for additional information

Contact Hilti with any questions for specific applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

9Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

248 hilti hit-re 100 adhesive with deformed reinforcing bars (rebar)

Cracked or uncracked concrete

Permissible concete conditions Permissible drilling methods

Dry concrete

Hammer Drilling with Carbide Tipped Drill Bit

Uncracked Concrete Water-saturated concrete

Cracked Concrete Water-filled holes

Submerged (underwater)

Table 1 mdash Specifications for rebar installed with HIT-RE 100 adhesive

Setting information Symbol UnitsRebar Size

3 4 5 6 7 8 9 10

Nominal bit diameter do in 12 58 34 78 1 1-18 1-38 1-12

Effective Embedment

minimum hefmin

in 2-38 2-34 3-18 3-12 3-18 4 4-12 5

(mm) (60) (70) (79) (89) (89) (102) (114) (127)

maximum hefmax

in 7-12 10 12-12 15 17-12 20 22-12 25

(mm) (191) (254) (318) (381) (445) (508) (572) (635)

Minimum Concrete Thickness hmin

in hef + 1-14hef + 2do(mm) (hef + 30)

Minimum edge distance1 cmin

in 1-78 2-12 3-18 3-34 4-38 5 5-58 6-14

(mm) (48) (64) (79) (95) (111) (127) (143) (159)

Minimum anchor spacing smin

in 1-78 2-12 3-18 3-34 4-38 5 5-58 6-14

(mm) (48) (64) (79) (95) (111) (127) (143) (159)

1 Edge distance of 1-34-inch (44mm) is permitted provided the rebar remains un-torqued

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

10 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 2 mdash Hilti HIT-RE 100 adhesive design strength with concrete bond failure for US rebar in uncracked concrete 12345678910

Rebar Size

EffectiveEmbedment

Depthin (mm)

Tension mdash ϕNn Shear mdash ϕVn

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

3

3-38 2780 2835 2915 3035 7080 7210 7420 7730(86) (124) (126) (130) (135) (315) (321) (330) (344)

4-12 3710 3775 3885 4050 9440 9615 9895 10305(114) (165) (168) (173) (180) (420) (428) (440) (458)7-12 6180 6295 6480 6745 15735 16025 16490 17175(191) (275) (280) (288) (300) (700) (713) (734) (764)

4

4-12 4885 4975 5120 5330 12430 12660 13030 13565(114) (217) (221) (228) (237) (553) (563) (580) (603)

6 6510 6630 6825 7105 16575 16875 17370 18090(152) (290) (295) (304) (316) (737) (751) (773) (805)10 10850 11050 11375 11845 27620 28130 28950 30150

(254) (483) (492) (506) (527) (1229) (1251) (1288) (1341)

5

5-58 7315 7450 7665 7985 18615 18960 19515 20320(143) (325) (331) (341) (355) (828) (843) (868) (904)7-12 9750 9930 10220 10645 24825 25280 26015 27095(191) (434) (442) (455) (474) (1104) (1125) (1157) (1205)

12-12 16255 16550 17035 17740 41370 42130 43360 45155(318) (723) (736) (758) (789) (1840) (1874) (1929) (2009)

6

6-34 10180 10370 10670 11115 25920 26395 27165 28290(171) (453) (461) (475) (494) (1153) (1174) (1208) (1258)

9 13575 13825 14230 14820 34555 35195 36220 37720(229) (604) (615) (633) (659) (1537) (1566) (1611) (1678)15 22625 23045 23715 24695 57595 58655 60365 62865

(381) (1006) (1025) (1055) (1098) (2562) (2609) (2685) (2796)

7

7-78 13385 13630 14025 14605 34065 34690 35705 37180(200) (595) (606) (624) (650) (1515) (1543) (1588) (1654)

10-12 17845 18170 18700 19475 45420 46255 47605 49575(267) (794) (808) (832) (866) (2020) (2058) (2118) (2205)

17-12 29740 30285 31170 32460 75700 77090 79340 82625(445) (1323) (1347) (1387) (1444) (3367) (3429) (3529) (3675)

8

9 16980 17295 17800 18535 43225 44020 45305 47180(229) (755) (769) (792) (824) (1923) (1958) (2015) (2099)12 22640 23060 23730 24715 57635 58695 60410 62910

(305) (1007) (1026) (1056) (1099) (2564) (2611) (2687) (2798)20 37735 38430 39555 41190 96055 97825 100680 104845

(508) (1679) (1709) (1759) (1832) (4273) (4351) (4478) (4664)

9

10-18 21020 21405 22030 22945 53505 54490 56080 58400(257) (935) (952) (980) (1021) (2380) (2424) (2495) (2598)

13-12 28025 28540 29375 30590 71340 72655 74775 77870(343) (1247) (1270) (1307) (1361) (3173) (3232) (3326) (3464)

22-12 46710 47570 48960 50985 118900 121090 124620 129780(572) (2078) (2116) (2178) (2268) (5289) (5386) (5543) (5773)

10

11-14 25465 25935 26690 27795 63395 66010 67940 70750(286) (1133) (1154) (1187) (1236) (2820) (2936) (3022) (3147)15 33955 34575 35585 37060 86425 88015 90585 94335

(381) (1510) (1538) (1583) (1649) (3844) (3915) (4029) (4196)25 56590 57630 59310 61765 144040 146690 150975 157220

(635) (2517) (2563) (2638) (2747) (6407) (6525) (6716) (6993)

1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 4

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only Seismic design is not permitted for uncracked concrete

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

11Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 3 mdash Hilti HIT-RE 100 adhesive design strength with concrete bond failure for US rebar in cracked concrete 12345678910

Rebar Size

EffectiveEmbedment

Depthin (mm)

Tension mdash ϕNn Shear mdash ϕVn

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

3

3-38 1040 1060 1090 1135 2650 2700 2775 2890(86) (46) (47) (48) (50) (118) (120) (123) (129)

4-12 1390 1415 1455 1515 3535 3600 3705 3855(114) (62) (63) (65) (67) (157) (160) (165) (171)7-12 2315 2355 2425 2525 5890 5995 6170 6425(191) (103) (105) (108) (112) (262) (267) (274) (286)

4

4-12 1850 1885 1940 2020 4710 4795 4935 5140(114) (82) (84) (86) (90) (210) (213) (220) (229)

6 2465 2515 2585 2695 6280 6395 6585 6855(152) (110) (112) (115) (120) (279) (284) (293) (305)10 4110 4190 4310 4490 10470 10660 10970 11425

(254) (183) (186) (192) (200) (466) (474) (488) (508)

5

5-58 2890 2945 3030 3155 7360 7495 7715 8035(143) (129) (131) (135) (140) (327) (333) (343) (357)7-12 3855 3925 4040 4210 9815 9995 10285 10710(191) (171) (175) (180) (187) (437) (445) (457) (476)

12-12 6425 6545 6735 7015 16355 16655 17145 17850(318) (286) (291) (300) (312) (728) (741) (763) (794)

6

6-34 4165 4240 4365 4545 10600 10795 11110 11570(171) (185) (189) (194) (202) (472) (480) (494) (515)

9 5550 5655 5820 6060 14130 14390 14810 15425(229) (247) (252) (259) (270) (629) (640) (659) (686)15 9255 9425 9700 10100 23555 23985 24685 25705

(381) (412) (419) (431) (449) (1048) (1067) (1098) (1143)

7

7-78 5665 5770 5940 6185 14425 14690 15120 15745(200) (252) (257) (264) (275) (642) (653) (673) (700)

10-12 7555 7695 7920 8250 19235 19590 20160 20995(267) (336) (342) (352) (367) (856) (871) (897) (934)

17-12 12595 12825 13200 13745 32060 32645 33600 34990(445) (560) (570) (587) (611) (1426) (1452) (1495) (1556)

8

9 7030 7160 7365 7670 17890 18220 18755 19530(229) (313) (318) (328) (341) (796) (810) (834) (869)12 9370 9545 9825 10230 23855 24295 25005 26040

(305) (417) (425) (437) (455) (1061) (1081) (1112) (1158)20 15620 15905 16370 17050 39760 40490 41675 43400

(508) (695) (707) (728) (758) (1769) (1801) (1854) (1931)

9

10-18 8425 8580 8830 9195 21440 21835 22475 23405(257) (375) (382) (393) (409) (954) (971) (1000) (1041)

13-12 11230 11440 11770 12260 28590 29115 29965 31205(343) (500) (509) (524) (545) (1272) (1295) (1333) (1388)

22-12 18720 19065 19620 20430 47650 48525 49940 52010(572) (833) (848) (873) (909) (2120) (2158) (2221) (2314)

10

11-14 9915 10095 10390 10820 25235 25700 26450 27545(286) (441) (449) (462) (481) (1123) (1143) (1177) (1225)15 13220 13460 13855 14430 33645 34265 35265 36725

(381) (588) (599) (616) (642) (1497) (1524) (1569) (1634)25 22030 22435 23090 24045 56075 57110 58775 61210

(635) (980) (998) (1027) (1070) (2494) (2540) (2614) (2723)

1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 4

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0607 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 T abular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only For seismic loads multiply cracked concrete tabular values in tension and shear by αseis = 0675 See section 245 for additional information on seismic

applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

12 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 4 mdash Steel design strength for US rebar 1

Rebar Size

ASTM A 615 Grade 40 2 ASTM A 615 Grade 60 2 ASTM A 706 Grade 60 2 Tensile3

ϕNsa

lb (kN)

Shear4

ϕVsa

lb (kN)

Seismic Shear5

ϕVsaeq

lb (kN)

Tensile3

ϕNsa

lb (kN)

Shear4

ϕVsa

lb (kN)

Seismic Shear5

ϕVsaeq

lb (kN)

Tensile3

ϕNsa

lb (kN)

Shear4

ϕVsa

lb (kN)

Seismic Shear5

ϕVsaeq

lb (kN)

34290 2375 1665 6435 3565 2495 6600 3430 2400(191) (106) (74) (286) (159) (111) (294) (153) (107)

47800 4320 3025 11700 6480 4535 12000 6240 4370(347) (192) (135) (520) (288) (202) (534) (278) (194)

512090 6695 4685 18135 10045 7030 18600 9670 6770(538) (298) (208) (807) (447) (313) (827) (430) (301)

617160 9505 6655 25740 14255 9980 26400 13730 9610(763) (423) (296) (1145) (634) (444) (1174) (611) (427)

723400 12960 9070 35100 19440 13610 36000 18720 13105(1041) (576) (403) (1561) (865) (605) (1601) (833) (583)

830810 17065 11945 46215 25595 17915 47400 24650 17255(1370) (759) (531) (2056) (1139) (797) (2108) (1096) (768)

939000 21600 15120 58500 32400 22680 60000 31200 21840(1735) (961) (673) (2602) (1441) (1009) (2669) (1388) (971)

1049530 27430 19200 74295 41150 28805 76200 39625 27740(2203) (1220) (854) (3305) (1830) (1281) (3390) (1763) (1234)

1 See Section 244 to convert design strength value to ASD value2 ASTM A706 Grade 60 rebar are considered ductile steel elements ASTM A 615 Grade 40 and 60 rebar are considered brittle steel elements3 Tensile = ϕ AseN futa as noted in ACI 318-14 Chapter 174 Shear = ϕ 060 AseN futa as noted in ACI 318-14 Chapter 175 Seismic Shear = αVseis ϕVsa Reduction for seismic shear only See section 245 for additional information on seismic applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

13Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 5 mdash Load adjustment factors for 3 rebar in uncracked concrete 123

3Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12(86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191)

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ickn

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mdash in

(mm

) 1-34 (44) na na na 032 023 013 na na na 010 008 005 021 016 009 na na na1-78 (48) 059 057 054 033 024 014 054 053 052 012 009 005 023 017 010 na na na

2 (51) 060 057 054 034 025 014 054 053 052 013 010 006 025 019 011 na na na3 (76) 065 061 057 042 031 018 056 055 054 023 018 011 042 031 018 na na na4 (102) 070 065 059 052 038 022 058 057 055 036 027 016 052 038 022 na na na

4-58 (117) 073 067 060 060 043 025 060 058 056 045 034 020 060 043 025 062 na na5 (127) 075 069 061 064 047 027 061 059 056 050 038 023 064 047 027 065 na na

5-34 (146) 078 071 063 074 054 031 062 060 057 062 046 028 074 054 031 070 063 na6 (152) 080 072 063 077 056 033 063 060 057 066 050 030 077 056 033 071 065 na7 (178) 085 076 066 090 066 038 065 062 059 083 062 037 090 066 038 077 070 na8 (203) 090 080 068 100 075 043 067 064 060 100 076 046 100 075 043 082 075 na

8-34 (222) 093 082 069 082 048 068 065 061 087 052 082 048 086 078 0669 (229) 094 083 070 084 049 069 066 061 091 055 084 049 087 079 067

10 (254) 099 087 072 094 054 071 067 062 100 064 094 054 092 083 07011 (279) 100 091 074 100 060 073 069 064 074 100 060 096 087 07412 (305) 094 077 065 075 071 065 084 065 100 091 07714 (356) 100 081 076 080 074 067 100 076 099 08316 (406) 086 087 084 078 070 087 100 08918 (457) 090 098 088 081 072 098 09424 (610) 100 100 100 092 080 100 10030 (762) 100 08736 (914) 095

gt48 (1219) 100

Table 6 mdash Load adjustment factors for 3 rebar in cracked concrete 123

3Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear5

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12(86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191)

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(mm

) 1-34 (44) na na na 054 049 043 na na na 020 015 009 040 030 018 na na na1-78 (48) 059 057 054 056 050 044 056 055 054 022 017 010 044 033 020 na na na

2 (51) 060 057 054 057 051 044 056 055 054 024 018 011 049 036 022 na na na3 (76) 065 061 057 070 060 049 060 058 056 045 033 020 070 060 040 na na na4 (102) 070 065 059 084 070 055 063 061 058 069 051 031 084 070 055 na na na

4-58 (117) 073 067 060 093 076 058 065 062 059 085 064 038 093 076 058 077 na na5 (127) 075 069 061 099 080 060 066 063 060 096 072 043 099 080 060 081 na na

5-34 (146) 078 071 063 100 088 064 069 065 061 100 089 053 100 088 064 086 078 na6 (152) 080 072 063 091 066 069 066 061 095 057 091 066 088 080 na7 (178) 085 076 066 100 072 073 069 063 100 072 100 072 095 087 na8 (203) 090 080 068 078 076 071 065 087 078 100 093 na

8-34 (222) 093 082 069 083 078 073 067 100 083 097 0829 (229) 094 083 070 085 079 074 067 085 098 083

10 (254) 099 087 072 091 082 077 069 091 100 08711 (279) 100 091 074 098 086 079 071 098 09212 (305) 094 077 100 089 082 073 100 09614 (356) 100 081 095 087 077 10016 (406) 086 100 093 08018 (457) 090 098 08424 (610) 100 100 09630 (762) 10036 (914)

gt48 (1219)1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

14 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 7 mdash Load adjustment factors for 4 rebar in uncracked concrete 123

4Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10(114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254)

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ickn

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(h)

mdash in

(mm

)

1-34 (44) na na na 027 020 012 na na na 007 005 003 014 010 006 na na na2-12 (64) 059 057 054 032 023 014 054 053 052 012 009 005 023 018 011 na na na

3 (76) 061 058 055 035 026 015 055 054 053 015 012 007 031 023 014 na na na4 (102) 065 061 057 041 030 018 056 055 054 024 018 011 041 030 018 na na na5 (127) 069 064 058 048 035 021 058 057 055 033 025 015 048 035 021 na na na

5-34 (146) 071 066 060 054 040 023 059 058 055 041 031 018 054 040 023 061 na na6 (152) 072 067 060 057 042 024 060 058 056 043 033 020 057 042 024 062 na na7 (178) 076 069 062 066 048 028 061 059 057 055 041 025 066 048 028 067 na na

7-14 (184) 077 070 062 068 050 029 062 060 057 058 043 026 068 050 029 068 062 na8 (203) 080 072 063 075 055 032 063 061 057 067 050 030 075 055 032 071 065 na9 (229) 083 075 065 085 062 036 064 062 058 080 060 036 085 062 036 076 069 na

10 (254) 087 078 067 094 069 040 066 063 059 094 070 042 094 069 040 080 073 na11-14 (286) 092 081 069 100 078 046 068 065 061 100 084 050 100 078 046 085 077 065

12 (305) 094 083 070 083 049 069 066 061 092 055 083 049 087 079 06714 (356) 100 089 073 097 057 072 068 063 100 070 097 057 094 086 07216 (406) 094 077 100 065 076 071 065 085 100 065 100 092 07718 (457) 100 080 073 079 074 067 100 073 097 08220 (508) 083 081 082 076 069 081 100 08722 (559) 087 089 085 079 071 089 09124 (610) 090 097 088 082 072 097 09530 (762) 100 100 098 089 078 100 10036 (914) 100 097 084

gt48 (1219) 100 095

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 8 mdash Load adjustment factors for 4 rebar in cracked concrete 123

4Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10(114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254)

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(s)

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(ca)

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ickn

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(h)

mdash in

(mm

) 1-34 (44) na na na 049 045 041 na na na 013 010 006 026 019 012 na na na2-12 (64) 059 057 054 056 050 044 056 055 054 022 017 010 044 033 020 na na na

3 (76) 061 058 055 060 053 046 057 056 054 029 022 013 058 043 026 na na na4 (102) 065 061 057 070 060 049 060 058 056 045 033 020 070 060 040 na na na5 (127) 069 064 058 080 067 053 062 060 057 062 047 028 080 067 053 na na na

5-34 (146) 071 066 060 088 073 056 064 062 058 077 058 035 088 073 056 075 na na6 (152) 072 067 060 091 075 057 065 062 059 082 061 037 091 075 057 076 na na7 (178) 076 069 062 100 083 062 067 064 060 100 077 046 100 083 062 083 na na

7-14 (184) 077 070 062 085 063 068 065 060 082 049 085 063 084 076 na8 (203) 080 072 063 091 066 069 066 061 095 057 091 066 088 080 na9 (229) 083 075 065 100 070 072 068 063 100 068 100 070 094 085 na

10 (254) 087 078 067 075 074 070 064 079 075 099 090 na11-14 (286) 092 081 069 081 077 073 066 095 081 100 095 080

12 (305) 094 083 070 085 079 074 067 100 085 098 08314 (356) 100 089 073 095 084 078 070 095 100 08916 (406) 094 077 100 089 082 073 100 09618 (457) 100 080 094 086 076 10020 (508) 083 099 090 07922 (559) 087 100 094 08124 (610) 090 098 08430 (762) 100 100 09336 (914) 100

gt48 (1219)

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

15Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 9 mdash Load adjustment factors for 5 rebar in uncracked concrete 123

5Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12(143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318)

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Edg

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(ca)

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ickn

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(h)

mdash in

(mm

)

1-34 (44) na na na 025 019 011 na na na 005 004 002 010 008 005 na na na3-18 (79) 059 057 054 032 023 014 054 053 052 012 009 005 024 018 011 na na na

4 (102) 062 059 055 036 027 016 055 054 053 018 013 008 035 026 016 na na na5 (127) 065 061 057 042 031 018 057 055 054 025 019 011 042 031 018 na na na6 (152) 068 063 058 047 035 020 058 056 055 032 024 015 047 035 020 na na na7 (178) 071 066 059 053 039 023 059 058 055 041 031 018 053 039 023 na na na

7-18 (181) 071 066 060 054 040 023 059 058 055 042 031 019 054 040 023 061 na na8 (203) 074 068 061 061 045 026 060 059 056 050 037 022 061 045 026 065 na na9 (229) 077 070 062 069 051 030 062 060 057 060 045 027 069 051 030 069 062 na

10 (254) 080 072 063 076 056 033 063 061 058 070 052 031 076 056 033 072 066 na11 (279) 083 074 065 084 062 036 064 062 058 081 060 036 084 062 036 076 069 na12 (305) 086 077 066 092 067 039 066 063 059 092 069 041 092 067 039 079 072 na14 (356) 091 081 069 100 079 046 068 065 061 100 087 052 100 079 046 086 078 06616 (406) 097 086 071 090 053 071 067 062 100 064 090 053 092 083 07018 (457) 100 090 074 100 059 074 069 064 076 100 059 097 088 07420 (508) 094 077 066 076 072 065 089 066 100 093 07822 (559) 099 079 072 079 074 067 100 072 098 08224 (610) 100 082 079 081 076 068 079 100 08626 (660) 085 085 084 078 070 085 09028 (711) 087 092 087 080 072 092 09330 (762) 090 099 089 082 073 099 09636 (914) 098 100 097 089 078 100 100

gt48 (1219) 100 100 100 087

Table 10 mdash Load adjustment factors for 5 rebar in cracked concrete 123

5Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12(143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318)

Spac

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(s)

Edg

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(ca)

Con

cret

e Th

ickn

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(h)

mdash in

(mm

) 1-34 (44) na na na 046 043 040 na na na 009 007 004 018 014 008 na na na3-18 (79) 059 057 054 056 050 044 056 055 054 022 017 010 044 033 020 na na na

4 (102) 062 059 055 062 055 046 058 056 055 032 024 014 062 048 029 na na na5 (127) 065 061 057 070 060 049 060 058 056 045 033 020 070 060 040 na na na6 (152) 068 063 058 078 066 053 062 060 057 059 044 026 078 066 053 na na na7 (178) 071 066 059 087 072 056 064 061 058 074 055 033 087 072 056 na na na

7-18 (181) 071 066 060 088 073 056 064 061 058 076 057 034 088 073 056 074 na na8 (203) 074 068 061 096 078 059 066 063 059 090 068 041 096 078 059 079 na na9 (229) 077 070 062 100 085 062 068 064 060 100 081 048 100 085 062 084 076 na

10 (254) 080 072 063 091 066 069 066 061 095 057 091 066 088 080 na11 (279) 083 074 065 098 069 071 068 063 100 065 098 069 093 084 na12 (305) 086 077 066 100 073 073 069 064 075 100 073 097 088 na14 (356) 091 081 069 081 077 072 066 094 081 100 095 08016 (406) 097 086 071 089 081 076 068 100 089 100 08618 (457) 100 090 074 097 085 079 071 097 09120 (508) 094 077 100 089 082 073 100 09622 (559) 099 079 093 085 075 10024 (610) 100 082 097 089 07726 (660) 085 100 092 08028 (711) 087 095 08230 (762) 090 098 08436 (914) 098 100 091

gt48 (1219) 100 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

16 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 11 mdash Load adjustment factors for 6 rebar in uncracked concrete 123

6Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15(171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381)

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mdash in

(mm

) 1-34 (44) na na na 024 018 010 na na na 004 003 002 008 006 004 na na na3-34 (95) 059 057 054 032 023 014 054 053 052 012 009 006 025 019 011 na na na

4 (102) 060 057 054 033 024 014 054 054 053 014 010 006 027 020 012 na na na5 (127) 062 059 056 037 027 016 056 055 053 019 014 009 037 027 016 na na na6 (152) 065 061 057 042 031 018 057 055 054 025 019 011 042 031 018 na na na7 (178) 067 063 058 047 034 020 058 056 055 032 024 014 047 034 020 na na na8 (203) 070 065 059 052 038 022 059 057 055 039 029 017 052 038 022 na na na

8-12 (216) 071 066 059 055 040 024 059 058 056 042 032 019 055 040 024 061 na na9 (229) 072 067 060 058 043 025 060 058 056 046 034 021 058 043 025 063 na na

10 (254) 075 069 061 064 047 028 061 059 056 054 040 024 064 047 028 066 na na10-34 (273) 077 070 062 069 051 030 062 060 057 060 045 027 069 051 030 069 063 na

12 (305) 080 072 063 077 057 033 063 061 058 071 053 032 077 057 033 073 066 na14 (356) 085 076 066 090 066 039 065 063 059 089 067 040 090 066 039 079 071 na16 (406) 090 080 068 100 076 044 068 065 060 100 082 049 100 076 044 084 076 na

16-34 (425) 091 081 069 079 046 068 065 061 087 052 079 046 086 078 06618 (457) 094 083 070 085 050 070 066 062 097 058 085 050 089 081 06820 (508) 099 087 072 095 055 072 068 063 100 068 095 055 094 085 07222 (559) 100 091 074 100 061 074 070 064 079 100 061 099 089 07524 (610) 094 077 067 076 072 066 090 067 100 093 07926 (660) 098 079 072 079 074 067 100 072 097 08228 (711) 100 081 078 081 075 068 078 100 08530 (762) 083 083 083 077 069 083 08836 (914) 090 100 090 083 073 100 097

gt48 (1219) 100 100 094 081 100

Table 12 mdash Load adjustment factors for 6 rebar in cracked concrete 123

6Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcreteThickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15(171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381)

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(mm

)

1-34 (44) na na na 044 042 039 na na na 007 005 003 014 010 006 na na na3-34 (95) 059 057 054 056 050 044 056 055 054 022 016 010 043 032 019 na na na

4 (102) 060 057 054 057 051 044 056 055 054 024 018 011 048 036 021 na na na5 (127) 062 059 056 063 056 047 058 057 055 033 025 015 063 050 030 na na na6 (152) 065 061 057 070 060 049 060 058 056 044 033 020 070 060 039 na na na7 (178) 067 063 058 077 065 052 061 059 057 055 041 025 077 065 050 na na na8 (203) 070 065 059 084 070 055 063 061 058 067 050 030 084 070 055 na na na

8-12 (216) 071 066 059 088 072 056 064 061 058 074 055 033 088 072 056 074 na na9 (229) 072 067 060 091 075 057 064 062 058 080 060 036 091 075 057 076 na na

10 (254) 075 069 061 099 080 060 066 063 059 094 070 042 099 080 060 080 na na10-34 (273) 077 070 062 100 084 062 067 064 060 100 079 047 100 084 062 083 075 na

12 (305) 080 072 063 091 066 069 066 061 100 093 056 091 066 088 080 na14 (356) 085 076 066 100 072 072 068 063 100 070 100 072 095 086 na16 (406) 090 080 068 078 076 071 065 086 078 100 092 na

16-34 (425) 091 081 069 081 077 072 066 092 081 094 07918 (457) 094 083 070 085 079 074 067 100 085 097 08220 (508) 099 087 072 091 082 076 069 091 100 08722 (559) 100 091 074 098 085 079 071 098 09124 (610) 094 077 100 088 082 073 100 09526 (660) 098 079 092 084 074 09928 (711) 100 081 095 087 076 10030 (762) 083 098 090 07836 (914) 090 100 098 084

gt48 (1219) 100 100 095

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

17Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 13 mdash Load adjustment factors for 7 rebar in uncracked concrete 123

7Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12(200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445)

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(mm

) 1-34 (44) na na na 023 017 010 na na na 003 002 001 006 004 003 na na na4-38 (111) 059 057 054 032 024 014 054 053 052 012 009 005 024 018 011 na na na

5 (127) 061 058 055 034 025 015 055 054 053 014 011 007 029 022 013 na na na6 (152) 063 060 056 038 028 016 056 055 053 019 014 009 038 028 016 na na na7 (178) 065 061 057 042 031 018 056 055 054 024 018 011 042 031 018 na na na8 (203) 067 063 058 046 034 020 057 056 054 029 022 013 046 034 020 na na na9 (229) 069 064 059 051 037 022 058 057 055 035 026 016 051 037 022 na na na

9-78 (251) 071 066 059 055 041 024 059 057 055 040 030 018 055 041 024 060 na na10 (254) 071 066 060 056 041 024 059 058 055 041 031 018 056 041 024 061 na na11 (279) 073 067 060 061 045 026 060 058 056 047 035 021 061 045 026 064 na na12 (305) 075 069 061 067 049 029 061 059 056 054 040 024 067 049 029 066 na na

12-12 (318) 076 070 062 070 051 030 061 059 057 057 043 026 070 051 030 068 062 na14 (356) 080 072 063 078 058 034 063 061 058 068 051 031 078 058 034 072 065 na16 (406) 084 075 065 089 066 039 065 062 059 083 062 037 089 066 039 077 070 na18 (457) 088 079 067 100 074 043 067 064 060 099 074 044 100 074 043 081 074 na

19-12 (495) 091 081 069 080 047 068 065 061 100 084 050 080 047 085 077 06520 (508) 092 082 069 082 048 068 065 061 087 052 082 048 086 078 06622 (559) 097 085 071 090 053 070 067 062 100 060 090 053 090 082 06924 (610) 100 088 073 099 058 072 068 063 068 099 058 094 085 07226 (660) 091 075 100 063 074 070 064 077 100 063 098 089 07528 (711) 094 077 067 076 071 065 086 067 100 092 07830 (762) 098 079 072 078 073 066 096 072 095 08036 (914) 100 084 087 083 077 069 100 087 100 088

gt48 (1219) 096 100 094 086 076 100 100

Table 14 mdash Load adjustment factors for 7 rebar in cracked concrete 123

7Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12(200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445)

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(mm

) 1-34 (44) na na na 043 041 038 na na na 005 004 002 010 008 005 na na na4-38 (111) 059 057 054 056 050 044 056 055 053 020 015 009 040 030 018 na na na

5 (127) 061 058 055 059 052 045 057 055 054 024 018 011 049 037 022 na na na6 (152) 063 060 056 064 056 047 058 056 055 032 024 014 064 048 029 na na na7 (178) 065 061 057 070 060 049 059 058 055 040 030 018 070 060 036 na na na8 (203) 067 063 058 076 064 052 060 059 056 049 037 022 076 064 044 na na na9 (229) 069 064 059 082 068 054 062 060 057 059 044 027 082 068 053 na na na

9-78 (251) 071 066 059 087 072 056 063 061 058 068 051 030 087 072 056 072 na na10 (254) 071 066 060 088 073 056 063 061 058 069 052 031 088 073 056 072 na na11 (279) 073 067 060 095 077 059 064 062 058 080 060 036 095 077 059 076 na na12 (305) 075 069 061 100 082 061 066 063 059 091 068 041 100 082 061 079 na na

12-12 (318) 076 070 062 084 062 066 063 060 097 072 043 084 062 081 073 na14 (356) 080 072 063 091 066 068 065 061 100 086 051 091 066 085 078 na16 (406) 084 075 065 100 071 071 067 062 100 063 100 071 091 083 na18 (457) 088 079 067 076 073 069 064 075 076 097 088 na

19-12 (495) 091 081 069 080 075 071 065 085 080 100 092 07720 (508) 092 082 069 082 076 071 065 088 082 093 07822 (559) 097 085 071 087 079 074 067 100 087 097 08224 (610) 100 088 073 093 081 076 068 093 100 08626 (660) 091 075 099 084 078 070 099 08928 (711) 094 077 100 086 080 071 100 09330 (762) 098 079 089 082 073 09636 (914) 100 084 097 089 078 100

gt48 (1219) 096 100 100 087

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

18 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 15 mdash Load adjustment factors for 8 rebar in uncracked concrete 123

8Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

9 12 20 9 12 20 9 12 20 9 12 20 9 12 20 9 12 20(229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508)

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(mm

) 1-34 (44) na na na 023 017 010 na na na 002 002 001 005 004 002 na na na5 (127) 059 057 054 032 024 014 054 053 052 011 009 005 023 017 010 na na na6 (152) 061 058 055 035 026 015 055 054 053 015 011 007 030 022 013 na na na7 (178) 063 060 056 039 029 017 055 055 053 019 014 009 038 028 017 na na na8 (203) 065 061 057 042 031 018 056 055 054 023 017 010 042 031 018 na na na9 (229) 067 063 058 046 034 020 057 056 054 028 021 012 046 034 020 na na na

10 (254) 069 064 058 050 037 021 058 056 055 032 024 015 050 037 021 na na na11 (279) 070 065 059 054 040 023 059 057 055 037 028 017 054 040 023 na na na

11-14 (286) 071 066 059 056 041 024 059 057 055 038 029 017 056 041 024 059 na na12 (305) 072 067 060 059 044 026 059 058 056 042 032 019 059 044 026 061 na na13 (330) 074 068 061 064 047 028 060 058 056 048 036 022 064 047 028 064 na na14 (356) 076 069 062 069 051 030 061 059 056 053 040 024 069 051 030 066 na na

14-14 (362) 076 070 062 070 052 030 061 059 057 055 041 025 070 052 030 067 061 na16 (406) 080 072 063 079 058 034 063 060 057 065 049 029 079 058 034 071 064 na18 (457) 083 075 065 089 065 038 064 062 058 078 058 035 089 065 038 075 068 na20 (508) 087 078 067 099 073 043 066 063 059 091 068 041 099 073 043 079 072 na22 (559) 091 081 068 100 080 047 067 064 060 100 079 047 100 080 047 083 075 na

22-14 (565) 091 081 069 081 047 067 064 060 080 048 081 047 084 076 06424 (610) 094 083 070 087 051 069 066 061 090 054 087 051 087 079 06626 (660) 098 086 072 094 055 070 067 062 100 061 094 055 090 082 06928 (711) 100 089 073 100 060 072 068 063 068 100 060 094 085 07230 (762) 092 075 064 074 069 064 075 064 097 088 07436 (914) 100 080 077 078 073 067 099 077 100 097 081

gt48 (1219) 090 100 088 081 072 100 100 100 094

Table 16 mdash Load adjustment factors for 8 rebar in cracked concrete 123

8Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

9 12 20 9 12 20 9 12 20 9 12 20 9 12 20 9 12 20(229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508)

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(ca)

Con

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ickn

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(h)

mdash in

(mm

) 1-34 (44) na na na 042 040 038 na na na 004 003 002 008 006 004 na na na5 (127) 059 057 054 056 050 044 056 055 053 020 015 009 039 030 018 na na na6 (152) 061 058 055 060 053 046 057 056 054 026 019 012 052 039 023 na na na7 (178) 063 060 056 065 057 047 058 057 055 033 024 015 065 049 029 na na na8 (203) 065 061 057 070 060 049 059 057 055 040 030 018 070 060 036 na na na9 (229) 067 063 058 075 064 051 060 058 056 048 036 021 075 064 043 na na na

10 (254) 069 064 058 080 067 053 061 059 057 056 042 025 080 067 050 na na na11 (279) 070 065 059 086 071 055 062 060 057 064 048 029 086 071 055 na na na

11-14 (286) 071 066 059 087 072 056 063 060 057 066 050 030 087 072 056 071 na na12 (305) 072 067 060 091 075 057 064 061 058 073 055 033 091 075 057 074 na na13 (330) 074 068 061 097 079 059 065 062 059 083 062 037 097 079 059 077 na na14 (356) 076 069 062 100 083 062 066 063 059 092 069 042 100 083 062 079 na na

14-14 (362) 076 070 062 084 062 066 063 059 095 071 043 084 062 080 073 na16 (406) 080 072 063 091 066 068 065 061 100 085 051 091 066 085 077 na18 (457) 083 075 065 100 070 070 067 062 100 061 100 070 090 082 na20 (508) 087 078 067 075 073 069 063 071 075 095 086 na22 (559) 091 081 068 080 075 070 065 082 080 100 091 na

22-14 (565) 091 081 069 080 075 071 065 083 080 091 07724 (610) 094 083 070 085 077 072 066 093 085 095 08026 (660) 098 086 072 090 079 074 067 100 090 098 08328 (711) 100 089 073 095 082 076 069 095 100 08630 (762) 092 075 100 084 078 070 100 08936 (914) 100 080 091 084 074 098

gt48 (1219) 090 100 095 082 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

19Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 17 mdash Load adjustment factors for 9 rebar in uncracked concrete 123

9Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12(257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572)

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(h)

mdash in

(mm

) 1-34 (44) na na na 022 016 010 na na na 002 001 001 004 003 002 na na na5-58 (143) 059 057 054 032 024 014 054 053 052 011 008 005 022 016 010 na na na

6 (152) 060 057 054 034 025 014 054 053 052 012 009 005 024 018 011 na na na7 (178) 062 059 055 037 027 016 055 054 053 015 011 007 031 023 014 na na na8 (203) 063 060 056 040 029 017 055 054 053 019 014 008 037 028 017 na na na9 (229) 065 061 057 043 031 018 056 055 054 022 017 010 043 031 018 na na na

10 (254) 066 062 057 046 034 020 057 056 054 026 020 012 046 034 020 na na na11 (279) 068 064 058 050 036 021 057 056 054 030 023 014 050 036 021 na na na12 (305) 070 065 059 054 039 023 058 057 055 034 026 015 054 039 023 na na na

12-78 (327) 071 066 060 057 042 025 059 057 055 038 029 017 057 042 025 059 na na13 (330) 071 066 060 058 043 025 059 057 055 039 029 017 058 043 025 059 na na14 (356) 073 067 060 062 046 027 060 058 056 043 032 019 062 046 027 062 na na16 (406) 076 070 062 071 052 031 061 059 056 053 040 024 071 052 031 066 na na

16-14 (413) 077 070 062 072 053 031 061 059 056 054 040 024 072 053 031 066 060 na18 (457) 080 072 063 080 059 035 062 060 057 063 047 028 080 059 035 070 064 na20 (508) 083 075 065 089 066 038 064 061 058 074 055 033 089 066 038 074 067 na22 (559) 086 077 066 098 072 042 065 062 059 085 064 038 098 072 042 077 070 na24 (610) 090 080 068 100 079 046 066 063 060 097 073 044 100 079 046 081 073 na

25-14 (641) 092 081 069 083 048 067 064 060 100 078 047 083 048 083 075 06426 (660) 093 082 069 085 050 068 065 060 082 049 085 050 084 076 06428 (711) 096 085 071 092 054 069 066 061 092 055 092 054 087 079 06730 (762) 099 087 072 098 058 070 067 062 100 061 098 058 090 082 06936 (914) 100 094 077 100 069 074 070 064 080 100 069 099 090 076

gt48 (1219) 100 086 092 083 077 069 100 092 100 100 088

Table 18 mdash Load adjustment factors for 9 rebar in cracked concrete 123

9Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12(257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572)

Spac

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(s)

Edg

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(ca)

Con

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ickn

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mdash in

(mm

) 1-34 (44) na na na 041 039 038 na na na 003 003 002 007 005 003 na na na5-58 (143) 059 057 054 056 050 044 056 055 053 020 015 009 039 029 018 na na na

6 (152) 060 057 054 057 051 044 056 055 054 022 016 010 043 032 019 na na na7 (178) 062 059 055 061 054 046 057 056 054 027 020 012 054 041 024 na na na8 (203) 063 060 056 065 057 048 058 057 055 033 025 015 065 050 030 na na na9 (229) 065 061 057 070 060 049 059 057 055 040 030 018 070 059 036 na na na

10 (254) 066 062 057 074 063 051 060 058 056 046 035 021 074 063 042 na na na11 (279) 068 064 058 079 067 053 061 059 056 054 040 024 079 067 048 na na na12 (305) 070 065 059 084 070 055 062 060 057 061 046 027 084 070 055 na na na

12-78 (327) 071 066 060 088 073 056 063 061 058 068 051 031 088 073 056 072 na na13 (330) 071 066 060 089 073 056 063 061 058 069 052 031 089 073 056 072 na na14 (356) 073 067 060 094 077 058 064 062 058 077 058 035 094 077 058 075 na na16 (406) 076 070 062 100 084 062 066 063 059 094 071 042 100 084 062 080 na na

16-14 (413) 077 070 062 085 063 066 063 060 096 072 043 085 063 081 073 na18 (457) 080 072 063 091 066 068 065 061 100 084 050 091 066 085 077 na20 (508) 083 075 065 099 070 070 067 062 099 059 099 070 089 081 na22 (559) 086 077 066 100 074 072 068 063 100 068 100 074 094 085 na24 (610) 090 080 068 078 074 070 064 078 078 098 089 na

25-14 (641) 092 081 069 081 075 071 065 084 081 100 091 07726 (660) 093 082 069 082 076 071 065 088 082 093 07828 (711) 096 085 071 087 078 073 066 098 087 096 08130 (762) 099 087 072 091 080 075 068 100 091 100 08436 (914) 100 094 077 100 086 080 071 100 092

gt48 (1219) 100 086 100 098 090 078 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

20 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 19 mdash Load adjustment factors for 10 rebar in uncracked concrete 123

10Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25(286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 022 016 009 na na na 002 001 001 003 002 001 na na na6-14 (159) 059 057 054 032 024 014 054 053 052 011 008 005 022 016 010 na na na

7 (178) 060 058 055 034 025 015 054 053 052 013 009 006 026 019 011 na na na8 (203) 062 059 055 037 027 016 055 054 053 016 012 007 031 023 014 na na na9 (229) 063 060 056 040 029 017 055 054 053 019 014 008 038 028 017 na na na

10 (254) 065 061 057 043 032 018 056 055 054 022 016 010 043 032 018 na na na11 (279) 066 062 057 046 034 020 057 055 054 025 019 011 046 034 020 na na na12 (305) 068 063 058 049 036 021 057 056 054 029 021 013 049 036 021 na na na13 (330) 069 064 059 053 039 023 058 056 055 033 024 014 053 039 023 na na na14 (356) 071 066 059 057 042 024 059 057 055 036 027 016 057 042 024 na na na

14-14 (362) 071 066 060 058 042 025 059 057 055 037 027 016 058 042 025 059 na na15 (381) 072 067 060 061 045 026 059 057 055 040 030 018 061 045 026 060 na na16 (406) 074 068 061 065 047 028 060 058 056 045 033 020 065 047 028 062 na na17 (432) 075 069 061 069 050 030 060 058 056 049 036 021 069 050 030 064 na na18 (457) 077 070 062 073 053 031 061 059 056 053 039 023 073 053 031 066 060 na20 (508) 080 072 063 081 059 035 062 060 057 062 046 027 081 059 035 070 063 na22 (559) 083 074 065 089 065 038 063 061 058 072 053 032 089 065 038 073 066 na24 (610) 086 077 066 097 071 042 065 062 058 082 060 036 097 071 042 076 069 na26 (660) 089 079 067 100 077 045 066 063 059 092 068 041 100 077 045 079 072 na28 (711) 091 081 069 100 083 049 067 064 060 100 076 045 083 049 082 074 06330 (762) 094 083 070 089 052 068 065 061 084 050 089 052 085 077 06536 (914) 100 090 074 100 063 072 068 063 100 066 100 063 094 084 071

gt48 (1219) 100 082 083 079 074 067 100 083 100 097 082

Table 20 mdash Load adjustment factors for 10 rebar in cracked concrete 123

10Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25(286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 040 039 037 na na na 003 002 001 006 004 003 na na na6-14 (159) 059 057 054 056 050 044 056 055 053 020 015 009 039 029 018 na na na

7 (178) 060 058 055 058 052 045 056 055 054 023 017 010 046 035 021 na na na8 (203) 062 059 055 062 055 046 057 056 054 028 021 013 056 042 025 na na na9 (229) 063 060 056 066 057 048 058 057 055 034 025 015 066 051 030 na na na

10 (254) 065 061 057 070 060 049 059 057 055 039 030 018 070 059 036 na na na11 (279) 066 062 057 074 063 051 060 058 056 046 034 020 074 063 041 na na na12 (305) 068 063 058 078 066 053 061 059 056 052 039 023 078 066 047 na na na13 (330) 069 064 059 082 069 054 062 060 057 059 044 026 082 069 053 na na na14 (356) 071 066 059 087 072 056 063 060 057 065 049 029 087 072 056 na na na

14-14 (362) 071 066 060 088 073 056 063 061 058 067 050 030 088 073 056 071 na na15 (381) 072 067 060 091 075 057 063 061 058 073 054 033 091 075 057 073 na na16 (406) 074 068 061 096 078 059 064 062 058 080 060 036 096 078 059 076 na na17 (432) 075 069 061 100 081 061 065 063 059 087 066 039 100 081 061 078 na na18 (457) 077 070 062 085 062 066 063 059 095 071 043 085 062 080 073 na20 (508) 080 072 063 091 066 068 065 061 100 084 050 091 066 085 077 na22 (559) 083 074 065 098 069 070 066 062 097 058 098 069 089 081 na24 (610) 086 077 066 100 073 072 068 063 100 066 100 073 093 084 na26 (660) 089 079 067 077 073 069 064 074 077 097 088 na28 (711) 091 081 069 081 075 071 065 083 081 100 091 07730 (762) 094 083 070 085 077 072 066 092 085 094 07936 (914) 100 090 074 097 082 077 069 100 097 100 087

gt48 (1219) 100 082 100 093 086 075 100 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

21Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

249 hilti hit-re 100 adhesive with hilti haS threaded rod

Cracked or uncracked concrete

Permissible concete conditions Permissible drilling methods

Dry concrete

Hammer Drilling with Carbide Tipped Drill Bit

Uncracked Concrete Water-saturated concrete

Cracked Concrete Water-filled holes

Submerged (underwater)

Hilti HAS Threaded Rod

Hilti HIT-V Threaded Rod

Table 21 mdash Specifications for fractional threaded rod installed with HIT-RE 100 adhesive

Setting information Symbol UnitsNominal anchor diameter

38 12 58 34 78 1 1-14

Nominal bit diameter do in 716 916 34 78 1 1-18 1-38

Standard effective embedment hefstd

in 3-38 4-12 5-58 6-34 7-78 9 11-14

(mm) (86) (114) (143) (171) (200) (229) (286)

Effective Embedment

minimum hefmin

in 2-38 2-34 3-18 3-12 3-12 4 5

(mm) (60) (70) (79) (89) (89) (102) (127)

maximum hefmax

in 7-12 10 12-12 15 17-12 20 25

(mm) (191) (254) (318) (381) (445) (508) (635)

Minimum diameter of fixture hole

through-set

in 12 58 13161 15161 1-181 1-141 1-121

preset

in 716 1916 1116 1316 1516 1-18 1-38

Installation torque Tinst

ft-lb 15 30 60 100 125 150 200

(Nm) (20) (40) (80) (136) (169) (203) (271)

Minimum Concrete Thickness hmin

in hef + 1-14 58 to 78 rods also have min conc

hef + 2 hef + 3

(mm) (hef + 51) thickness = hef+2do (hef + 57) (hef + 76)

Minimum edge distance2 cmin

in 1-78 2-12 3-18 3-34 4-38 5 5-58

(mm) (48) (64) (79) (95) (111) (127) (143)

Minimum anchor spacing smin

in 1-78 2-12 3-18 3-34 4-38 5 5-58

(mm) (48) (64) (79) (95) (111) (127) (143)

1 Install using (2) washers See Figure 52 Edge distance of 1-34-inch (44mm) is permitted provided the installation torque is reduced to 030 T inst for 5d lt s lt 16-in and to 05

Tinst for sgt16-in

min

Figure 4 mdash HASHIT-V threaded rods

Figure 5 mdash Installation with (2) washers

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

22 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 22 mdash Hilti HIT-RE 100 adhesive design strength with concrete bond failure for fractional threaded rod in uncracked concrete 12345678910

Nominal Anchor

Diameter in (mm)

Nominal anchor diameter in (mm)

Tension mdash ФNn Shear mdash ФVn

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

f´c = 2500 psi(172 MPa)

lb (kN)

f´c = 3000 psi(207 MPa)

lb (kN)

f´c = 4000 psi(276 MPa)

lb (kN)

f´c = 6000 psi(414 MPa)

lb (kN)

38

2-38 1955 1995 2050 2135 2490 2535 2610 2720(60) (87) (89) (91) (95) (111) (113) (116) (121)

3-38 2780 2835 2915 3035 7080 7210 7420 7730(86) (124) (126) (130) (135) (315) (321) (330) (344)

4-12 3710 3775 3885 4050 9440 9615 9895 10305(114) (165) (168) (173) (180) (420) (428) (440) (458)7-12 6180 6295 6480 6745 15735 16025 16490 17175(191) (275) (280) (288) (300) (700) (713) (734) (764)

12

2-34 2985 3040 3130 3255 7595 7735 7960 8290(70) (133) (135) (139) (145) (338) (344) (354) (369)

4-12 4885 4975 5120 5330 12430 12660 13030 13565(114) (217) (221) (228) (237) (553) (563) (580) (603)

6 6510 6630 6825 7105 16575 16875 17370 18090(152) (290) (295) (304) (316) (737) (751) (773) (805)10 10850 11050 11375 11845 27620 28130 28950 30150

(254) (483) (492) (506) (527) (1229) (1251) (1288) (1341)

58

3-18 4065 4140 4260 4435 9280 10165 10840 11290(79) (181) (184) (189) (197) (413) (452) (482) (502)

5-58 7315 7450 7665 7985 18615 18960 19515 20320(143) (325) (331) (341) (355) (828) (843) (868) (904)7-12 9750 9930 10220 10645 24825 25280 26015 27095(191) (434) (442) (455) (474) (1104) (1125) (1157) (1205)

12-12 16255 16550 17035 17740 41370 42130 43360 45155(318) (723) (736) (758) (789) (1840) (1874) (1929) (2009)

34

3-12 5105 5375 5535 5765 11000 12050 13915 14670(89) (227) (239) (246) (256) (489) (536) (619) (653)

6-34 10180 10370 10670 11115 25920 26395 27165 28290(171) (453) (461) (475) (494) (1153) (1174) (1208) (1258)

9 13575 13825 14230 14820 34555 35195 36220 37720(229) (604) (615) (633) (659) (1537) (1566) (1611) (1678)15 22625 23045 23715 24695 57595 58655 60365 62865

(381) (1006) (1025) (1055) (1098) (2562) (2609) (2685) (2796)

78

3-12 5105 5595 6235 6490 11000 12050 13915 16525(89) (227) (249) (277) (289) (489) (536) (619) (735)

7-78 13385 13630 14025 14605 34065 34690 35705 37180(200) (595) (606) (624) (650) (1515) (1543) (1588) (1654)

10-12 17845 18170 18700 19475 45420 46255 47605 49575(267) (794) (808) (832) (866) (2020) (2058) (2118) (2205)

17-12 29740 30285 31170 32460 75700 77090 79340 82625(445) (1323) (1347) (1387) (1444) (3367) (3429) (3529) (3675)

1

4 6240 6835 7895 8240 13440 14725 17000 20820(102) (278) (304) (351) (367) (598) (655) (756) (926)

9 16980 17295 17800 18535 43225 44020 45305 47180(229) (755) (769) (792) (824) (1923) (1958) (2015) (2099)12 22640 23060 23730 24715 57635 58695 60410 62910

(305) (1007) (1026) (1056) (1099) (2564) (2611) (2687) (2798)20 37735 38430 39555 41190 96055 97825 100680 104845

(508) (1679) (1709) (1759) (1832) (4273) (4351) (4478) (4664)

1-14

5 8720 9555 11030 12355 18785 20575 23760 29100(127) (388) (425) (491) (550) (836) (915) (1057) (1294)

11-14 25465 25935 26690 27795 63395 66010 67940 70750(286) (1133) (1154) (1187) (1236) (2820) (2936) (3022) (3147)15 33955 34575 35585 37060 86425 88015 90585 94335

(381) (1510) (1538) (1583) (1649) (3844) (3915) (4029) (4196)25 56590 57630 59310 61765 144040 146690 150975 157220

(635) (2517) (2563) (2638) (2747) (6407) (6525) (6716) (6993)1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 26-38 as necessary Compare to the steel values in table 24

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only Seismic design is not permitted for uncracked concrete

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

23Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 23 mdash Hilti HIT-RE 100 adhesive design strength with concrete bond failure for threaded rod in cracked concrete 12345678910

Nominal anchor

diameter in (mm)

Effective Embedment

Depth in (mm)

Tension mdash ФNn Shear mdash ФVn

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

f´c = 2500 psi(172 MPa)

lb (kN)

f´c = 3000 psi(207 MPa)

lb (kN)

f´c = 4000 psi(276 MPa)

lb (kN)

f´c = 6000 psi(414 MPa)

lb (kN)

38

2-38 950 965 995 1035 1205 1230 1265 1315(60) (42) (43) (44) (46) (54) (55) (56) (58)

3-38 1345 1370 1410 1470 3430 3490 3595 3745(86) (60) (61) (63) (65) (153) (155) (160) (167)

4-12 1795 1830 1885 1960 4570 4655 4790 4990(114) (80) (81) (84) (87) (203) (207) (213) (222)7-12 2995 3050 3140 3265 7620 7760 7985 8315(191) (133) (136) (140) (145) (339) (345) (355) (370)

12

2-34 1405 1430 1475 1535 3580 3645 3750 3910(70) (62) (64) (66) (68) (159) (162) (167) (174)

4-12 2300 2345 2410 2510 5860 5965 6140 6395(114) (102) (104) (107) (112) (261) (265) (273) (284)

6 3070 3125 3215 3350 7810 7955 8185 8525(152) (137) (139) (143) (149) (347) (354) (364) (379)10 5115 5210 5360 5580 13020 13260 13645 14210

(254) (228) (232) (238) (248) (579) (590) (607) (632)

58

3-18 2000 2035 2095 2180 5085 5180 5330 5550(79) (89) (91) (93) (97) (226) (230) (237) (247)

5-58 3595 3660 3770 3925 9155 9320 9595 9990(143) (160) (163) (168) (175) (407) (415) (427) (444)7-12 4795 4885 5025 5235 12205 12430 12790 13320(191) (213) (217) (224) (233) (543) (553) (569) (593)

12-12 7990 8140 8375 8725 20340 20715 21320 22205(318) (355) (362) (373) (388) (905) (921) (948) (988)

34

3-12 2540 2585 2660 2770 6465 6585 6775 7055(89) (113) (115) (118) (123) (288) (293) (301) (314)

6-34 4900 4990 5135 5345 12470 12700 13070 13610(171) (218) (222) (228) (238) (555) (565) (581) (605)

9 6530 6650 6845 7130 16625 16930 17425 18145(229) (290) (296) (304) (317) (740) (753) (775) (807)15 10885 11085 11410 11880 27710 28220 29040 30245

(381) (484) (493) (508) (528) (1233) (1255) (1292) (1345)

78

3-12 2730 2780 2860 2980 6950 7080 7285 7585(89) (121) (124) (127) (133) (309) (315) (324) (337)

7-78 6145 6255 6440 6705 15640 15925 16390 17070(200) (273) (278) (286) (298) (696) (708) (729) (759)

10-12 8190 8340 8585 8940 20850 21235 21855 22760(267) (364) (371) (382) (398) (927) (945) (972) (1012)

17-12 13650 13905 14310 14900 34750 35390 36425 37930(445) (607) (619) (637) (663) (1546) (1574) (1620) (1687)

1

4 3320 3380 3475 3620 8445 8600 8850 9215(102) (148) (150) (155) (161) (376) (383) (394) (410)

9 7465 7600 7825 8145 19000 19350 19915 20740(229) (332) (338) (348) (362) (845) (861) (886) (923)12 9955 10135 10430 10865 25335 25800 26555 27650

(305) (443) (451) (464) (483) (1127) (1148) (1181) (1230)20 16590 16895 17385 18105 42225 43000 44255 46085

(508) (738) (752) (773) (805) (1878) (1913) (1969) (2050)

1-14

5 4405 4485 4620 4810 11215 11420 11755 12240(127) (196) (200) (206) (214) (499) (508) (523) (544)

11-14 9915 10095 10390 10820 25235 25700 26450 27545(286) (441) (449) (462) (481) (1123) (1143) (1177) (1225)15 13220 13460 13855 14430 33645 34265 35265 36725

(381) (588) (599) (616) (642) (1497) (1524) (1569) (1634)25 22030 22435 23090 24045 56075 57110 58775 61210

(635) (980) (998) (1027) (1070) (2494) (2540) (2614) (2723)1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 24

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only For seismic loads multiply cracked concrete tabular values in tension and shear by αseis = 0675 See section 245 for additional information on seismic

applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

24 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 24 mdash Steel design strength for Hilti HIT-V and HAS threaded rods 1

Nominalanchor

diameterin (mm)

HAS-EISO 898 Class 58 2

HAS-E-B7ASTM A193 B7 3

HAS-R stainless steelASTM F 593 - AISI 304316 SS 2

Tensile4

ϕNsa

lb (kN)

Shear5

ϕVsa

lb (kN)

Seismic Shear6

ϕVsaeq

lb (kN)

Tensile4

ϕNsa

lb (kN)

Shear5

ϕVsa

lb (kN)

Seismic Shear6

ϕVsaeq

lb (kN)

Tensile4

ϕNsa

lb (kN)

Shear5

ϕVsa

lb (kN)

Seismic Shear6

ϕVsaeq

lb (kN)

383655 2020 1415 7265 3775 2645 5040 2790 1955(163) (90) (63) (323) (168) (118) (224) (124) (87)

126690 3705 2595 13300 6915 4840 9225 5110 3575(298) (165) (115) (592) (308) (215) (410) (227) (159)

5810650 5900 4130 21190 11020 7715 14690 8135 5695(474) (262) (184) (943) (490) (343) (653) (362) (253)

3415765 8730 6110 31360 16305 11415 18480 10235 7165(701) (388) (272) (1395) (725) (508) (822) (455) (319)

7821755 12050 8435 43285 22505 15755 25510 14125 9890(968) (536) (375) (1925) (1001) (701) (1135) (628) (440)

128540 15805 11065 56785 29525 20670 33465 18535 12975(1270) (703) (492) (2526) (1313) (919) (1489) (824) (577)

1-1445670 25295 17705 90850 47240 33070 53540 29655 20760(2031) (1125) (788) (4041) (2101) (1471) (2382) (1319) (923)

1 See Section 244 to convert design strength value to ASD value2 HAS-E and HAS-R threaded rods are considered brittle steel elements

HAS-E does not comply with elongation requirements of ISO 898-13 HAS-E-B7 rods are considered ductile steel elements4 Tensile = ϕ AseN futa as noted inACI 318-14 Chapter 175 Shear = ϕ 060 AseV futa as noted inACI 318-14 Chapter 17 For 38-in diameter threaded rod shear = ϕ 050 AseV futa6 Seismic Shear = αVseis ϕVsa Reduction for seismic shear only See section 245 for additional information on seismic applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

25Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 25 mdash Load adjustment factors for 38-in diameter fractional threaded rods in uncracked concrete 123

38 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12(60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191)

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(mm

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1-34 (44) na na na na 043 032 023 013 na na na na 028 010 008 005 043 021 016 009 na na na na1-78 (48) 061 059 057 054 045 033 024 014 058 054 053 052 031 012 009 005 045 023 017 010 na na na na

2 (51) 062 060 057 054 047 034 025 014 058 054 053 052 034 013 010 006 047 025 019 011 na na na na3 (76) 068 065 061 057 060 042 031 018 062 056 055 054 063 023 018 011 060 042 031 018 na na na na

3-58 (92) 072 068 063 058 070 048 035 020 065 058 056 054 084 031 023 014 070 048 035 020 077 na na na4 (102) 074 070 065 059 077 052 038 022 066 058 057 055 098 036 027 016 077 052 038 022 081 na na na

4-58 (117) 077 073 067 060 089 060 043 025 069 060 058 056 100 045 034 020 089 060 043 025 087 062 na na5 (127) 080 075 069 061 096 064 047 027 070 061 059 056 050 038 023 096 064 047 027 091 065 na na

5-34 (146) 084 078 071 063 100 074 054 031 074 062 060 057 062 046 028 100 074 054 031 097 070 063 na6 (152) 086 080 072 063 077 056 033 075 063 060 057 066 050 030 077 056 033 099 071 065 na7 (178) 092 085 076 066 090 066 038 079 065 062 059 083 062 037 090 066 038 100 077 070 na8 (203) 097 090 080 068 100 075 043 083 067 064 060 100 076 046 100 075 043 082 075 na

8-34 (222) 100 093 082 069 082 048 086 068 065 061 087 052 082 048 086 078 0669 (229) 094 083 070 084 049 087 069 066 061 091 055 084 049 087 079 067

10 (254) 099 087 072 094 054 091 071 067 062 100 064 094 054 092 083 07011 (279) 100 091 074 100 060 095 073 069 064 074 100 060 096 087 07412 (305) 094 077 065 099 075 071 065 084 065 100 091 07714 (356) 100 081 076 100 080 074 067 100 076 099 08316 (406) 086 087 084 078 070 087 100 08918 (457) 090 098 088 081 072 098 09424 (610) 100 100 100 092 080 100 10030 (762) 100 08736 (914) 095

gt48 (1219) 100

Table 26 mdash Load adjustment factors for 38-in diameter fractional threaded rods in cracked concrete 123

38 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12(60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191)

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(mm

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1-34 (44) na na na na 058 054 049 043 na na na na 042 015 012 007 058 031 023 014 na na na na1-78 (48) 061 059 057 054 060 056 050 044 060 055 054 053 046 017 013 008 060 034 026 015 na na na na

2 (51) 062 060 057 054 062 057 051 044 061 055 055 053 051 019 014 008 062 038 028 017 na na na na3 (76) 068 065 061 057 078 070 060 049 066 058 057 055 093 034 026 016 078 069 052 031 na na na na

3-58 (92) 072 068 063 058 089 078 066 053 069 060 058 056 100 046 034 021 089 078 066 041 088 na na na4 (102) 074 070 065 059 096 084 070 055 071 061 059 056 053 040 024 096 084 070 048 092 na na na

4-58 (117) 077 073 067 060 100 093 076 058 075 063 060 057 066 049 030 100 093 076 058 099 071 na na5 (127) 080 075 069 061 099 080 060 077 064 061 058 074 056 033 099 080 060 100 074 na na

5-34 (146) 084 078 071 063 100 088 064 081 066 063 059 091 069 041 100 088 064 079 072 na6 (152) 086 080 072 063 091 066 082 066 064 060 097 073 044 091 066 081 074 na7 (178) 092 085 076 066 100 072 087 069 066 061 100 092 055 100 072 087 079 na8 (203) 097 090 080 068 078 092 072 068 063 100 068 078 093 085 na

8-34 (222) 100 093 082 069 083 096 074 070 064 077 083 098 089 0759 (229) 094 083 070 085 098 075 070 064 081 085 099 090 07610 (254) 099 087 072 091 100 077 073 066 094 091 100 095 08011 (279) 100 091 074 098 080 075 068 100 098 100 08412 (305) 094 077 100 083 077 069 100 08814 (356) 100 081 088 082 072 09516 (406) 086 094 086 076 10018 (457) 090 099 091 07924 (610) 100 100 100 08830 (762) 09836 (914) 100

gt48 (1219)1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

26 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 27 mdash Load adjustment factors for 12-in diameter fractional threaded rods in uncracked concrete 123

12 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10(70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254)

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(mm

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1-34 (44) na na na na 040 027 020 012 na na na na 010 007 005 003 021 014 010 006 na na na na2-12 (64) 061 059 057 054 048 032 023 014 055 054 053 052 018 012 009 005 035 023 018 011 na na na na

3 (76) 063 061 058 055 053 035 026 015 056 055 054 053 023 015 012 007 047 031 023 014 na na na na4 (102) 068 065 061 057 066 041 030 018 058 056 055 054 036 024 018 011 066 041 030 018 058 na na na5 (127) 072 069 064 058 082 048 035 021 061 058 057 055 050 033 025 015 082 048 035 021 065 na na na

5-34 (146) 076 071 066 060 094 054 040 023 062 059 058 055 062 041 031 018 094 054 040 023 070 061 na na6 (152) 077 072 067 060 098 057 042 024 063 060 058 056 066 043 033 020 098 057 042 024 071 062 na na7 (178) 081 076 069 062 100 066 048 028 065 061 059 057 083 055 041 025 100 066 048 028 077 067 na na

7-14 (184) 082 077 070 062 068 050 029 065 062 060 057 088 058 043 026 068 050 029 078 068 062 na8 (203) 086 080 072 063 075 055 032 067 063 061 057 100 067 050 030 075 055 032 082 071 065 na9 (229) 090 083 075 065 085 062 036 069 064 062 058 080 060 036 085 062 036 087 076 069 na

10 (254) 095 087 078 067 094 069 040 071 066 063 059 094 070 042 094 069 040 092 080 073 na11-14 (286) 100 092 081 069 100 078 046 074 068 065 061 100 084 050 100 078 046 097 085 077 065

12 (305) 094 083 070 083 049 075 069 066 061 092 055 083 049 100 087 079 06714 (356) 100 089 073 097 057 079 072 068 063 100 070 097 057 094 086 07216 (406) 094 077 100 065 084 076 071 065 085 100 065 100 092 07718 (457) 100 080 073 088 079 074 067 100 073 097 08220 (508) 083 081 092 082 076 069 081 100 08722 (559) 087 089 096 085 079 071 089 09124 (610) 090 097 100 088 082 072 097 09530 (762) 100 100 098 089 078 100 10036 (914) 100 097 084

gt48 (1219) 100 095

Table 28 mdash Load adjustment factors for 12-in diameter fractional threaded rods in cracked concrete 123

12 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10(70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254)

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1-34 (44) na na na na 052 049 045 041 na na na na 016 010 008 005 032 021 016 009 na na na na2-12 (64) 061 059 057 054 060 056 050 044 057 055 054 053 027 018 013 008 054 035 027 016 na na na na

3 (76) 063 061 058 055 066 060 053 046 058 056 055 054 035 023 017 010 066 047 035 021 na na na na4 (102) 068 065 061 057 079 070 060 049 061 058 057 055 054 036 027 016 079 070 054 032 067 na na na5 (127) 072 069 064 058 092 080 067 053 064 061 059 056 076 050 038 023 092 080 067 045 075 na na na

5-34 (146) 076 071 066 060 100 088 073 056 066 062 060 057 094 062 046 028 100 088 073 056 080 070 na na6 (152) 077 072 067 060 091 075 057 067 063 060 057 100 066 049 030 091 075 057 082 071 na na7 (178) 081 076 069 062 100 083 062 069 065 062 059 083 062 037 100 083 062 088 077 na na

7-14 (184) 082 077 070 062 085 063 070 065 063 059 087 066 039 085 063 090 078 071 na8 (203) 086 080 072 063 091 066 072 067 064 060 100 076 046 091 066 094 082 075 na9 (229) 090 083 075 065 100 070 075 069 066 061 091 054 100 070 100 087 079 na

10 (254) 095 087 078 067 075 078 071 067 062 100 064 075 092 083 na11-14 (286) 100 092 081 069 081 081 074 070 064 076 081 097 088 075

12 (305) 094 083 070 085 083 075 071 065 084 085 100 091 07714 (356) 100 089 073 095 089 079 074 067 100 095 099 08316 (406) 094 077 100 094 084 078 070 100 100 08918 (457) 100 080 100 088 081 072 09420 (508) 083 092 085 075 09922 (559) 087 096 088 077 10024 (610) 090 100 092 08030 (762) 100 100 08736 (914) 094

gt48 (1219) 100

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

27Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 29 mdash Load adjustment factors for 58-in diameter fractional threaded rods in uncracked concrete 123

58 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12

(79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318)

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(mm

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1-34 (44) na na na na 039 025 019 011 na na na na 009 005 004 002 019 010 008 005 na na na na3-18 (79) 061 059 057 054 052 032 023 014 056 054 053 052 022 012 009 005 045 024 018 011 na na na na

4 (102) 065 062 059 055 061 036 027 016 058 055 054 053 032 018 013 008 061 035 026 016 na na na na4-58 (117) 067 064 060 056 068 040 029 017 059 056 055 054 040 022 016 010 068 040 029 017 060 na na na

5 (127) 068 065 061 057 074 042 031 018 060 057 055 054 045 025 019 011 074 042 031 018 063 na na na6 (152) 072 068 063 058 089 047 035 020 062 058 056 055 059 032 024 015 089 047 035 020 069 na na na7 (178) 076 071 066 059 100 053 039 023 064 059 058 055 075 041 031 018 100 053 039 023 074 na na na

7-18 (181) 076 071 066 060 054 040 023 064 059 058 055 077 042 031 019 054 040 023 075 061 na na8 (203) 079 074 068 061 061 045 026 066 060 059 056 091 050 037 022 061 045 026 079 065 na na9 (229) 083 077 070 062 069 051 030 068 062 060 057 100 060 045 027 069 051 030 084 069 062 na

10 (254) 087 080 072 063 076 056 033 070 063 061 058 070 052 031 076 056 033 089 072 066 na11 (279) 090 083 074 065 084 062 036 072 064 062 058 081 060 036 084 062 036 093 076 069 na12 (305) 094 086 077 066 092 067 039 074 066 063 059 092 069 041 092 067 039 097 079 072 na14 (356) 100 091 081 069 100 079 046 077 068 065 061 100 087 052 100 079 046 100 086 078 06616 (406) 097 086 071 090 053 081 071 067 062 100 064 090 053 092 083 07018 (457) 100 090 074 100 059 085 074 069 064 076 100 059 097 088 07420 (508) 094 077 066 089 076 072 065 089 066 100 093 07822 (559) 099 079 072 093 079 074 067 100 072 098 08224 (610) 100 082 079 097 081 076 068 079 100 08626 (660) 085 085 100 084 078 070 085 09028 (711) 087 092 087 080 072 092 09330 (762) 090 099 089 082 073 099 09636 (914) 098 100 097 089 078 100 100

gt48 (1219) 100 100 100 087

Table 30 mdash Load adjustment factors for 58-in diameter fractional threaded rods in cracked concrete 123

58 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12

(79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318)

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(mm

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1-34 (44) na na na na 049 046 043 040 na na na na 012 007 006 003 024 015 011 007 na na na na3-18 (79) 061 059 057 054 061 056 050 044 057 055 054 053 029 018 013 008 058 035 027 016 na na na na

4 (102) 065 062 059 055 069 062 055 046 059 057 056 054 042 026 019 012 069 051 038 023 na na na na4-58 (117) 067 064 060 056 076 067 058 048 061 058 056 055 052 032 024 014 076 064 048 029 066 na na na

5 (127) 068 065 061 057 080 070 060 049 062 058 057 055 059 036 027 016 080 070 054 032 068 na na na6 (152) 072 068 063 058 091 078 066 053 064 060 058 056 077 047 035 021 091 078 066 042 075 na na na7 (178) 076 071 066 059 100 087 072 056 066 062 060 057 097 059 045 027 100 087 072 053 081 na na na

7-18 (181) 076 071 066 060 088 073 056 067 062 060 057 100 061 046 027 088 073 055 082 069 na na8 (203) 079 074 068 061 096 078 059 069 063 061 058 073 054 033 096 078 059 087 073 na na9 (229) 083 077 070 062 100 085 062 071 065 062 059 087 065 039 100 085 062 092 078 071 na

10 (254) 087 080 072 063 091 066 073 067 064 060 100 076 046 091 066 097 082 075 na11 (279) 090 083 074 065 098 069 076 069 065 061 088 053 098 069 100 086 078 na12 (305) 094 086 077 066 100 073 078 070 067 062 100 060 100 073 090 082 na14 (356) 100 091 081 069 081 083 074 069 064 076 081 097 088 07416 (406) 097 086 071 089 087 077 072 066 092 089 100 094 08018 (457) 100 090 074 097 092 080 075 068 100 097 100 08420 (508) 094 077 100 097 084 078 070 100 08922 (559) 099 079 100 087 081 072 09324 (610) 100 082 090 083 074 09726 (660) 085 094 086 076 10028 (711) 087 097 089 07830 (762) 090 100 092 08036 (914) 098 100 086

gt48 (1219) 100 0971 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

28 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 31 mdash Load adjustment factors for 34-in diameter fractional threaded rods in uncracked concrete 123

34 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15(89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381)

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1-34 (44) na na na na 038 024 018 010 na na na na 009 004 003 002 017 008 006 004 na na na na3-34 (95) 062 059 057 054 055 032 023 014 057 054 053 052 027 012 009 006 053 025 019 011 na na na na

4 (102) 062 060 057 054 058 033 024 014 057 054 054 053 029 014 010 006 058 027 020 012 na na na na5 (127) 066 062 059 056 068 037 027 016 059 056 055 053 041 019 014 009 068 037 027 016 na na na na

5-14 (133) 066 063 060 056 071 038 028 017 060 056 055 053 044 020 015 009 071 038 028 017 062 na na na6 (152) 069 065 061 057 081 042 031 018 061 057 055 054 054 025 019 011 081 042 031 018 066 na na na7 (178) 072 067 063 058 090 047 034 020 063 058 056 055 068 032 024 014 090 047 034 020 072 na na na8 (203) 075 070 065 059 099 052 038 022 065 059 057 055 083 039 029 017 099 052 038 022 077 na na na

8-12 (216) 076 071 066 059 100 055 040 024 066 059 058 056 091 042 032 019 100 055 040 024 079 061 na na9 (229) 078 072 067 060 058 043 025 067 060 058 056 099 046 034 021 058 043 025 081 063 na na

10 (254) 081 075 069 061 064 047 028 068 061 059 056 100 054 040 024 064 047 028 086 066 na na10-34 (273) 083 077 070 062 069 051 030 070 062 060 057 060 045 027 069 051 030 089 069 063 na

12 (305) 087 080 072 063 077 057 033 072 063 061 058 071 053 032 077 057 033 094 073 066 na14 (356) 093 085 076 066 090 066 039 076 065 063 059 089 067 040 090 066 039 100 079 071 na16 (406) 100 090 080 068 100 076 044 079 068 065 060 100 082 049 100 076 044 084 076 na

16-34 (425) 091 081 069 079 046 081 068 065 061 087 052 079 046 086 078 06618 (457) 094 083 070 085 050 083 070 066 062 097 058 085 050 089 081 06820 (508) 099 087 072 095 055 087 072 068 063 100 068 095 055 094 085 07222 (559) 100 091 074 100 061 091 074 070 064 079 100 061 099 089 07524 (610) 094 077 067 094 076 072 066 090 067 100 093 07926 (660) 098 079 072 098 079 074 067 100 072 097 08228 (711) 100 081 078 100 081 075 068 078 100 08530 (762) 083 083 083 077 069 083 08836 (914) 090 100 090 083 073 100 097

gt48 (1219) 100 100 094 081 100

Table 32 mdash Load adjustment factors for 34-in diameter fractional threaded rods in cracked concrete 123

34 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15(89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381)

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(mm

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1-34 (44) na na na na 047 044 042 039 na na na na 010 006 004 003 021 012 009 005 na na na na3-34 (95) 062 059 057 054 062 056 050 044 058 055 054 053 032 018 014 008 062 037 028 017 na na na na

4 (102) 062 060 057 054 064 057 051 044 058 056 055 053 036 020 015 009 064 040 030 018 na na na na5 (127) 066 062 059 056 072 063 056 047 060 057 056 054 050 028 021 013 072 056 042 025 na na na na

5-14 (133) 066 063 060 056 074 065 057 047 061 058 056 054 054 030 023 014 074 061 046 027 066 na na na6 (152) 069 065 061 057 081 070 060 049 063 059 057 055 066 037 028 017 081 070 056 033 071 na na na7 (178) 072 067 063 058 090 077 065 052 065 060 058 056 083 047 035 021 090 077 065 042 077 na na na8 (203) 075 070 065 059 099 084 070 055 067 061 059 057 100 057 043 026 099 084 070 051 082 na na na

8-12 (216) 076 071 066 059 100 088 072 056 068 062 060 057 063 047 028 100 088 072 056 084 070 na na9 (229) 078 072 067 060 091 075 057 069 063 061 058 068 051 031 091 075 057 087 072 na na

10 (254) 081 075 069 061 099 080 060 071 064 062 058 080 060 036 099 080 060 092 076 na na10-34 (273) 083 077 070 062 100 084 062 073 065 063 059 089 067 040 100 084 062 095 079 071 na

12 (305) 087 080 072 063 091 066 075 067 064 060 100 079 047 091 066 100 083 075 na14 (356) 093 085 076 066 100 072 079 070 067 062 099 060 100 072 090 081 na16 (406) 100 090 080 068 078 084 073 069 063 100 073 078 096 087 na

16-34 (425) 091 081 069 081 085 074 070 064 078 081 098 089 07518 (457) 094 083 070 085 088 076 071 065 087 085 100 092 07820 (508) 099 087 072 091 092 079 074 067 100 091 097 08222 (559) 100 091 074 098 096 082 076 069 098 100 08624 (610) 094 077 100 100 084 078 070 100 09026 (660) 098 079 087 081 072 09428 (711) 100 081 090 083 074 09730 (762) 083 093 086 075 10036 (914) 090 100 093 080

gt48 (1219) 100 100 0901 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

29Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 33 mdash Load adjustment factors for 78-in diameter fractional threaded rods in uncracked concrete 123

78 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12

(89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445)

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(mm

)

1-34 (44) na na na na 039 023 017 010 na na na na 009 003 002 001 018 006 004 003 na na na na4-38 (111) 062 059 057 054 062 032 024 014 058 054 053 052 035 012 009 005 062 024 018 011 na na na na

5 (127) 064 061 058 055 066 034 025 015 059 055 054 053 043 014 011 007 066 029 022 013 na na na na5-12 (140) 065 062 059 055 070 036 027 016 060 055 054 053 050 017 013 008 070 033 025 015 065 na na na

6 (152) 066 063 060 056 074 038 028 016 061 056 055 053 057 019 014 009 074 038 028 016 068 na na na7 (178) 069 065 061 057 081 042 031 018 063 056 055 054 071 024 018 011 081 042 031 018 073 na na na8 (203) 072 067 063 058 090 046 034 020 065 057 056 054 087 029 022 013 090 046 034 020 078 na na na9 (229) 074 069 064 059 098 051 037 022 067 058 057 055 100 035 026 016 098 051 037 022 083 na na na

9-78 (251) 077 071 066 059 100 055 041 024 069 059 057 055 040 030 018 100 055 041 024 087 060 na na10 (254) 077 071 066 060 056 041 024 069 059 058 055 041 031 018 056 041 024 087 061 na na11 (279) 080 073 067 060 061 045 026 071 060 058 056 047 035 021 061 045 026 091 064 na na12 (305) 082 075 069 061 067 049 029 073 061 059 056 054 040 024 067 049 029 095 066 na na

12-12 (318) 084 076 070 062 070 051 030 074 061 059 057 057 043 026 070 051 030 097 068 062 na14 (356) 088 080 072 063 078 058 034 077 063 061 058 068 051 031 078 058 034 100 072 065 na16 (406) 093 084 075 065 089 066 039 080 065 062 059 083 062 037 089 066 039 077 070 na18 (457) 099 088 079 067 100 074 043 084 067 064 060 099 074 044 100 074 043 081 074 na

19-12 (495) 100 091 081 069 080 047 087 068 065 061 100 084 050 080 047 085 077 06520 (508) 092 082 069 082 048 088 068 065 061 087 052 082 048 086 078 06622 (559) 097 085 071 090 053 092 070 067 062 100 060 090 053 090 082 06924 (610) 100 088 073 099 058 096 072 068 063 068 099 058 094 085 07226 (660) 091 075 100 063 099 074 070 064 077 100 063 098 089 07528 (711) 094 077 067 100 076 071 065 086 067 100 092 07830 (762) 098 079 072 078 073 066 096 072 095 08036 (914) 100 084 087 083 077 069 100 087 100 088

gt48 (1219) 096 100 094 086 076 100 100

Table 34 mdash Load adjustment factors for 78-in diameter fractional threaded rods in cracked concrete 123

78 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12

(89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445)

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(h)

mdash in

(mm

)

1-34 (44) na na na na 045 043 041 038 na na na na 010 005 003 002 020 009 007 004 na na na na4-38 (111) 062 059 057 054 062 056 050 044 059 055 054 053 040 018 014 008 062 037 028 017 na na na na

5 (127) 064 061 058 055 066 059 052 045 060 056 055 054 049 023 017 010 066 045 034 020 na na na na5-12 (140) 065 062 059 055 070 062 054 046 061 057 056 054 056 026 019 012 070 052 039 023 067 na na na

6 (152) 066 063 060 056 074 064 056 047 062 057 056 054 064 030 022 013 074 059 044 027 070 na na na7 (178) 069 065 061 057 081 070 060 049 064 059 057 055 081 037 028 017 081 070 056 034 076 na na na8 (203) 072 067 063 058 090 076 064 052 066 060 058 056 098 046 034 021 090 076 064 041 081 na na na9 (229) 074 069 064 059 098 082 068 054 069 061 059 057 100 054 041 024 098 082 068 049 086 na na na

9-78 (251) 077 071 066 059 100 087 072 056 070 062 060 057 063 047 028 100 087 072 056 090 070 na na10 (254) 077 071 066 060 088 073 056 071 062 060 057 064 048 029 088 073 056 091 070 na na11 (279) 080 073 067 060 095 077 059 073 064 061 058 073 055 033 095 077 059 095 074 na na12 (305) 082 075 069 061 100 082 061 075 065 062 059 084 063 038 100 082 061 099 077 na na

12-12 (318) 084 076 070 062 084 062 076 065 063 059 089 067 040 084 062 100 079 071 na14 (356) 088 080 072 063 091 066 079 067 064 060 100 079 047 091 066 083 076 na16 (406) 093 084 075 065 100 071 083 070 066 062 097 058 100 071 089 081 na18 (457) 099 088 079 067 076 087 072 068 063 100 069 076 094 086 na

19-12 (495) 100 091 081 069 080 090 074 070 064 078 080 098 089 07520 (508) 092 082 069 082 091 075 070 064 081 082 099 090 07622 (559) 097 085 071 087 095 077 072 066 094 087 100 095 08024 (610) 100 088 073 093 099 080 074 067 100 093 099 08326 (660) 091 075 099 100 082 076 069 099 100 08728 (711) 094 077 100 085 079 070 100 09030 (762) 098 079 087 081 072 09336 (914) 100 084 094 087 076 100

gt48 (1219) 096 100 099 0851 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

30 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 35 mdash Load adjustment factors for 1-in diameter fractional threaded rods in uncracked concrete 123

1 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20(102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508)

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(mm

)

1-34 (44) na na na na 038 023 017 010 na na na na 008 002 002 001 015 005 004 002 na na na na5 (127) 062 059 057 054 062 032 024 014 059 054 053 052 037 011 009 005 062 023 017 010 na na na na6 (152) 064 061 058 055 069 035 026 015 060 055 054 053 048 015 011 007 069 030 022 013 na na na na

6-14 (159) 065 062 059 055 070 036 027 016 061 055 054 053 051 016 012 007 070 032 024 014 065 na na na7 (178) 067 063 060 056 075 039 029 017 062 055 055 053 061 019 014 009 075 038 028 017 069 na na na8 (203) 069 065 061 057 082 042 031 018 064 056 055 054 074 023 017 010 082 042 031 018 074 na na na9 (229) 072 067 063 058 089 046 034 020 065 057 056 054 089 028 021 012 089 046 034 020 078 na na na

10 (254) 074 069 064 058 097 050 037 021 067 058 056 055 100 032 024 015 097 050 037 021 083 na na na11 (279) 076 070 065 059 100 054 040 023 069 059 057 055 037 028 017 100 054 040 023 087 na na na

11-14 (286) 077 071 066 059 056 041 024 069 059 057 055 038 029 017 056 041 024 088 059 na na12 (305) 079 072 067 060 059 044 026 070 059 058 056 042 032 019 059 044 026 091 061 na na13 (330) 081 074 068 061 064 047 028 072 060 058 056 048 036 022 064 047 028 094 064 na na14 (356) 084 076 069 062 069 051 030 074 061 059 056 053 040 024 069 051 030 098 066 na na

14-14 (362) 084 076 070 062 070 052 030 074 061 059 057 055 041 025 070 052 030 099 067 061 na16 (406) 088 080 072 063 079 058 034 077 063 060 057 065 049 029 079 058 034 100 071 064 na18 (457) 093 083 075 065 089 065 038 081 064 062 058 078 058 035 089 065 038 075 068 na20 (508) 098 087 078 067 099 073 043 084 066 063 059 091 068 041 099 073 043 079 072 na22 (559) 100 091 081 068 100 080 047 088 067 064 060 100 079 047 100 080 047 083 075 na

22-14 (565) 091 081 069 081 047 088 067 064 060 080 048 081 047 084 076 06424 (610) 094 083 070 087 051 091 069 066 061 090 054 087 051 087 079 06626 (660) 098 086 072 094 055 094 070 067 062 100 061 094 055 090 082 06928 (711) 100 089 073 100 060 098 072 068 063 068 100 060 094 085 07230 (762) 092 075 064 100 074 069 064 075 064 097 088 07436 (914) 100 080 077 078 073 067 099 077 100 097 081

gt48 (1219) 090 100 088 081 072 100 100 100 094

Table 36 mdash Load adjustment factors for 1-in diameter fractional threaded rods in cracked concrete 123

1 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20(102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508)

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mdash in

(mm

)

1-34 (44) na na na na 044 042 040 038 na na na na 009 004 003 002 017 008 006 003 na na na na5 (127) 062 059 057 054 062 056 050 044 059 055 054 053 042 019 014 008 062 037 028 017 na na na na6 (152) 064 061 058 055 069 060 053 046 061 057 055 054 055 024 018 011 069 049 037 022 na na na na

6-14 (159) 065 062 059 055 070 061 054 046 062 057 056 054 058 026 019 012 070 052 039 023 068 na na na7 (178) 067 063 060 056 075 065 057 047 063 058 056 054 069 031 023 014 075 061 046 028 072 na na na8 (203) 069 065 061 057 082 070 060 049 065 059 057 055 084 038 028 017 082 070 056 034 077 na na na9 (229) 072 067 063 058 089 075 064 051 067 060 058 056 100 045 034 020 089 075 064 040 082 na na na

10 (254) 074 069 064 058 097 080 067 053 069 061 059 056 052 039 024 097 080 067 047 086 na na na11 (279) 076 070 065 059 100 086 071 055 070 062 060 057 060 045 027 100 086 071 054 090 na na na

11-14 (286) 077 071 066 059 087 072 056 071 062 060 057 063 047 028 087 072 056 092 070 na na12 (305) 079 072 067 060 091 075 057 072 063 061 058 069 052 031 091 075 057 095 072 na na13 (330) 081 074 068 061 097 079 059 074 064 062 058 078 058 035 097 079 059 098 075 na na14 (356) 084 076 069 062 100 083 062 076 065 063 059 087 065 039 100 083 062 100 078 na na

14-14 (362) 084 076 070 062 084 062 077 065 063 059 089 067 040 084 062 079 071 na16 (406) 088 080 072 063 091 066 080 067 064 060 100 080 048 091 066 083 076 na18 (457) 093 083 075 065 100 070 083 070 066 061 095 057 100 070 088 080 na20 (508) 098 087 078 067 075 087 072 068 063 100 067 075 093 085 na22 (559) 100 091 081 068 080 091 074 070 064 077 080 098 089 na

22-14 (565) 091 081 069 080 091 074 070 064 078 080 098 089 07524 (610) 094 083 070 085 095 076 071 065 088 085 100 093 07826 (660) 098 086 072 090 098 078 073 067 099 090 096 08128 (711) 100 089 073 095 100 080 075 068 100 095 100 08430 (762) 092 075 100 083 077 069 100 08736 (914) 100 080 089 082 073 096

gt48 (1219) 090 100 093 081 1001 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

31Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 37 mdash Load adjustment factors for 1-14-in diameter fractional threaded rods in uncracked concrete 123

1-14 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25

(127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na na 037 022 016 009 na na na na 005 002 001 001 011 003 002 001 na na na na6-14 (159) 062 059 057 054 063 032 024 014 059 054 053 052 037 011 008 005 063 022 016 010 na na na na

7 (178) 064 060 058 055 067 034 025 015 060 054 053 052 043 013 009 006 067 026 019 011 na na na na8 (203) 066 062 059 055 072 037 027 016 061 055 054 053 053 016 012 007 072 031 023 014 066 na na na9 (229) 068 063 060 056 078 040 029 017 062 055 054 053 063 019 014 008 078 038 028 017 070 na na na

10 (254) 070 065 061 057 083 043 031 018 064 056 055 054 074 022 016 010 083 043 031 018 074 na na na11 (279) 072 066 062 057 089 046 034 020 065 057 055 054 086 025 019 011 089 046 034 020 078 na na na12 (305) 074 068 063 058 095 049 036 021 066 057 056 054 098 029 021 013 095 049 036 021 081 na na na13 (330) 076 069 064 059 100 052 038 023 068 058 056 055 100 033 024 014 100 052 038 023 084 na na na14 (356) 077 071 066 059 056 041 024 069 059 057 055 036 027 016 056 041 024 087 058 na na

14-14 (362) 078 071 066 060 057 042 025 069 059 057 055 037 027 016 057 042 025 088 059 na na15 (381) 079 072 067 060 060 044 026 070 059 057 055 040 030 018 060 044 026 091 060 na na16 (406) 081 074 068 061 064 047 028 072 060 058 056 045 033 020 064 047 028 094 062 na na17 (432) 083 075 069 061 068 050 029 073 060 058 056 049 036 021 068 050 029 096 064 na na18 (457) 085 077 070 062 072 053 031 075 061 059 056 053 039 023 072 053 031 099 066 060 na20 (508) 089 080 072 063 080 059 035 077 062 060 057 062 046 027 080 059 035 100 070 063 na22 (559) 093 083 074 065 088 065 038 080 063 061 058 072 053 032 088 065 038 073 066 na24 (610) 097 086 077 066 096 071 042 083 065 062 058 082 060 036 096 071 042 076 069 na26 (660) 100 089 079 067 100 077 045 086 066 063 059 092 068 041 100 077 045 079 072 na28 (711) 091 081 069 083 048 088 067 064 060 100 076 045 083 048 082 074 06330 (762) 094 083 070 089 052 091 068 065 061 084 050 089 052 085 077 06536 (914) 100 090 074 100 062 099 072 068 063 100 066 100 062 094 084 071

gt48 (1219) 100 082 083 100 079 074 067 100 083 100 097 082

Table 38 mdash Load adjustment factors for 1-14-in diameter fractional threaded rods in cracked concrete 123

1-14 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25

(127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na na 042 040 039 037 na na na na 007 003 002 001 013 006 004 003 na na na na6-14 (159) 062 059 057 054 063 056 050 044 060 056 055 053 044 020 015 009 087 039 029 018 na na na na

7 (178) 064 060 058 055 067 058 052 045 061 056 055 054 052 023 017 010 095 046 035 021 na na na na8 (203) 066 062 059 055 072 062 055 046 062 057 056 054 064 028 021 013 100 056 042 025 070 na na na9 (229) 068 063 060 056 078 066 057 048 064 058 057 055 076 034 025 015 066 051 030 074 na na na

10 (254) 070 065 061 057 083 070 060 049 065 059 057 055 089 039 030 018 070 059 036 078 na na na11 (279) 072 066 062 057 089 074 063 051 067 060 058 056 100 046 034 020 074 063 041 082 na na na12 (305) 074 068 063 058 095 078 066 053 068 061 059 056 052 039 023 078 066 047 086 na na na13 (330) 076 069 064 059 100 082 069 054 070 062 060 057 059 044 026 082 069 053 089 na na na14 (356) 077 071 066 059 087 072 056 072 063 060 057 065 049 029 087 072 056 093 071 na na

14-14 (362) 078 071 066 060 088 073 056 072 063 061 058 067 050 030 088 073 056 094 071 na na15 (381) 079 072 067 060 091 075 057 073 063 061 058 073 054 033 091 075 057 096 073 na na16 (406) 081 074 068 061 096 078 059 075 064 062 058 080 060 036 096 078 059 099 076 na na17 (432) 083 075 069 061 100 081 061 076 065 063 059 087 066 039 100 081 061 100 078 na na18 (457) 085 077 070 062 085 062 078 066 063 059 095 071 043 085 062 080 073 na20 (508) 089 080 072 063 091 066 081 068 065 061 100 084 050 091 066 085 077 na22 (559) 093 083 074 065 098 069 084 070 066 062 097 058 098 069 089 081 na24 (610) 097 086 077 066 100 073 087 072 068 063 100 066 100 073 093 084 na26 (660) 100 089 079 067 077 090 073 069 064 074 077 097 088 na28 (711) 091 081 069 081 093 075 071 065 083 081 100 091 07730 (762) 094 083 070 085 096 077 072 066 092 085 094 07936 (914) 100 090 074 097 100 082 077 069 100 097 100 087

gt48 (1219) 100 082 100 100 093 086 075 100 100

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

32 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

2410 canadian limit State design

Limit State Design of anchors is described in the provisions of CSA A233 -14 (2014) Annex D for post-installed anchors tested and assessed in accordance with ACI 3552 for mechanical anchors and ACI 3554 for adhesive anchors This section contains the Limit State Design tables with unfactored characteristic loads that are based on the published loads in ICC Evaluation Services ESR-3829 These tables are followed by factored resistance tables The factored resistance tables have characteristic design loads that are prefactored by the applicable reduction factors for a single anchor with no

anchor-to-anchor spacing or edge distance adjustments for the convenience of the user of this document All the figures in the previous ACI 318-14 Chapter 17 design section are applicable to Limit State Design and the tables will reference these figures

For a detailed explanation of the tables developed in accordance with CSA A233-14 (2014) Annex D refer to Section 318 Technical assistance is available by contacting Hilti Canada at (800) 363-4458 or at wwwhiltica

Table 39 mdash Specifications for CA Rebar installed with HIT-RE 100

Setting information Symbol UnitsRebar Size

10 M 15 M 20 M 25 M 30 M

Nominal bit diameter do in 916 34 1 1-14 1-12

Effective Embedment

minimum hefminmm 60 80 90 100 120

maximum hefmaxmm 226 320 390 504 598

Minimum Concrete Thickness hminmm hef + 30 hef + 2do

Table 40 mdash Specifications for CA Rebar installed with HIT-RE 100

Rebar Size

CSA-G3018 Grade 4002

Tensile3 Nsar

lb (kN)

Shear4 Vsar

lb (kN)

Seismic shear5 Vsareq

lb (kN)

10 M 7245 4035 2825

(322) 179) (126)

15 M 14525 8090 5665

(646) (360) (252)

20 M 21570 12020 8415

(959) (535) (374)

25 M 36025 20070 14050

(1602) (893) (625)

30 M 50715 28255 19780

(2256) (1257) (880)

1 See Section 3186 to convert design strength value to ASD value2 CSA-G3018 Grade 400 rebar are considered ductile steel elements3 Tensile = AseN фs ndash R as noted in CSA A233-14 Annex D4 Shear = AseV фs 060 futa R as noted in CSA A233-14 Annex D5 Seismic Shear = αVseis Vsar Reduction factor for seismic shear only

See section 3187 for additional information on seismic applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

33Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 41 mdash Hilti HIT-RE 100 adhesive design information with CA rebar in hammer drilled holes in accordance with CSA A233-14 Annex D 19

Design parameter Symbol UnitsRebar Size Ref

A233-1410 M 15 M 20 M 25 M 30 M

Anchor OD da mm 113 160 195 252 299

Effective minimum embedment 2 hefmm 60 80 90 101 120

Effective maximum embedment 2 hefmm 226 320 390 504 598

Minimum concrete thickness 2 hminmm hef + 30 hef + 2d0

Critical edge distance cacmm See ESR-3187 section 4110

Minimum edge distance cmin3 mm 57 80 98 126 150

Minimum anchor spacing sminmm 57 80 98 126 150

Coeff for factored conc breakoutresistance uncracked concrete kcuncr

4 - 10 D622

Coeff for factored conc breakoutresistance cracked concrete kccr

4 - 7 D622

Concrete material resistance factor ϕc - 065 842 Resistance modification factor for tension and shear concrete failure modes Condition B 5 Rconc - 100 D53 (c )

Dry Concrete

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 476 476 476 476 416D652

(MPa) (33) (33) (33) (33) (29Characteristic bond stress in uncracked concrete 78 τuncr

psi 1272 1204 1156 1100 1056D652

(MPa) (88) (83) (80) (76) (73Anchor category dry concrete - - 2 2 2 2 2

D53 (c)Resistance modification factor Rdry

- 085 085 085 085 085Water Saturated Concrete

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 424 420 405 360 319D652

(MPa) (29) (29) (28) (25) (22Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1061 986 878 803D652

(MPa) (78) (73) (68) (61) (55)Anchor category water-saturated concrete - - 3 3 3 3 3

D53 (c)Resistance modification factor Rws

- 075 075 075 075 075Water-Filled Hole

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 424 420 405 360 319D652

(MPa) (29) (29) (28) (25) (22)Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1061 986 878 803D652

(MPa) (78) (73) (68) (61) (55)Anchor category water-filled hole - - 3 3 3 3 3

D53 (c)Resistance modification factor Rwf

- 075 075 075 075 075Underwater Application

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 424 420 405 360 319D652

(MPa) (29) (29) (28) (25) (22)Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1061 986 878 803D652

(MPa) (78) (73) (68) (61) (55)Anchor category underwater - - 3 3 3 3 3

D53 (c)Resistance modification factor Ruw

- 075 075 075 075 075

1 Design information in this table is taken from ICC-ES ESR-3829 dated January 2016 table 32 and 33 and converted for use with CSA A233-14 Annex D2 See figure 23 Minimum edge distance may be reduced to 45mm provided rebar remains untorqued See ESR-3829 section 4194 For all design cases ψcN = 10 The appropriate coefficient for breakout resistance for cracked concrete (kccr) or uncracked concrete (kcuncr) must be used5 For use with the load combinations of CSA A233-14 chapter 8 Condition B applies where supplementary reinforcement in conformance with CSA A233-14 section D53 is not provided or

where pullout or pryout strength governs For cases where the presence of supplementary reinforcement can be verified the resistance modification factors associated with Condition A may be used

6 Temperature range A Max short term temperature = 130degF (55degC) max long term temperature = 110degF (43degC) Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

7 Bond strength values corresponding to concrete compressive strength fʹc = 2500 psi (172 MPa) For concrete compressive strength fʹc between 2500 psi (172 MPa) and 8000 psi (552 MPa) the tabulated characteristic bond strength may be increased by a factor of (fʹc2500)01 [for SI (fʹc 172)01]

8 Bond strength values are for sustained loads including dead and live loads For load combinations consisting of short-term loads only such as wind and seismic bond strengths may be increased by 40 percent

9 For structures assigned to Seismic Design Categories C D E or F bond strength values must be multiplied by αNseis = 09

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

34 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 42 mdash Hilti HIT-RE 100 adhesive factored resistance with concrete bond failure for CA rebar in uncracked concrete 12345678910

Rebar Size

EffectiveEmbedment

Depthin (mm)

Tension mdash Nr Shear mdash Vr

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

10 M

4-12 4515 4620 4705 4840 9030 9235 9405 9680(115) (201) (205) (209) (215) (402) (411) (418) (431)

7-116 7070 7230 7360 7575 14135 14455 14720 15150(180) (314) (322) (327) (337) (629) (643) (655) (674)8-78 8875 9075 9240 9510 17750 18150 18485 19025(226) (395) (404) (411) (423) (790) (807) (822) (846)

15 M

5-1116 7630 7805 7945 8180 15260 15605 15895 16360(145) (339) (347) (353) (364) (679) (694) (707) (728)

9-1316 13155 13455 13700 14100 26315 26910 27405 28205(250) (585) (598) (609) (627) (1171) (1197) (1219) (1255)

12-58 16840 17220 17540 18050 33685 34445 35075 36100(320) (749) (766) (780) (803) (1498) (1532) (1560) (1606)

20 M

7-78 12315 12595 12825 13200 24635 25190 25655 26400(200) (548) (560) (571) (587) (1096) (1120) (1141) (1174)14 21865 22355 22765 23430 43725 44710 45535 46865

(355) (972) (994) (1013) (1042) (1945) (1989) (2025) (2085)15-38 24020 24560 25010 25740 48035 49120 50025 51485(390) (1068) (1092) (1113) (1145) (2137) (2185) (2225) (2290)

25 M

9-116 17420 17810 18140 18670 34835 35620 36280 37335(230) (775) (792) (807) (830) (1550) (1585) (1614) (1661)

15-1516 30670 31365 31940 32870 61340 62725 63880 65745(405) (1364) (1395) (1421) (1462) (2729) (2790) (2842) (2924)

19-1316 38170 39030 39750 40910 76335 78060 79495 81815(504) (1698) (1736) (1768) (1820) (3396) (3472) (3536) (3639)

30 M

10-14 22430 22935 23355 24040 44855 45870 46710 48075(260) (998) (1020) (1039) (1069) (1995) (2040) (2078) (2138)

17-1516 39250 40135 40875 42065 78500 80270 81745 84130(455) (1746) (1785) (1818) (1871) (3492) (3571) (3636) (3742)

23-916 51585 52750 53720 55285 103170 105495 107435 110575(598) (2295) (2346) (2390) (2459) (4589) (4693) (4779) (4919)

1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 40

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only Seismic design is not permitted for uncracked concrete

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

35Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 43 mdash Hilti HIT-RE 100 adhesive factored resistance with concrete bond failure for CA rebar in cracked concrete 12345678910

Rebar Size

EffectiveEmbedment

Depthin (mm)

Tension mdash Nr Shear mdash Vr

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

10 M

4-12 1690 1730 1760 1810 3380 3455 3520 3620(115) (75) (77) (78) (81) (150) (154) (157) (161)

7-116 2645 2705 2755 2835 5290 5410 5510 5670(180) (118) (120) (123) (126) (235) (241) (245) (252)8-78 3320 3395 3460 3560 6640 6790 6915 7120(226) (148) (151) (154) (158) (295) (302) (308) (317)

15 M

5-1116 3015 3085 3140 3235 6035 6170 6285 6465(145) (134) (137) (140) (144) (268) (274) (280) (288)

9-1316 5200 5320 5415 5575 10405 10640 10835 11150(250) (231) (237) (241) (248) (463) (473) (482) (496)

12-58 6660 6810 6935 7135 13315 13615 13865 14270(320) (296) (303) (308) (317) (592) (606) (617) (635)

20 M

7-78 5070 5185 5280 5435 10145 10370 10565 10870(200) (226) (231) (235) (242) (451) (461) (470) (484)14 9000 9205 9375 9650 18005 18410 18750 19295

(355) (400) (409) (417) (429) (801) (819) (834) (858)15-38 9890 10115 10300 10600 19780 20225 20600 21200(390) (440) (450) (458) (471) (880) (900) (916) (943)

25 M

9-116 7535 7705 7850 8080 15075 15415 15700 16155(230) (335) (343) (349) (359) (671) (686) (698) (719)

15-1516 13270 13570 13820 14225 26545 27145 27645 28450(405) (590) (604) (615) (633) (1181) (1207) (1230) (1265)

19-1316 16515 16890 17200 17700 33035 33780 34400 35405(504) (735) (751) (765) (787) (1469) (1503) (1530) (1575)

30 M

10-14 8835 9035 9200 9470 17670 18070 18400 18940(260) (393) (402) (409) (421) (786) (804) (819) (842)

17-1516 15460 15810 16100 16570 30925 31620 32205 33145(455) (688) (703) (716) (737) (1376) (1407) (1432) (1474)

23-916 20320 20780 21160 21780 40640 41560 42325 43560(598) (904) (924) (941) (969) (1808) (1849) (1883) (1938)

1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 40

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only For seismic loads multiply cracked concrete tabular values in tension and shear by αseis = 0675 See section 245 for additional information on seismic

applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

36 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 45 mdash Load adjustment factors for 10M rebar in uncracked concrete 123

10 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4-12 7-116 8-78 4-12 7-116 8-78 4-12 7-116 8-89 4-12 7-116 8-78 4-12 7-116 8-78 4-12 7-116 8-78(115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 025 016 012 na na na 009 006 005 018 012 009 na na na2-316 (55) 058 055 054 028 017 013 054 053 053 012 008 006 025 016 013 na na na

3 (76) 061 057 056 033 020 016 056 054 054 020 013 010 033 020 016 na na na4 (102) 065 059 057 039 024 019 058 056 055 031 020 016 039 024 019 na na na5 (127) 068 062 059 046 029 023 060 057 056 043 028 022 046 029 023 na na na

5-1116 (145) 071 063 061 053 033 026 061 058 057 053 034 027 053 033 026 066 na na6 (152) 072 064 061 056 035 027 061 059 057 057 037 029 056 035 027 068 na na7 (178) 076 066 063 065 040 032 063 060 059 072 046 037 065 040 032 073 na na8 (203) 079 069 065 074 046 036 065 061 060 088 056 045 074 046 036 078 na na

8-14 (210) 080 069 065 077 048 038 066 062 060 092 059 047 077 048 038 080 069 na9 (229) 083 071 067 084 052 041 067 063 061 100 067 053 084 052 041 083 071 na

10-116 (256) 087 074 069 094 058 046 069 064 062 080 063 094 058 046 088 076 07011 (279) 090 076 071 100 063 050 071 066 063 091 072 100 063 050 092 079 07312 (305) 094 078 072 069 054 073 067 065 100 082 069 054 096 083 07714 (356) 100 083 076 081 064 077 070 067 100 081 064 100 089 08316 (406) 088 080 092 073 081 073 070 092 073 095 08818 (457) 092 084 100 082 084 076 072 100 082 100 09424 (610) 100 095 100 096 084 079 100 10030 (762) 100 100 093 08736 (914) 100 094

gt48 (1219) 100

Table 46 mdash Load adjustment factors for 10M rebar in cracked concrete 123

10 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4-12 7-116 8-78 4-12 7-116 8-78 4-12 7-116 8-89 4-12 7-116 8-78 4-12 7-116 8-78 4-12 7-116 8-78(115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226)

Spac

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(mm

) 1-34 (44) na na na 049 044 042 na na na 017 011 009 034 022 017 na na na2-316 (55) 058 055 054 052 046 043 056 055 054 024 015 012 047 030 024 na na na

3 (76) 061 057 056 060 050 047 059 057 056 039 025 020 060 049 039 na na na4 (102) 065 059 057 070 056 051 062 059 058 059 038 030 070 056 051 na na na5 (127) 068 062 059 080 062 056 065 061 059 083 053 042 080 062 056 na na na

5-1116 (145) 071 063 061 088 066 059 067 062 061 100 065 052 088 066 059 082 na na6 (152) 072 064 061 091 068 061 068 063 061 070 056 091 068 061 084 na na7 (178) 076 066 063 100 074 065 071 065 063 088 070 100 074 065 091 na na8 (203) 079 069 065 081 070 074 067 065 100 085 081 070 097 na na

8-14 (210) 080 069 065 083 072 074 068 066 090 083 072 099 085 na9 (229) 083 071 067 088 076 077 070 067 100 088 076 100 089 na

10-116 (256) 087 074 069 096 081 080 072 069 096 081 094 08711 (279) 090 076 071 100 086 082 074 071 100 086 098 09112 (305) 094 078 072 092 085 076 073 092 100 09514 (356) 100 083 076 100 091 081 076 100 10016 (406) 088 080 097 085 08018 (457) 092 084 100 089 08424 (610) 100 095 100 09530 (762) 100 10036 (914)

gt48 (1219)

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

37Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 47 mdash Load adjustment factors for 15M rebar in uncracked concrete 123

15 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58

(145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320)

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(mm

) 1-34 (44) na na na 025 014 011 na na na 006 004 003 013 007 006 na na na3-18 (80) 059 055 054 032 018 014 055 053 053 015 009 007 031 018 014 na na na

4 (102) 062 057 055 036 020 016 056 054 054 022 013 010 036 020 016 na na na5 (127) 065 058 057 041 023 018 058 055 054 031 018 014 041 023 018 na na na6 (152) 068 060 058 047 026 020 059 056 055 040 023 018 047 026 020 na na na7 (178) 070 062 059 053 030 023 061 057 056 051 029 023 053 030 023 na na na

7-14 (184) 071 062 060 055 031 024 061 058 056 053 031 024 055 031 024 066 na na8 (203) 073 064 061 060 034 026 062 058 057 062 036 028 060 034 026 070 na na9 (229) 076 065 062 068 038 029 064 059 058 074 043 034 068 038 029 074 na na

10 (254) 079 067 063 075 042 033 065 061 059 087 050 039 075 042 033 078 na na11-38 (289) 083 069 065 086 048 037 067 062 060 100 061 048 086 048 037 083 069 na

12 (305) 085 070 066 090 051 039 068 063 061 066 052 090 051 039 085 071 na14-18 (359) 091 074 069 100 060 046 071 065 063 084 066 100 060 046 093 077 071

16 (406) 097 077 071 068 052 074 067 064 100 079 068 052 098 082 07618 (457) 100 080 074 076 059 077 069 066 095 076 059 100 087 08020 (508) 084 076 084 065 080 071 068 100 084 065 092 08522 (559) 087 079 093 072 083 073 070 093 072 096 08924 (610) 091 082 100 078 086 075 071 100 078 100 09330 (762) 100 090 098 095 082 077 098 10036 (914) 098 100 100 088 082 100

gt48 (1219) 100 100 093

Table 48 mdash Load adjustment factors for 15M rebar in cracked concrete 123

15 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58

(145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320)

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(mm

) 1-34 (44) na na na 046 041 040 na na na 011 007 005 023 013 010 na na na3-18 (80) 059 055 054 055 046 044 057 055 054 028 016 013 055 032 025 na na na

4 (102) 062 057 055 062 050 046 059 056 055 040 023 018 062 046 036 na na na5 (127) 065 058 057 069 054 049 061 058 057 055 032 025 069 054 049 na na na6 (152) 068 060 058 077 058 052 063 059 058 073 042 033 077 058 052 na na na7 (178) 070 062 059 086 062 056 066 061 059 092 053 042 086 062 056 na na na

7-14 (184) 071 062 060 088 063 056 066 061 060 096 056 044 088 063 056 081 na na8 (203) 073 064 061 095 066 059 068 063 061 100 065 051 095 066 059 085 na na9 (229) 076 065 062 100 071 062 070 064 062 078 061 100 071 062 090 na na

10 (254) 079 067 063 076 066 072 066 063 091 071 076 066 095 na na11-38 (289) 083 069 065 082 071 076 068 065 100 086 082 071 100 084 na

12 (305) 085 070 066 086 073 077 069 066 093 086 073 087 na14-18 (359) 091 074 069 097 081 082 072 069 100 097 081 094 087

16 (406) 097 077 071 100 088 086 075 071 100 088 100 09218 (457) 100 080 074 096 090 078 074 096 09820 (508) 084 076 100 095 081 077 100 10022 (559) 087 079 099 084 07924 (610) 091 082 100 088 08230 (762) 100 090 097 09036 (914) 098 100 098

gt48 (1219) 100 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

38 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 49 mdash Load adjustment factors for 20M rebar in uncracked concrete 123

20 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38(200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390)

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(mm

)

1-34 (44) na na na 021 011 010 na na na 004 002 002 008 005 004 na na na3-78 (98) 058 055 054 028 015 014 054 053 053 014 008 007 027 015 014 na na na

4 (102) 058 055 054 029 016 014 055 053 053 014 008 007 029 016 014 na na na5 (127) 061 056 055 032 018 016 056 054 054 020 011 010 032 018 016 na na na6 (152) 063 057 057 036 020 018 057 055 054 027 015 014 036 020 018 na na na7 (178) 065 058 058 040 022 020 058 055 055 034 019 017 040 022 020 na na na8 (203) 067 060 059 044 024 022 059 056 056 041 023 021 044 024 022 na na na9 (229) 069 061 060 050 027 025 060 057 057 049 028 025 050 027 025 na na na

10 (254) 071 062 061 055 030 027 061 058 057 057 032 029 055 030 027 068 na na11 (279) 073 063 062 061 033 030 063 059 058 066 037 034 061 033 030 071 na na12 (305) 075 064 063 066 036 033 064 059 059 075 042 039 066 036 033 074 na na14 (356) 080 067 065 077 042 038 066 061 060 095 053 049 077 042 038 080 na na16 (406) 084 069 067 088 048 044 068 063 062 100 065 059 088 048 044 086 071 na18 (457) 088 071 070 100 054 049 071 064 063 078 071 100 054 049 091 075 07320 (508) 092 074 072 060 055 073 066 065 091 083 060 055 096 079 07722 (559) 097 076 074 066 060 075 067 066 100 096 066 060 100 083 08024 (610) 100 079 076 072 066 078 069 068 100 072 066 087 08426 (660) 081 078 078 071 080 070 069 078 071 090 08728 (711) 083 080 084 076 082 072 071 084 076 094 09130 (762) 086 083 090 082 084 074 072 090 082 097 09436 (914) 093 089 100 098 091 078 076 100 098 100 100

gt48 (1219) 100 100 100 100 088 085 100

Table 50 mdash Load adjustment factors for 20M rebar in cracked concrete 123

20 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38(200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390)

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mdash in

(mm

)

1-34 (44) na na na 043 039 039 na na na 007 004 004 015 008 007 na na na3-78 (98) 058 055 054 053 045 044 056 054 054 024 013 012 048 027 024 na na na

4 (102) 058 055 054 054 045 044 057 055 054 025 014 013 050 028 026 na na na5 (127) 061 056 055 059 048 047 058 056 055 035 020 018 059 040 036 na na na6 (152) 063 057 057 064 051 049 060 057 056 046 026 024 064 051 047 na na na7 (178) 065 058 058 070 053 052 062 058 057 058 033 030 070 053 052 na na na8 (203) 067 060 059 076 056 054 063 059 059 071 040 036 076 056 054 na na na9 (229) 069 061 060 082 059 057 065 060 060 085 048 043 082 059 057 na na na

10 (254) 071 062 061 088 062 060 067 061 061 099 056 051 088 062 060 081 na na11 (279) 073 063 062 095 065 062 068 062 062 100 065 059 095 065 062 085 na na12 (305) 075 064 063 100 069 065 070 064 063 074 067 100 069 065 089 na na14 (356) 080 067 065 075 071 073 066 065 093 084 075 071 096 na na16 (406) 084 069 067 082 077 077 068 067 100 100 082 077 100 085 na18 (457) 088 071 070 089 083 080 070 069 089 083 090 08720 (508) 092 074 072 096 090 083 073 071 096 090 095 09222 (559) 097 076 074 100 096 086 075 073 100 096 100 09724 (610) 100 079 076 100 090 077 076 100 10026 (660) 081 078 093 079 07828 (711) 083 080 096 082 08030 (762) 086 083 100 084 08236 (914) 093 089 091 088

gt48 (1219) 100 100 100 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

39Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 51 mdash Load adjustment factors for 25M rebar in uncracked concrete 123

25 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316

(230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504)

Spac

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(s)

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(ca)

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(h)

mdash in

(mm

) 1-34 (44) na na na 022 012 010 na na na 003 002 001 006 003 003 na na na5 (127) 059 055 054 032 018 014 055 053 053 014 008 007 029 016 013 na na na6 (152) 061 056 055 035 019 015 055 054 053 019 011 009 035 019 015 na na na7 (178) 063 057 056 039 021 017 056 054 054 024 013 011 039 021 017 na na na8 (203) 065 058 057 042 023 018 057 055 054 029 016 013 042 023 018 na na na9 (229) 067 059 058 046 025 020 058 056 055 035 020 016 046 025 020 na na na

10 (254) 068 060 058 050 027 022 059 056 055 040 023 018 050 027 022 na na na11-916 (294) 071 062 060 057 031 025 061 057 056 050 029 023 057 031 025 065 na na

12 (305) 072 063 060 059 032 026 061 058 056 053 030 024 059 032 026 066 na na14 (356) 076 065 062 069 038 030 063 059 058 067 038 031 069 038 030 071 na na16 (406) 079 067 063 079 043 034 065 060 059 082 047 037 079 043 034 076 na na18 (457) 083 069 065 089 049 039 066 061 060 098 056 045 089 049 039 081 na na

18-716 (469) 084 069 066 091 050 040 067 062 060 100 058 046 091 050 040 082 068 na20 (508) 087 071 067 099 054 043 068 063 061 065 052 099 054 043 085 071 na

22-38 (568) 091 073 069 100 060 048 070 064 062 077 062 100 060 048 090 075 07024 (610) 094 075 070 065 052 072 065 063 085 069 065 052 094 077 07226 (660) 098 077 072 070 056 074 066 064 096 077 070 056 097 081 07528 (711) 100 079 074 076 060 076 068 065 100 087 076 060 100 084 07830 (762) 081 075 081 065 077 069 066 096 081 065 087 08136 (914) 088 080 097 078 083 073 069 100 097 078 095 088

gt48 (1219) 100 090 100 100 094 080 076 100 100 100 100

Table 52 mdash Load adjustment factors for 25M rebar in cracked concrete 123

25 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316

(230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504)

Spac

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(s)

Edg

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(ca)

Con

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ickn

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(h)

mdash in

(mm

) 1-34 (44) na na na 042 039 038 na na na 005 003 002 010 006 004 na na na5 (127) 059 055 054 055 046 044 056 054 054 024 013 011 047 027 022 na na na6 (152) 061 056 055 060 048 046 058 055 055 031 018 014 060 035 028 na na na7 (178) 063 057 056 065 051 048 059 056 055 039 022 018 065 044 036 na na na8 (203) 065 058 057 070 053 050 060 057 056 048 027 022 070 053 044 na na na9 (229) 067 059 058 075 056 051 061 058 057 057 032 026 075 056 051 na na na

10 (254) 068 060 058 080 059 053 063 059 058 067 038 030 080 059 053 na na na11-916 (294) 071 062 060 089 063 057 065 060 059 083 047 038 089 063 057 077 na na

12 (305) 072 063 060 091 064 058 065 060 059 088 050 040 091 064 058 078 na na14 (356) 076 065 062 100 069 062 068 062 061 100 063 051 100 069 062 084 na na16 (406) 079 067 063 075 066 070 064 062 077 062 075 066 090 na na18 (457) 083 069 065 081 071 073 066 064 092 074 081 071 096 na na

18-716 (469) 084 069 066 083 072 074 066 064 095 076 083 072 097 080 na20 (508) 087 071 067 087 075 075 067 065 100 086 087 075 100 084 na

22-38 (568) 091 073 069 095 081 078 070 067 100 095 081 088 08224 (610) 094 075 070 100 085 081 071 068 100 085 092 08526 (660) 098 077 072 090 083 073 070 090 095 08928 (711) 100 079 074 095 086 074 071 095 099 09230 (762) 081 075 100 088 076 073 100 100 09536 (914) 088 080 096 081 077 100

gt48 (1219) 100 090 100 092 086

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

40 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 53 mdash Load adjustment factors for 30M rebar in uncracked concrete 123

30 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916

(260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na 023 013 009 na na na 002 001 001 005 003 002 na na na5-78 (150) 060 055 054 034 019 014 055 053 053 014 008 006 029 016 012 na na na

6 (152) 060 056 054 034 019 014 055 053 053 015 008 006 029 017 013 na na na7 (178) 061 057 055 037 020 015 055 054 053 018 011 008 037 020 015 na na na8 (203) 063 057 056 040 022 017 056 054 054 022 013 010 040 022 017 na na na9 (229) 065 058 056 043 024 018 057 055 054 027 015 012 043 024 018 na na na

10 (254) 066 059 057 047 026 019 058 055 054 031 018 014 047 026 019 na na na11 (279) 068 060 058 050 028 021 058 056 055 036 021 016 050 028 021 na na na12 (305) 070 061 058 054 029 022 059 056 055 041 024 018 054 029 022 na na na

13-14 (337) 072 062 059 059 033 024 060 057 056 048 027 021 059 033 024 064 na na14 (356) 073 063 060 063 034 026 061 057 056 052 030 023 063 034 026 066 na na16 (406) 076 065 061 071 039 030 062 058 057 064 036 028 071 039 030 070 na na18 (457) 079 067 063 080 044 033 064 060 058 076 043 033 080 044 033 074 na na20 (508) 083 069 064 089 049 037 065 061 059 089 051 039 089 049 037 079 na na

20-78 (531) 084 069 065 093 051 039 066 061 059 095 054 041 093 051 039 080 na na22 (559) 086 070 066 098 054 041 067 062 060 100 059 045 098 054 041 082 068 na24 (610) 089 072 067 100 059 044 068 063 061 067 051 100 059 044 086 071 na

26-916 (675) 093 075 069 065 049 070 064 062 078 059 065 049 091 075 06928 (711) 096 076 070 069 052 072 065 062 084 064 069 052 093 077 07030 (762) 099 078 071 074 055 073 066 063 093 071 074 055 096 080 07336 (914) 100 083 075 088 066 078 069 066 100 093 088 066 100 087 080

gt48 (1219) 095 084 100 089 087 075 071 100 100 089 100 100 092

Table 54 mdash Load adjustment factors for 30M rebar in cracked concrete 123

30 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916

(260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na 041 038 038 na na na 004 002 002 008 005 004 na na na5-78 (150) 060 055 054 056 047 044 057 055 054 026 015 011 052 030 022 na na na

6 (152) 060 056 054 057 047 044 057 055 054 026 015 012 053 030 023 na na na7 (178) 061 057 055 061 049 046 058 056 055 033 019 015 061 038 029 na na na8 (203) 063 057 056 065 051 047 059 056 055 041 023 018 065 047 035 na na na9 (229) 065 058 056 069 053 049 060 057 056 049 028 021 069 053 042 na na na

10 (254) 066 059 057 074 056 050 061 058 057 057 033 025 074 056 050 na na na11 (279) 068 060 058 079 058 052 063 059 057 066 038 029 079 058 052 na na na12 (305) 070 061 058 083 060 054 064 059 058 075 043 033 083 060 054 na na na

13-14 (337) 072 062 059 089 063 056 065 060 059 087 050 038 089 063 056 078 na na14 (356) 073 063 060 093 065 057 066 061 059 094 054 041 093 065 057 080 na na16 (406) 076 065 061 100 070 061 068 063 061 100 066 050 100 070 061 086 na na18 (457) 079 067 063 075 064 071 064 062 079 060 075 064 091 na na20 (508) 083 069 064 081 068 073 066 063 092 070 081 068 096 na na

20-78 (531) 084 069 065 083 070 074 066 064 098 075 083 070 098 na na22 (559) 086 070 066 086 072 075 067 064 100 081 086 072 100 083 na24 (610) 089 072 067 092 076 077 069 066 092 092 076 087 na

26-916 (675) 093 075 069 099 081 080 071 067 100 099 081 092 08428 (711) 096 076 070 100 084 082 072 068 100 084 094 08630 (762) 099 078 071 088 084 074 070 088 097 08936 (914) 100 083 075 100 091 078 074 100 100 097

gt48 (1219) 095 084 100 088 082 1001 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

41Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 55 mdash Hilti HIT-RE 100 design information with HAS threaded rods in hammer drilled holes in accordance with CSA A233-14 Annex D 19

Design parameter Symbol UnitsNominal rod diameter (in) Ref

A233-1438 12 58 34 78 1 1-14

Anchor OD da mm 95 127 159 191 222 254 318

Effective minimum embedment 2 hefmm 60 70 79 89 89 102 127

Effective maximum embedment 2 hefmm 191 254 318 381 445 508 635

Minimum concrete thickness 2 hminmm hef + 30 hef + 2d0

Critical edge distance cacmm See ESR-3829 section 4110

Minimum edge distance cmin3 mm 48 64 79 95 111 127 159

Minimum anchor spacing sminmm 48 64 79 95 111 127 159

Coeff for factored conc breakoutresistance uncracked concrete kcuncr

4 - 10 D622

Coeff for factored conc breakoutresistance cracked concrete kccr

4 - 7 D622

Concrete material resistance factor ϕc - 065 842 Resistance modification factor for tension and shear concrete failure modes Condition B 5 Rconc - 100 D53 (c )

Dry Concrete

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 616 592 592 560 516 480 408D652

(MPa) (42) (41) (41) (39) (36) (33) (28

Characteristic bond stress in uncracked concrete 78 τuncr

psi 1272 1256 1204 1164 1124 1092 1048D652

(MPa) (88) (87) (83) (80) (78) (75) (72)

Anchor category dry concrete - - 2 2 2 2 2 2 2Resistance modification factor Rdry

- 085 085 085 085 085 085 085Water Saturated Concrete

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 548 521 521 476 416 375 300D652

(MPa) (38) (36) (36) (33) (29) (26) (21)Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1106 1061 994 915 859 776D652

(MPa) (78) (76) (73) (69) (63) (59) (54)Anchor category water-saturated concrete - - 2 2 2 2 2 2 2Resistance modification factor Rws

- 085 085 085 085 085 085 085Water-Filled Hole

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 548 521 521 476 416 375 300D652

(MPa) (38) (36) (36) (33) (29) (26) (21)

Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1106 1061 994 915 859 776D652

(MPa) (78) (76) (73) (69) (63) (59) (54)

Anchor category water-filled hole - - 3 3 3 3 3 3 3D53 (c)

Resistance modification factor Rwf- 075 075 075 075 075 075 075

Underwater Application

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 548 521 521 476 416 375 300D652

(MPa) (38) (36) (36) (33) (29) (26) (21)Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1106 1061 994 915 859 776D652

(MPa) (78) (76) (73) (69) (63) (59) (54)Anchor category underwater - - 3 3 3 3 3 3 3Resistance modification factor Ruw

- 075 075 075 075 075 075 075

1 Design information in this table is taken from ICC-ES ESR-3829 dated January 2016 table 8 and 9 and converted for use with CSA A233-14 Annex D2 See figure 43 Minimum edge distance may be reduced to 45mm lt cai lt 5d provided Tinst is reduced See ESR-3829 section 4194 For all design cases ψcN = 10 The appropriate coefficient for breakout resistance for cracked concrete (kccr) or uncracked concrete (kcuncr) must be used5 For use with the load combinations of CSA A233-14 chapter 8 Condition B applies where supplementary reinforcement in conformance with CSA A233-14 section D53 is not provided or

where pullout or pryout strength governs For cases where the presence of supplementary reinforcement can be verified the resistance modification factors associated with Condition A may be used

6 Temperature range A Max short term temperature = 130degF (55degC) max long term temperature = 110degF (43degC) Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

7 Bond strength values corresponding to concrete compressive strength fʹc = 2500 psi (172 MPa) For concrete compressive strength fʹc between 2500 psi (172 MPa) and 8000 psi (552 MPa) the tabulated characteristic bond strength may be increased by a factor of (fʹc2500)01 [for SI (fʹc 172)01]

8 Bond strength values are for sustained loads including dead and live loads For load combinations consisting of short-term loads only such as wind and seismic bond strengths may be increased by 40 percent

9 For structures assigned to Seismic Design Categories C D E or F bond strength values must be multiplied by αNseis = 09

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

42 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 56 mdash Hilti HIT-RE 100 adhesive factored resistance with concrete bond failure for threaded rod in uncracked concrete 12345678910

Nominal Anchor

Diameter in (mm)

Nominal anchor diameter in (mm)

Tension mdash Nn Shear mdash Vn

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

38

2-38 1995 2040 2080 2140 1995 2040 2080 2140(60) (89) (91) (92) (95) (89) (91) (92) (95)

3-38 2840 2900 2955 3040 5675 5805 5910 6080(86) (126) (129) (131) (135) (252) (258) (263) (271)

4-12 3785 3870 3940 4055 7565 7735 7880 8110(114) (168) (172) (175) (180) (337) (344) (351) (361)7-12 6305 6450 6565 6760 12610 12895 13135 13515(191) (280) (287) (292) (301) (561) (574) (584) (601)

12

2-34 3045 3115 3170 3260 6090 6225 6340 6525(70) (135) (138) (141) (145) (271) (277) (282) (290)

4-12 4980 5095 5185 5340 9960 10185 10375 10675(114) (222) (227) (231) (237) (443) (453) (461) (475)

6 6640 6790 6915 7120 13285 13580 13830 14235(152) (295) (302) (308) (317) (591) (604) (615) (633)10 11070 11320 11525 11865 22140 22635 23055 23725

(254) (492) (503) (513) (528) (985) (1007) (1025) (1055)

58

3-18 4145 4240 4315 4440 8290 8475 8635 8885(79) (184) (189) (192) (198) (369) (377) (384) (395)

5-58 7460 7630 7770 7995 14920 15260 15540 15990(143) (332) (339) (346) (356) (664) (679) (691) (711)7-12 9950 10170 10360 10660 19895 20345 20720 21325(191) (442) (452) (461) (474) (885) (905) (922) (948)

12-12 16580 16955 17265 17770 33160 33905 34530 35540(318) (737) (754) (768) (790) (1475) (1508) (1536) (1581)

34

3-12 5385 5505 5610 5770 10770 11015 11215 11545(89) (240) (245) (249) (257) (479) (490) (499) (514)

6-34 10385 10620 10815 11130 20775 21240 21630 22265(171) (462) (472) (481) (495) (924) (945) (962) (990)

9 13850 14160 14420 14845 27695 28320 28845 29685(229) (616) (630) (642) (660) (1232) (1260) (1283) (1320)15 23080 23600 24035 24740 46160 47205 48070 49475

(381) (1027) (1050) (1069) (1100) (2053) (2100) (2138) (2201)

78

3-12 5480 6125 6320 6505 10955 12250 12635 13005(89) (244) (272) (281) (289) (487) (545) (562) (579)

7-78 13650 13960 14215 14630 27300 27920 28430 29260(200) (607) (621) (632) (651) (1214) (1242) (1265) (1302)

10-12 18200 18610 18955 19510 36405 37225 37910 39015(267) (810) (828) (843) (868) (1619) (1656) (1686) (1736)

17-12 30335 31020 31590 32515 60670 62040 63185 65025(445) (1349) (1380) (1405) (1446) (2699) (2760) (2810) (2893)

1

4 6690 7480 8020 8250 13385 14965 16035 16505(102) (298) (333) (357) (367) (595) (666) (713) (734)

9 17325 17715 18040 18565 34645 35425 36080 37130(229) (771) (788) (802) (826) (1541) (1576) (1605) (1652)12 23095 23620 24055 24755 46195 47235 48105 49510

(305) (1027) (1051) (1070) (1101) (2055) (2101) (2140) (2202)20 38495 39365 40090 41260 76990 78725 80175 82515

(508) (1712) (1751) (1783) (1835) (3425) (3502) (3566) (3670)

1-14

5 9355 10455 11455 12375 18705 20915 22910 24745(127) (416) (465) (510) (550) (832) (930) (1019) (1101)

11-14 25975 26560 27050 27840 51950 53125 54100 55680(286) (1155) (1182) (1203) (1238) (2311) (2363) (2407) (2477)15 34635 35415 36070 37120 69270 70830 72135 74240

(381) (1541) (1575) (1604) (1651) (3081) (3151) (3209) (3302)25 57725 59025 60115 61865 115450 118055 120225 123735

(635) (2568) (2626) (2674) (2752) (5135) (5251) (5348) (5504)1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 26 - 38 as necessary Compare to the steel values in table 24

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2568 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only Seismic design is not permitted for uncracked concrete

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

43Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 57 mdash Hilti HIT-RE 100 adhesive factored resistance with concrete bond failure for threaded rod in cracked concrete 12345678910

Nominal Anchor

Diameter in (mm)

Nominal anchor diameter in (mm)

Tension mdash Nn Shear mdash Vn

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

38

2-38 965 990 1005 1035 965 990 1005 1035(60) (43) (44) (45) (46) (43) (44) (45) (46)

3-38 1375 1405 1430 1475 2750 2810 2860 2945(86) (61) (63) (64) (66) (122) (125) (127) (131)

4-12 1830 1875 1910 1965 3665 3745 3815 3925(114) (81) (83) (85) (87) (163) (167) (170) (175)7-12 3055 3125 3180 3275 6105 6245 6360 6545(191) (136) (139) (141) (146) (272) (278) (283) (291)

12

2-34 1435 1465 1495 1540 2870 2935 2990 3075(70) (64) (65) (66) (68) (128) (131) (133) (137)

4-12 2350 2400 2445 2515 4695 4800 4890 5035(114) (104) (107) (109) (112) (209) (214) (218) (224)

6 3130 3200 3260 3355 6260 6400 6520 6710(152) (139) (142) (145) (149) (278) (285) (290) (298)10 5215 5335 5435 5590 10435 10670 10865 11185

(254) (232) (237) (242) (249) (464) (475) (483) (497)

58

3-18 2040 2085 2120 2185 4075 4170 4245 4370(79) (91) (93) (94) (97) (181) (185) (189) (194)

5-58 3670 3750 3820 3930 7335 7500 7640 7865(143) (163) (167) (170) (175) (326) (334) (340) (350)7-12 4890 5000 5095 5240 9780 10005 10185 10485(191) (218) (222) (227) (233) (435) (445) (453) (466)

12-12 8150 8335 8490 8735 16305 16670 16980 17475(318) (363) (371) (378) (389) (725) (742) (755) (777)

34

3-12 2590 2650 2700 2775 5180 5300 5395 5555(89) (115) (118) (120) (124) (231) (236) (240) (247)

6-34 4995 5110 5205 5355 9995 10220 10405 10710(171) (222) (227) (231) (238) (445) (455) (463) (476)

9 6665 6815 6940 7140 13325 13625 13875 14280(229) (296) (303) (309) (318) (593) (606) (617) (635)15 11105 11355 11565 11900 22210 22710 23125 23800

(381) (494) (505) (514) (529) (988) (1010) (1029) (1059)

78

3-12 2785 2850 2900 2985 5570 5695 5800 5970(89) (124) (127) (129) (133) (248) (253) (258) (266)

7-78 6265 6410 6525 6715 12535 12815 13055 13435(200) (279) (285) (290) (299) (558) (570) (581) (598)

10-12 8355 8545 8700 8955 16710 17090 17405 17910(267) (372) (380) (387) (398) (743) (760) (774) (797)

17-12 13925 14240 14505 14925 27855 28480 29005 29850(445) (619) (633) (645) (664) (1239) (1267) (1290) (1328)

1

4 3385 3460 3525 3625 6770 6920 7050 7255(102) (151) (154) (157) (161) (301) (308) (314) (323)

9 7615 7785 7930 8160 15230 15570 15860 16320(229) (339) (346) (353) (363) (677) (693) (705) (726)12 10150 10380 10575 10880 20305 20765 21145 21760

(305) (452) (462) (470) (484) (903) (924) (941) (968)20 16920 17305 17620 18135 33840 34605 35240 36270

(508) (753) (770) (784) (807) (1505) (1539) (1568) (1613)

1-14

5 4495 4595 4680 4815 8990 9190 9360 9635(127) (200) (204) (208) (214) (400) (409) (416) (429)

11-14 10115 10340 10530 10840 20225 20680 21060 21675(286) (450) (460) (468) (482) (900) (920) (937) (964)15 13485 13790 14040 14450 26965 27575 28085 28905

(381) (600) (613) (625) (643) (1200) (1227) (1249) (1286)25 22475 22980 23405 24085 44945 45960 46805 48170

(635) (1000) (1022) (1041) (1071) (1999) (2044) (2082) (2143)1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 26 - 38 as necessary Compare to the steel values in table 24

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2568 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only For seismic loads multiply cracked concrete tabular values in tension and shear by αseis = 0675 See section 245 for additional information on seismic

applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

44 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

2411 installation instructionsInstallation Instructions For Use (IFU) are included with each product package They can also be viewed or downloaded on-line at wwwushilticom (US) and wwwhiltica (Canada) mdash ldquoServiceTechnical Info gtgt Technical Downloads gtgt Anchoring Systemsrdquo Because of the possibility of changes always verify that downloaded IFU are current when used Proper installation is critical to achieve full performance Training is available on request Contact Hilti Technical Services for applications and conditions not addressed in the IFU

2412 Working time and cure time (approx)

Table 59 mdash Resistance of HIT-RE 100 to chemicals

Chemical Chemicals Tested ResistantNot

Resistant

Alkaline

Concrete drilling mud (10) pH=126 +

Concrete drilling mud (10) pH=132 +

Concrete potash solution (10) +

pH=140

Alkaline

Acetic acid (10)1 -

Nitric acid (10)1 -

Hydrochloric acid (10) 3 month -

Sulfuric acid (10) -

Solvents

Benzyl alcohol -

Ethanol -

Ethyl acetate -

Methyl ethyl ketone (MEK) -

Trichlorethylene -

Xylene (mixture) +

Chemicals used on job sites

Chemicals Concrete plasticizer +

used on job Diesel oil +

sites Oil +

Petrol +

Oil for form work (forming oil) +

Environmental chemicals

Environmental Salt water +

chemicals de-mineralized water +

salt spraying test +

SO2 +

Environmentweather +1 Concrete was dissolved by acid

Samples of the HIT-RE 100 resin were immersed in the various chemical compounds for up to one year At the time of the test period the samples were analyzed Any samples showing no visible damage and having less than a 25 reduction in bending (flexural) strength were classified as ldquoResistantrdquo Samples that were heavily damaged or destroyed were classified as ldquoNot Resistantrdquo

Note In actual use the majority of the resin is encased in the base material leaving very little surface area exposed

2414 resistance of cured hit-re 100 to chemicals

2413 materials Specifications Table 60 mdash Material properties of fully cured HIT-RE 100

adhesiveBond Strength ASTM C882-121

2 day cure 14 day cure

201 Mpa210 Mpa

2920 psi3050 psi

Compressive Strength ASTM D695-101 743 Mpa 10780 psi

Compressive Modulus ASTM D695-101 3731 Mpa 0541 x 106 psi

Tensile Strength 7 day ASTM D638-10 117 Mpa 1690 psi

Elongation at break ASTM D638-10 010

Heat Deflection Temperature ASTM D648-07

568degC 1343degF

Absorption ASTM D570-10 006

Linear Coefficient of Shrinkage on Cure ASTM D2566-86

00001

1 Minimum values obtained as the result of tests at 35degF 50degF 75degF and 110degF

Notes

Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Hilti Outperform Outlast7250 Dallas Parkway Suite 1000 Plano TX 75024 bull Hilti Inc (US) 1-800-879-8000 bull wwwushilticom bull en espantildeol 1-800-879-5000 bull Hilti (Canada) Corp 1-800-363-4458 wwwhiltica bull Hilti is an equal opportunity employer bull Hilti is a registered trademark of Hilti Corp copyCopyright 2016 by Hilti Inc (US) bull 0216 bull DBS

The data contained in this literature was current as of the date of publication Updates and changes may be made based on later testing If verification is needed that the data is still current please contact the Hilti Technical Support Specialists at 1-800-363-4458 All published load values contained in this literature represent the results of testing by Hilti or test organizations Local base materials were used Because of variations in materials on-site testing is necessary to determine performance at any specific site Laser beams represented by red lines in this publication Printed in the United States

14001 US only

Page 6: USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

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241 Simplified tables data development

The Simplified Tables have two table types The single anchor capacity table and the reduction factor table

Single anchor capacity tables show the design strength (for ACI) or factored resistance (for CSA) in tension and shear for a single anchor This is the capacity of a single anchor with no edge distance or concrete thickness influences and is based on the assumptions outlined in the footnotes below each table

Reduction factor tables are created by comparing the single anchor capacity to the capacity that includes the influence of a specific edge distance spacing or concrete thickness using the equations of ACI 318-14 Chapter 17

The single anchor tension capacity is based on the lesser of concrete breakout strength or bond strength

ACI ФNn = min | ФNcb ФNa | CSAACI Nr = min | Ncbr Na | ФNn = Nr

The shear value is based on the pryout strength

ACI ФVn = ФVcp CSAACI Vr = Vcpr ФVn = Vr

The steel design strength is provided in a separate table and should be compared to the concrete strengths to determine the controlling failure mode

These values published in the tables are calculated based on ACICSA see Section 318 in the 2016 Hilti North America Product Technical Guide Volume 2 Anchor Fastening Technical Guide for additional information

243 how to calculate anchor capacity Using Simplified tables

The process for calculating the capacity of a single anchor or anchor group is similar to the ASD calculation process currently outlined in the 2015 North American Product Technical Guide Volume 2 Anchor Fastening Technical Guide on Section 319

The design strength (factored resistance) of an anchor is obtained as follows

Tension

ACI Ndes = n bull min | ФNn bull fAN bull fRN ФNsa |

CSA Ndes = n bull min | Nr bull fAN bull fRN Nsr |

Shear

ACI Vdes = n bull min | ФVn bull fAV bull fRV bull fHV ФVsa |

CSA Vdes = n bull min | Vr bull fAV bull fRV bull fHV Vsr |

where

n = number of anchors Ndes = design resistance in tension ФNn = design strength in tension considering

concrete breakout pullout or bond failure (ACI)

ФNsa = design strength in tension considering steel failure (ACI)

Nr = factored resistance in tension considering concrete breakout pullout or bond failure (CSA)

Nsr = factored resistance in tension considering steel failure (CSA)

Vdes = design resistance in shear ФVn = design strength in shear considering

concrete failure (ACI) ФVsa = design strength in shear considering steel

failure (ACI) Vr = factored resistance in shear considering

concrete failure (CSA) Vsr = factored resistance in shear considering steel

failure (CSA) fAN = adjustment factor for spacing in tension fRN = adjustment factor for edge distance in tension fAV = adjustment factor for spacing in shear fRV = adjustment factor for edge distance in shear fHV = adjustment factor for concrete thickness in

shear (this is a new factor that ASD did not use previously)

Adjustment factors are applied for all applicable near edge and spacing conditions

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

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For example the capacity in tension corresponding to the anchor group based on worst case anchor ldquoardquo in the figure below is evaluated as follows

ACI Ndes = 4 bull ФNn bull fAx bull fAy bull fRx bull fRy

CSA Ndes = 4 bull Nr bull fAx bull fAy bull fRx bull fRy

Note designs are for orthogonal anchor bolt patterns and no reduction factor for the diagonally located adjacent anchor is required

Where anchors are loaded simultaneously in tension and shear interaction must be considered The interaction equation is as follows

Nua Vua ACI ____ + ____ le 12 Ndes Vdes

Nf Vf CSA ____ + ____ le 12 Ndes Vdes

where

Nua = Required strength in tension based on factored load combinations of ACI 318 Chapter 5

Vua = Required strength in shear based on factored load combinations of ACI 318 Chapter 5

Nf = Required strength in tension based on factored load combinations of CSA A233 Chapter 8

Vf = Required strength in shear based on factored load combinations of CSA A233 Chapter 8

The full tension strength can be permitted if Vua ACI _____ le 02 Vdes

Vf CSA ____ le 02 Vdes

The full shear strength can be permitted if Nua ACI ____ le 02 Ndes

Nf CSA ____ le 02 Ndes

244 allowable Stress design (aSd)

The values of Ndes and Vdes developed from Section 243 are design strengths (factored resistances) and are to be compared to the required strength in tension and shear from factored load combinations of ACI 318 Chapter 5 or CSA A233 Chapter 8

To design using Allowable Stress Design (ASD) refer to Section 3186 in the 2016 Hilti North America Product Technical Guide Volume 2 Anchor Fastening Technical Guide

245 Seismic designTo determine the seismic design strength (factored resistance) a reduction factor αseis is applied to the applicable table values

This value of αseis will be in the footnotes of the relevant design tables The value of αseis for concrete bond pullout failure is based on 075 times a reduction factor determined from testing The total reduction is footnoted in the tables

The value of αseis for steel failure is based on testing and is typically only applied for shear There is no additional 075 factor The reduction is footnoted in the tables

The factored load and associated seismic load combinations that will be compared to the design strength (factored resistance) can be determined from ACI or CSA provisions and national or local code requirements An additional value for ϕnon-ductile may be needed based on failure mode or ductility of the attached components

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

8 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

246 Sustained loads and overhead Use

Sustained loading is calculated by multiplying the value of ФNn or Nr by 055 and comparing the value to the tension dead load contribution (and any sustained live loads or other loads) of the factored load Edge spacing and concrete thickness influences do not need to be accounted for when evaluating sustained loads

247 accuracy of the Simplified tables

Calculations using the Simplified Tables have the potential of providing a design strength (factored resistance) that is exactly what would be calculated using equations from ACI 318 Chapter 17 or CSA A233 Annex D

The tables for the single anchor design strength (factored resistance) for concrete bond pullout failure or steel failure have the same values that will be computed using the provisions of ACI and CSA

The load adjustment factors for edge distance influences are based on a single anchor near an edge The load adjustment factors for spacing are determined from the influence of two adjacent anchors Each reduction factor is calculated for the minimum value of either concrete or bond failure When more than one edge distance andor spacing condition exists the load adjustment factors are multiplied together This will result in a conservative design when compared to a full calculation based on ACI or CSA

Since the table values including load adjustment factors are calculated using equations that are not linear linear interpolation is not permitted Use the smaller of the two table values listed This provides a conservative value if the application falls between concrete compressive strengths embedment depths or spacing edge distance and concrete thickness

For a summary of the accuracy of the simplified tables refer to Section 3189 of the 2016 Hilti North America Product Technical Guide Volume 2 Anchor Fastening Technical Guide

Additional assistance can be given by your local Hilti representative

248 limitations Using Simplified tables

There are limitations that the Simplified Tables do not consider Refer to Section 31810 of the 2016 Hilti North America Product Technical Guide Volume 2 Anchor Fastening Technical Guide for additional information

Contact Hilti with any questions for specific applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

9Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

248 hilti hit-re 100 adhesive with deformed reinforcing bars (rebar)

Cracked or uncracked concrete

Permissible concete conditions Permissible drilling methods

Dry concrete

Hammer Drilling with Carbide Tipped Drill Bit

Uncracked Concrete Water-saturated concrete

Cracked Concrete Water-filled holes

Submerged (underwater)

Table 1 mdash Specifications for rebar installed with HIT-RE 100 adhesive

Setting information Symbol UnitsRebar Size

3 4 5 6 7 8 9 10

Nominal bit diameter do in 12 58 34 78 1 1-18 1-38 1-12

Effective Embedment

minimum hefmin

in 2-38 2-34 3-18 3-12 3-18 4 4-12 5

(mm) (60) (70) (79) (89) (89) (102) (114) (127)

maximum hefmax

in 7-12 10 12-12 15 17-12 20 22-12 25

(mm) (191) (254) (318) (381) (445) (508) (572) (635)

Minimum Concrete Thickness hmin

in hef + 1-14hef + 2do(mm) (hef + 30)

Minimum edge distance1 cmin

in 1-78 2-12 3-18 3-34 4-38 5 5-58 6-14

(mm) (48) (64) (79) (95) (111) (127) (143) (159)

Minimum anchor spacing smin

in 1-78 2-12 3-18 3-34 4-38 5 5-58 6-14

(mm) (48) (64) (79) (95) (111) (127) (143) (159)

1 Edge distance of 1-34-inch (44mm) is permitted provided the rebar remains un-torqued

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

10 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 2 mdash Hilti HIT-RE 100 adhesive design strength with concrete bond failure for US rebar in uncracked concrete 12345678910

Rebar Size

EffectiveEmbedment

Depthin (mm)

Tension mdash ϕNn Shear mdash ϕVn

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

3

3-38 2780 2835 2915 3035 7080 7210 7420 7730(86) (124) (126) (130) (135) (315) (321) (330) (344)

4-12 3710 3775 3885 4050 9440 9615 9895 10305(114) (165) (168) (173) (180) (420) (428) (440) (458)7-12 6180 6295 6480 6745 15735 16025 16490 17175(191) (275) (280) (288) (300) (700) (713) (734) (764)

4

4-12 4885 4975 5120 5330 12430 12660 13030 13565(114) (217) (221) (228) (237) (553) (563) (580) (603)

6 6510 6630 6825 7105 16575 16875 17370 18090(152) (290) (295) (304) (316) (737) (751) (773) (805)10 10850 11050 11375 11845 27620 28130 28950 30150

(254) (483) (492) (506) (527) (1229) (1251) (1288) (1341)

5

5-58 7315 7450 7665 7985 18615 18960 19515 20320(143) (325) (331) (341) (355) (828) (843) (868) (904)7-12 9750 9930 10220 10645 24825 25280 26015 27095(191) (434) (442) (455) (474) (1104) (1125) (1157) (1205)

12-12 16255 16550 17035 17740 41370 42130 43360 45155(318) (723) (736) (758) (789) (1840) (1874) (1929) (2009)

6

6-34 10180 10370 10670 11115 25920 26395 27165 28290(171) (453) (461) (475) (494) (1153) (1174) (1208) (1258)

9 13575 13825 14230 14820 34555 35195 36220 37720(229) (604) (615) (633) (659) (1537) (1566) (1611) (1678)15 22625 23045 23715 24695 57595 58655 60365 62865

(381) (1006) (1025) (1055) (1098) (2562) (2609) (2685) (2796)

7

7-78 13385 13630 14025 14605 34065 34690 35705 37180(200) (595) (606) (624) (650) (1515) (1543) (1588) (1654)

10-12 17845 18170 18700 19475 45420 46255 47605 49575(267) (794) (808) (832) (866) (2020) (2058) (2118) (2205)

17-12 29740 30285 31170 32460 75700 77090 79340 82625(445) (1323) (1347) (1387) (1444) (3367) (3429) (3529) (3675)

8

9 16980 17295 17800 18535 43225 44020 45305 47180(229) (755) (769) (792) (824) (1923) (1958) (2015) (2099)12 22640 23060 23730 24715 57635 58695 60410 62910

(305) (1007) (1026) (1056) (1099) (2564) (2611) (2687) (2798)20 37735 38430 39555 41190 96055 97825 100680 104845

(508) (1679) (1709) (1759) (1832) (4273) (4351) (4478) (4664)

9

10-18 21020 21405 22030 22945 53505 54490 56080 58400(257) (935) (952) (980) (1021) (2380) (2424) (2495) (2598)

13-12 28025 28540 29375 30590 71340 72655 74775 77870(343) (1247) (1270) (1307) (1361) (3173) (3232) (3326) (3464)

22-12 46710 47570 48960 50985 118900 121090 124620 129780(572) (2078) (2116) (2178) (2268) (5289) (5386) (5543) (5773)

10

11-14 25465 25935 26690 27795 63395 66010 67940 70750(286) (1133) (1154) (1187) (1236) (2820) (2936) (3022) (3147)15 33955 34575 35585 37060 86425 88015 90585 94335

(381) (1510) (1538) (1583) (1649) (3844) (3915) (4029) (4196)25 56590 57630 59310 61765 144040 146690 150975 157220

(635) (2517) (2563) (2638) (2747) (6407) (6525) (6716) (6993)

1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 4

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only Seismic design is not permitted for uncracked concrete

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

11Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 3 mdash Hilti HIT-RE 100 adhesive design strength with concrete bond failure for US rebar in cracked concrete 12345678910

Rebar Size

EffectiveEmbedment

Depthin (mm)

Tension mdash ϕNn Shear mdash ϕVn

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

3

3-38 1040 1060 1090 1135 2650 2700 2775 2890(86) (46) (47) (48) (50) (118) (120) (123) (129)

4-12 1390 1415 1455 1515 3535 3600 3705 3855(114) (62) (63) (65) (67) (157) (160) (165) (171)7-12 2315 2355 2425 2525 5890 5995 6170 6425(191) (103) (105) (108) (112) (262) (267) (274) (286)

4

4-12 1850 1885 1940 2020 4710 4795 4935 5140(114) (82) (84) (86) (90) (210) (213) (220) (229)

6 2465 2515 2585 2695 6280 6395 6585 6855(152) (110) (112) (115) (120) (279) (284) (293) (305)10 4110 4190 4310 4490 10470 10660 10970 11425

(254) (183) (186) (192) (200) (466) (474) (488) (508)

5

5-58 2890 2945 3030 3155 7360 7495 7715 8035(143) (129) (131) (135) (140) (327) (333) (343) (357)7-12 3855 3925 4040 4210 9815 9995 10285 10710(191) (171) (175) (180) (187) (437) (445) (457) (476)

12-12 6425 6545 6735 7015 16355 16655 17145 17850(318) (286) (291) (300) (312) (728) (741) (763) (794)

6

6-34 4165 4240 4365 4545 10600 10795 11110 11570(171) (185) (189) (194) (202) (472) (480) (494) (515)

9 5550 5655 5820 6060 14130 14390 14810 15425(229) (247) (252) (259) (270) (629) (640) (659) (686)15 9255 9425 9700 10100 23555 23985 24685 25705

(381) (412) (419) (431) (449) (1048) (1067) (1098) (1143)

7

7-78 5665 5770 5940 6185 14425 14690 15120 15745(200) (252) (257) (264) (275) (642) (653) (673) (700)

10-12 7555 7695 7920 8250 19235 19590 20160 20995(267) (336) (342) (352) (367) (856) (871) (897) (934)

17-12 12595 12825 13200 13745 32060 32645 33600 34990(445) (560) (570) (587) (611) (1426) (1452) (1495) (1556)

8

9 7030 7160 7365 7670 17890 18220 18755 19530(229) (313) (318) (328) (341) (796) (810) (834) (869)12 9370 9545 9825 10230 23855 24295 25005 26040

(305) (417) (425) (437) (455) (1061) (1081) (1112) (1158)20 15620 15905 16370 17050 39760 40490 41675 43400

(508) (695) (707) (728) (758) (1769) (1801) (1854) (1931)

9

10-18 8425 8580 8830 9195 21440 21835 22475 23405(257) (375) (382) (393) (409) (954) (971) (1000) (1041)

13-12 11230 11440 11770 12260 28590 29115 29965 31205(343) (500) (509) (524) (545) (1272) (1295) (1333) (1388)

22-12 18720 19065 19620 20430 47650 48525 49940 52010(572) (833) (848) (873) (909) (2120) (2158) (2221) (2314)

10

11-14 9915 10095 10390 10820 25235 25700 26450 27545(286) (441) (449) (462) (481) (1123) (1143) (1177) (1225)15 13220 13460 13855 14430 33645 34265 35265 36725

(381) (588) (599) (616) (642) (1497) (1524) (1569) (1634)25 22030 22435 23090 24045 56075 57110 58775 61210

(635) (980) (998) (1027) (1070) (2494) (2540) (2614) (2723)

1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 4

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0607 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 T abular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only For seismic loads multiply cracked concrete tabular values in tension and shear by αseis = 0675 See section 245 for additional information on seismic

applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

12 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 4 mdash Steel design strength for US rebar 1

Rebar Size

ASTM A 615 Grade 40 2 ASTM A 615 Grade 60 2 ASTM A 706 Grade 60 2 Tensile3

ϕNsa

lb (kN)

Shear4

ϕVsa

lb (kN)

Seismic Shear5

ϕVsaeq

lb (kN)

Tensile3

ϕNsa

lb (kN)

Shear4

ϕVsa

lb (kN)

Seismic Shear5

ϕVsaeq

lb (kN)

Tensile3

ϕNsa

lb (kN)

Shear4

ϕVsa

lb (kN)

Seismic Shear5

ϕVsaeq

lb (kN)

34290 2375 1665 6435 3565 2495 6600 3430 2400(191) (106) (74) (286) (159) (111) (294) (153) (107)

47800 4320 3025 11700 6480 4535 12000 6240 4370(347) (192) (135) (520) (288) (202) (534) (278) (194)

512090 6695 4685 18135 10045 7030 18600 9670 6770(538) (298) (208) (807) (447) (313) (827) (430) (301)

617160 9505 6655 25740 14255 9980 26400 13730 9610(763) (423) (296) (1145) (634) (444) (1174) (611) (427)

723400 12960 9070 35100 19440 13610 36000 18720 13105(1041) (576) (403) (1561) (865) (605) (1601) (833) (583)

830810 17065 11945 46215 25595 17915 47400 24650 17255(1370) (759) (531) (2056) (1139) (797) (2108) (1096) (768)

939000 21600 15120 58500 32400 22680 60000 31200 21840(1735) (961) (673) (2602) (1441) (1009) (2669) (1388) (971)

1049530 27430 19200 74295 41150 28805 76200 39625 27740(2203) (1220) (854) (3305) (1830) (1281) (3390) (1763) (1234)

1 See Section 244 to convert design strength value to ASD value2 ASTM A706 Grade 60 rebar are considered ductile steel elements ASTM A 615 Grade 40 and 60 rebar are considered brittle steel elements3 Tensile = ϕ AseN futa as noted in ACI 318-14 Chapter 174 Shear = ϕ 060 AseN futa as noted in ACI 318-14 Chapter 175 Seismic Shear = αVseis ϕVsa Reduction for seismic shear only See section 245 for additional information on seismic applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

13Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 5 mdash Load adjustment factors for 3 rebar in uncracked concrete 123

3Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12(86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191)

Spac

ing

(s)

Edg

e D

ista

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) 1-34 (44) na na na 032 023 013 na na na 010 008 005 021 016 009 na na na1-78 (48) 059 057 054 033 024 014 054 053 052 012 009 005 023 017 010 na na na

2 (51) 060 057 054 034 025 014 054 053 052 013 010 006 025 019 011 na na na3 (76) 065 061 057 042 031 018 056 055 054 023 018 011 042 031 018 na na na4 (102) 070 065 059 052 038 022 058 057 055 036 027 016 052 038 022 na na na

4-58 (117) 073 067 060 060 043 025 060 058 056 045 034 020 060 043 025 062 na na5 (127) 075 069 061 064 047 027 061 059 056 050 038 023 064 047 027 065 na na

5-34 (146) 078 071 063 074 054 031 062 060 057 062 046 028 074 054 031 070 063 na6 (152) 080 072 063 077 056 033 063 060 057 066 050 030 077 056 033 071 065 na7 (178) 085 076 066 090 066 038 065 062 059 083 062 037 090 066 038 077 070 na8 (203) 090 080 068 100 075 043 067 064 060 100 076 046 100 075 043 082 075 na

8-34 (222) 093 082 069 082 048 068 065 061 087 052 082 048 086 078 0669 (229) 094 083 070 084 049 069 066 061 091 055 084 049 087 079 067

10 (254) 099 087 072 094 054 071 067 062 100 064 094 054 092 083 07011 (279) 100 091 074 100 060 073 069 064 074 100 060 096 087 07412 (305) 094 077 065 075 071 065 084 065 100 091 07714 (356) 100 081 076 080 074 067 100 076 099 08316 (406) 086 087 084 078 070 087 100 08918 (457) 090 098 088 081 072 098 09424 (610) 100 100 100 092 080 100 10030 (762) 100 08736 (914) 095

gt48 (1219) 100

Table 6 mdash Load adjustment factors for 3 rebar in cracked concrete 123

3Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear5

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12(86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191)

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) 1-34 (44) na na na 054 049 043 na na na 020 015 009 040 030 018 na na na1-78 (48) 059 057 054 056 050 044 056 055 054 022 017 010 044 033 020 na na na

2 (51) 060 057 054 057 051 044 056 055 054 024 018 011 049 036 022 na na na3 (76) 065 061 057 070 060 049 060 058 056 045 033 020 070 060 040 na na na4 (102) 070 065 059 084 070 055 063 061 058 069 051 031 084 070 055 na na na

4-58 (117) 073 067 060 093 076 058 065 062 059 085 064 038 093 076 058 077 na na5 (127) 075 069 061 099 080 060 066 063 060 096 072 043 099 080 060 081 na na

5-34 (146) 078 071 063 100 088 064 069 065 061 100 089 053 100 088 064 086 078 na6 (152) 080 072 063 091 066 069 066 061 095 057 091 066 088 080 na7 (178) 085 076 066 100 072 073 069 063 100 072 100 072 095 087 na8 (203) 090 080 068 078 076 071 065 087 078 100 093 na

8-34 (222) 093 082 069 083 078 073 067 100 083 097 0829 (229) 094 083 070 085 079 074 067 085 098 083

10 (254) 099 087 072 091 082 077 069 091 100 08711 (279) 100 091 074 098 086 079 071 098 09212 (305) 094 077 100 089 082 073 100 09614 (356) 100 081 095 087 077 10016 (406) 086 100 093 08018 (457) 090 098 08424 (610) 100 100 09630 (762) 10036 (914)

gt48 (1219)1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

14 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 7 mdash Load adjustment factors for 4 rebar in uncracked concrete 123

4Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10(114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254)

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1-34 (44) na na na 027 020 012 na na na 007 005 003 014 010 006 na na na2-12 (64) 059 057 054 032 023 014 054 053 052 012 009 005 023 018 011 na na na

3 (76) 061 058 055 035 026 015 055 054 053 015 012 007 031 023 014 na na na4 (102) 065 061 057 041 030 018 056 055 054 024 018 011 041 030 018 na na na5 (127) 069 064 058 048 035 021 058 057 055 033 025 015 048 035 021 na na na

5-34 (146) 071 066 060 054 040 023 059 058 055 041 031 018 054 040 023 061 na na6 (152) 072 067 060 057 042 024 060 058 056 043 033 020 057 042 024 062 na na7 (178) 076 069 062 066 048 028 061 059 057 055 041 025 066 048 028 067 na na

7-14 (184) 077 070 062 068 050 029 062 060 057 058 043 026 068 050 029 068 062 na8 (203) 080 072 063 075 055 032 063 061 057 067 050 030 075 055 032 071 065 na9 (229) 083 075 065 085 062 036 064 062 058 080 060 036 085 062 036 076 069 na

10 (254) 087 078 067 094 069 040 066 063 059 094 070 042 094 069 040 080 073 na11-14 (286) 092 081 069 100 078 046 068 065 061 100 084 050 100 078 046 085 077 065

12 (305) 094 083 070 083 049 069 066 061 092 055 083 049 087 079 06714 (356) 100 089 073 097 057 072 068 063 100 070 097 057 094 086 07216 (406) 094 077 100 065 076 071 065 085 100 065 100 092 07718 (457) 100 080 073 079 074 067 100 073 097 08220 (508) 083 081 082 076 069 081 100 08722 (559) 087 089 085 079 071 089 09124 (610) 090 097 088 082 072 097 09530 (762) 100 100 098 089 078 100 10036 (914) 100 097 084

gt48 (1219) 100 095

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 8 mdash Load adjustment factors for 4 rebar in cracked concrete 123

4Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10(114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254)

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) 1-34 (44) na na na 049 045 041 na na na 013 010 006 026 019 012 na na na2-12 (64) 059 057 054 056 050 044 056 055 054 022 017 010 044 033 020 na na na

3 (76) 061 058 055 060 053 046 057 056 054 029 022 013 058 043 026 na na na4 (102) 065 061 057 070 060 049 060 058 056 045 033 020 070 060 040 na na na5 (127) 069 064 058 080 067 053 062 060 057 062 047 028 080 067 053 na na na

5-34 (146) 071 066 060 088 073 056 064 062 058 077 058 035 088 073 056 075 na na6 (152) 072 067 060 091 075 057 065 062 059 082 061 037 091 075 057 076 na na7 (178) 076 069 062 100 083 062 067 064 060 100 077 046 100 083 062 083 na na

7-14 (184) 077 070 062 085 063 068 065 060 082 049 085 063 084 076 na8 (203) 080 072 063 091 066 069 066 061 095 057 091 066 088 080 na9 (229) 083 075 065 100 070 072 068 063 100 068 100 070 094 085 na

10 (254) 087 078 067 075 074 070 064 079 075 099 090 na11-14 (286) 092 081 069 081 077 073 066 095 081 100 095 080

12 (305) 094 083 070 085 079 074 067 100 085 098 08314 (356) 100 089 073 095 084 078 070 095 100 08916 (406) 094 077 100 089 082 073 100 09618 (457) 100 080 094 086 076 10020 (508) 083 099 090 07922 (559) 087 100 094 08124 (610) 090 098 08430 (762) 100 100 09336 (914) 100

gt48 (1219)

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

15Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 9 mdash Load adjustment factors for 5 rebar in uncracked concrete 123

5Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12(143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318)

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1-34 (44) na na na 025 019 011 na na na 005 004 002 010 008 005 na na na3-18 (79) 059 057 054 032 023 014 054 053 052 012 009 005 024 018 011 na na na

4 (102) 062 059 055 036 027 016 055 054 053 018 013 008 035 026 016 na na na5 (127) 065 061 057 042 031 018 057 055 054 025 019 011 042 031 018 na na na6 (152) 068 063 058 047 035 020 058 056 055 032 024 015 047 035 020 na na na7 (178) 071 066 059 053 039 023 059 058 055 041 031 018 053 039 023 na na na

7-18 (181) 071 066 060 054 040 023 059 058 055 042 031 019 054 040 023 061 na na8 (203) 074 068 061 061 045 026 060 059 056 050 037 022 061 045 026 065 na na9 (229) 077 070 062 069 051 030 062 060 057 060 045 027 069 051 030 069 062 na

10 (254) 080 072 063 076 056 033 063 061 058 070 052 031 076 056 033 072 066 na11 (279) 083 074 065 084 062 036 064 062 058 081 060 036 084 062 036 076 069 na12 (305) 086 077 066 092 067 039 066 063 059 092 069 041 092 067 039 079 072 na14 (356) 091 081 069 100 079 046 068 065 061 100 087 052 100 079 046 086 078 06616 (406) 097 086 071 090 053 071 067 062 100 064 090 053 092 083 07018 (457) 100 090 074 100 059 074 069 064 076 100 059 097 088 07420 (508) 094 077 066 076 072 065 089 066 100 093 07822 (559) 099 079 072 079 074 067 100 072 098 08224 (610) 100 082 079 081 076 068 079 100 08626 (660) 085 085 084 078 070 085 09028 (711) 087 092 087 080 072 092 09330 (762) 090 099 089 082 073 099 09636 (914) 098 100 097 089 078 100 100

gt48 (1219) 100 100 100 087

Table 10 mdash Load adjustment factors for 5 rebar in cracked concrete 123

5Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12(143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318)

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) 1-34 (44) na na na 046 043 040 na na na 009 007 004 018 014 008 na na na3-18 (79) 059 057 054 056 050 044 056 055 054 022 017 010 044 033 020 na na na

4 (102) 062 059 055 062 055 046 058 056 055 032 024 014 062 048 029 na na na5 (127) 065 061 057 070 060 049 060 058 056 045 033 020 070 060 040 na na na6 (152) 068 063 058 078 066 053 062 060 057 059 044 026 078 066 053 na na na7 (178) 071 066 059 087 072 056 064 061 058 074 055 033 087 072 056 na na na

7-18 (181) 071 066 060 088 073 056 064 061 058 076 057 034 088 073 056 074 na na8 (203) 074 068 061 096 078 059 066 063 059 090 068 041 096 078 059 079 na na9 (229) 077 070 062 100 085 062 068 064 060 100 081 048 100 085 062 084 076 na

10 (254) 080 072 063 091 066 069 066 061 095 057 091 066 088 080 na11 (279) 083 074 065 098 069 071 068 063 100 065 098 069 093 084 na12 (305) 086 077 066 100 073 073 069 064 075 100 073 097 088 na14 (356) 091 081 069 081 077 072 066 094 081 100 095 08016 (406) 097 086 071 089 081 076 068 100 089 100 08618 (457) 100 090 074 097 085 079 071 097 09120 (508) 094 077 100 089 082 073 100 09622 (559) 099 079 093 085 075 10024 (610) 100 082 097 089 07726 (660) 085 100 092 08028 (711) 087 095 08230 (762) 090 098 08436 (914) 098 100 091

gt48 (1219) 100 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

16 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 11 mdash Load adjustment factors for 6 rebar in uncracked concrete 123

6Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15(171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381)

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) 1-34 (44) na na na 024 018 010 na na na 004 003 002 008 006 004 na na na3-34 (95) 059 057 054 032 023 014 054 053 052 012 009 006 025 019 011 na na na

4 (102) 060 057 054 033 024 014 054 054 053 014 010 006 027 020 012 na na na5 (127) 062 059 056 037 027 016 056 055 053 019 014 009 037 027 016 na na na6 (152) 065 061 057 042 031 018 057 055 054 025 019 011 042 031 018 na na na7 (178) 067 063 058 047 034 020 058 056 055 032 024 014 047 034 020 na na na8 (203) 070 065 059 052 038 022 059 057 055 039 029 017 052 038 022 na na na

8-12 (216) 071 066 059 055 040 024 059 058 056 042 032 019 055 040 024 061 na na9 (229) 072 067 060 058 043 025 060 058 056 046 034 021 058 043 025 063 na na

10 (254) 075 069 061 064 047 028 061 059 056 054 040 024 064 047 028 066 na na10-34 (273) 077 070 062 069 051 030 062 060 057 060 045 027 069 051 030 069 063 na

12 (305) 080 072 063 077 057 033 063 061 058 071 053 032 077 057 033 073 066 na14 (356) 085 076 066 090 066 039 065 063 059 089 067 040 090 066 039 079 071 na16 (406) 090 080 068 100 076 044 068 065 060 100 082 049 100 076 044 084 076 na

16-34 (425) 091 081 069 079 046 068 065 061 087 052 079 046 086 078 06618 (457) 094 083 070 085 050 070 066 062 097 058 085 050 089 081 06820 (508) 099 087 072 095 055 072 068 063 100 068 095 055 094 085 07222 (559) 100 091 074 100 061 074 070 064 079 100 061 099 089 07524 (610) 094 077 067 076 072 066 090 067 100 093 07926 (660) 098 079 072 079 074 067 100 072 097 08228 (711) 100 081 078 081 075 068 078 100 08530 (762) 083 083 083 077 069 083 08836 (914) 090 100 090 083 073 100 097

gt48 (1219) 100 100 094 081 100

Table 12 mdash Load adjustment factors for 6 rebar in cracked concrete 123

6Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcreteThickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15(171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381)

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1-34 (44) na na na 044 042 039 na na na 007 005 003 014 010 006 na na na3-34 (95) 059 057 054 056 050 044 056 055 054 022 016 010 043 032 019 na na na

4 (102) 060 057 054 057 051 044 056 055 054 024 018 011 048 036 021 na na na5 (127) 062 059 056 063 056 047 058 057 055 033 025 015 063 050 030 na na na6 (152) 065 061 057 070 060 049 060 058 056 044 033 020 070 060 039 na na na7 (178) 067 063 058 077 065 052 061 059 057 055 041 025 077 065 050 na na na8 (203) 070 065 059 084 070 055 063 061 058 067 050 030 084 070 055 na na na

8-12 (216) 071 066 059 088 072 056 064 061 058 074 055 033 088 072 056 074 na na9 (229) 072 067 060 091 075 057 064 062 058 080 060 036 091 075 057 076 na na

10 (254) 075 069 061 099 080 060 066 063 059 094 070 042 099 080 060 080 na na10-34 (273) 077 070 062 100 084 062 067 064 060 100 079 047 100 084 062 083 075 na

12 (305) 080 072 063 091 066 069 066 061 100 093 056 091 066 088 080 na14 (356) 085 076 066 100 072 072 068 063 100 070 100 072 095 086 na16 (406) 090 080 068 078 076 071 065 086 078 100 092 na

16-34 (425) 091 081 069 081 077 072 066 092 081 094 07918 (457) 094 083 070 085 079 074 067 100 085 097 08220 (508) 099 087 072 091 082 076 069 091 100 08722 (559) 100 091 074 098 085 079 071 098 09124 (610) 094 077 100 088 082 073 100 09526 (660) 098 079 092 084 074 09928 (711) 100 081 095 087 076 10030 (762) 083 098 090 07836 (914) 090 100 098 084

gt48 (1219) 100 100 095

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

17Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 13 mdash Load adjustment factors for 7 rebar in uncracked concrete 123

7Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12(200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445)

Spac

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(s)

Edg

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ista

nce

(ca)

Con

cret

e Th

ickn

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(h)

mdash in

(mm

) 1-34 (44) na na na 023 017 010 na na na 003 002 001 006 004 003 na na na4-38 (111) 059 057 054 032 024 014 054 053 052 012 009 005 024 018 011 na na na

5 (127) 061 058 055 034 025 015 055 054 053 014 011 007 029 022 013 na na na6 (152) 063 060 056 038 028 016 056 055 053 019 014 009 038 028 016 na na na7 (178) 065 061 057 042 031 018 056 055 054 024 018 011 042 031 018 na na na8 (203) 067 063 058 046 034 020 057 056 054 029 022 013 046 034 020 na na na9 (229) 069 064 059 051 037 022 058 057 055 035 026 016 051 037 022 na na na

9-78 (251) 071 066 059 055 041 024 059 057 055 040 030 018 055 041 024 060 na na10 (254) 071 066 060 056 041 024 059 058 055 041 031 018 056 041 024 061 na na11 (279) 073 067 060 061 045 026 060 058 056 047 035 021 061 045 026 064 na na12 (305) 075 069 061 067 049 029 061 059 056 054 040 024 067 049 029 066 na na

12-12 (318) 076 070 062 070 051 030 061 059 057 057 043 026 070 051 030 068 062 na14 (356) 080 072 063 078 058 034 063 061 058 068 051 031 078 058 034 072 065 na16 (406) 084 075 065 089 066 039 065 062 059 083 062 037 089 066 039 077 070 na18 (457) 088 079 067 100 074 043 067 064 060 099 074 044 100 074 043 081 074 na

19-12 (495) 091 081 069 080 047 068 065 061 100 084 050 080 047 085 077 06520 (508) 092 082 069 082 048 068 065 061 087 052 082 048 086 078 06622 (559) 097 085 071 090 053 070 067 062 100 060 090 053 090 082 06924 (610) 100 088 073 099 058 072 068 063 068 099 058 094 085 07226 (660) 091 075 100 063 074 070 064 077 100 063 098 089 07528 (711) 094 077 067 076 071 065 086 067 100 092 07830 (762) 098 079 072 078 073 066 096 072 095 08036 (914) 100 084 087 083 077 069 100 087 100 088

gt48 (1219) 096 100 094 086 076 100 100

Table 14 mdash Load adjustment factors for 7 rebar in cracked concrete 123

7Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12(200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445)

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Edg

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e Th

ickn

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(h)

mdash in

(mm

) 1-34 (44) na na na 043 041 038 na na na 005 004 002 010 008 005 na na na4-38 (111) 059 057 054 056 050 044 056 055 053 020 015 009 040 030 018 na na na

5 (127) 061 058 055 059 052 045 057 055 054 024 018 011 049 037 022 na na na6 (152) 063 060 056 064 056 047 058 056 055 032 024 014 064 048 029 na na na7 (178) 065 061 057 070 060 049 059 058 055 040 030 018 070 060 036 na na na8 (203) 067 063 058 076 064 052 060 059 056 049 037 022 076 064 044 na na na9 (229) 069 064 059 082 068 054 062 060 057 059 044 027 082 068 053 na na na

9-78 (251) 071 066 059 087 072 056 063 061 058 068 051 030 087 072 056 072 na na10 (254) 071 066 060 088 073 056 063 061 058 069 052 031 088 073 056 072 na na11 (279) 073 067 060 095 077 059 064 062 058 080 060 036 095 077 059 076 na na12 (305) 075 069 061 100 082 061 066 063 059 091 068 041 100 082 061 079 na na

12-12 (318) 076 070 062 084 062 066 063 060 097 072 043 084 062 081 073 na14 (356) 080 072 063 091 066 068 065 061 100 086 051 091 066 085 078 na16 (406) 084 075 065 100 071 071 067 062 100 063 100 071 091 083 na18 (457) 088 079 067 076 073 069 064 075 076 097 088 na

19-12 (495) 091 081 069 080 075 071 065 085 080 100 092 07720 (508) 092 082 069 082 076 071 065 088 082 093 07822 (559) 097 085 071 087 079 074 067 100 087 097 08224 (610) 100 088 073 093 081 076 068 093 100 08626 (660) 091 075 099 084 078 070 099 08928 (711) 094 077 100 086 080 071 100 09330 (762) 098 079 089 082 073 09636 (914) 100 084 097 089 078 100

gt48 (1219) 096 100 100 087

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

18 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 15 mdash Load adjustment factors for 8 rebar in uncracked concrete 123

8Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

9 12 20 9 12 20 9 12 20 9 12 20 9 12 20 9 12 20(229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508)

Spac

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(s)

Edg

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(ca)

Con

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e Th

ickn

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(h)

mdash in

(mm

) 1-34 (44) na na na 023 017 010 na na na 002 002 001 005 004 002 na na na5 (127) 059 057 054 032 024 014 054 053 052 011 009 005 023 017 010 na na na6 (152) 061 058 055 035 026 015 055 054 053 015 011 007 030 022 013 na na na7 (178) 063 060 056 039 029 017 055 055 053 019 014 009 038 028 017 na na na8 (203) 065 061 057 042 031 018 056 055 054 023 017 010 042 031 018 na na na9 (229) 067 063 058 046 034 020 057 056 054 028 021 012 046 034 020 na na na

10 (254) 069 064 058 050 037 021 058 056 055 032 024 015 050 037 021 na na na11 (279) 070 065 059 054 040 023 059 057 055 037 028 017 054 040 023 na na na

11-14 (286) 071 066 059 056 041 024 059 057 055 038 029 017 056 041 024 059 na na12 (305) 072 067 060 059 044 026 059 058 056 042 032 019 059 044 026 061 na na13 (330) 074 068 061 064 047 028 060 058 056 048 036 022 064 047 028 064 na na14 (356) 076 069 062 069 051 030 061 059 056 053 040 024 069 051 030 066 na na

14-14 (362) 076 070 062 070 052 030 061 059 057 055 041 025 070 052 030 067 061 na16 (406) 080 072 063 079 058 034 063 060 057 065 049 029 079 058 034 071 064 na18 (457) 083 075 065 089 065 038 064 062 058 078 058 035 089 065 038 075 068 na20 (508) 087 078 067 099 073 043 066 063 059 091 068 041 099 073 043 079 072 na22 (559) 091 081 068 100 080 047 067 064 060 100 079 047 100 080 047 083 075 na

22-14 (565) 091 081 069 081 047 067 064 060 080 048 081 047 084 076 06424 (610) 094 083 070 087 051 069 066 061 090 054 087 051 087 079 06626 (660) 098 086 072 094 055 070 067 062 100 061 094 055 090 082 06928 (711) 100 089 073 100 060 072 068 063 068 100 060 094 085 07230 (762) 092 075 064 074 069 064 075 064 097 088 07436 (914) 100 080 077 078 073 067 099 077 100 097 081

gt48 (1219) 090 100 088 081 072 100 100 100 094

Table 16 mdash Load adjustment factors for 8 rebar in cracked concrete 123

8Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

9 12 20 9 12 20 9 12 20 9 12 20 9 12 20 9 12 20(229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508)

Spac

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(s)

Edg

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ista

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(ca)

Con

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e Th

ickn

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(h)

mdash in

(mm

) 1-34 (44) na na na 042 040 038 na na na 004 003 002 008 006 004 na na na5 (127) 059 057 054 056 050 044 056 055 053 020 015 009 039 030 018 na na na6 (152) 061 058 055 060 053 046 057 056 054 026 019 012 052 039 023 na na na7 (178) 063 060 056 065 057 047 058 057 055 033 024 015 065 049 029 na na na8 (203) 065 061 057 070 060 049 059 057 055 040 030 018 070 060 036 na na na9 (229) 067 063 058 075 064 051 060 058 056 048 036 021 075 064 043 na na na

10 (254) 069 064 058 080 067 053 061 059 057 056 042 025 080 067 050 na na na11 (279) 070 065 059 086 071 055 062 060 057 064 048 029 086 071 055 na na na

11-14 (286) 071 066 059 087 072 056 063 060 057 066 050 030 087 072 056 071 na na12 (305) 072 067 060 091 075 057 064 061 058 073 055 033 091 075 057 074 na na13 (330) 074 068 061 097 079 059 065 062 059 083 062 037 097 079 059 077 na na14 (356) 076 069 062 100 083 062 066 063 059 092 069 042 100 083 062 079 na na

14-14 (362) 076 070 062 084 062 066 063 059 095 071 043 084 062 080 073 na16 (406) 080 072 063 091 066 068 065 061 100 085 051 091 066 085 077 na18 (457) 083 075 065 100 070 070 067 062 100 061 100 070 090 082 na20 (508) 087 078 067 075 073 069 063 071 075 095 086 na22 (559) 091 081 068 080 075 070 065 082 080 100 091 na

22-14 (565) 091 081 069 080 075 071 065 083 080 091 07724 (610) 094 083 070 085 077 072 066 093 085 095 08026 (660) 098 086 072 090 079 074 067 100 090 098 08328 (711) 100 089 073 095 082 076 069 095 100 08630 (762) 092 075 100 084 078 070 100 08936 (914) 100 080 091 084 074 098

gt48 (1219) 090 100 095 082 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

19Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 17 mdash Load adjustment factors for 9 rebar in uncracked concrete 123

9Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12(257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572)

Spac

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(s)

Edg

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(ca)

Con

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e Th

ickn

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(h)

mdash in

(mm

) 1-34 (44) na na na 022 016 010 na na na 002 001 001 004 003 002 na na na5-58 (143) 059 057 054 032 024 014 054 053 052 011 008 005 022 016 010 na na na

6 (152) 060 057 054 034 025 014 054 053 052 012 009 005 024 018 011 na na na7 (178) 062 059 055 037 027 016 055 054 053 015 011 007 031 023 014 na na na8 (203) 063 060 056 040 029 017 055 054 053 019 014 008 037 028 017 na na na9 (229) 065 061 057 043 031 018 056 055 054 022 017 010 043 031 018 na na na

10 (254) 066 062 057 046 034 020 057 056 054 026 020 012 046 034 020 na na na11 (279) 068 064 058 050 036 021 057 056 054 030 023 014 050 036 021 na na na12 (305) 070 065 059 054 039 023 058 057 055 034 026 015 054 039 023 na na na

12-78 (327) 071 066 060 057 042 025 059 057 055 038 029 017 057 042 025 059 na na13 (330) 071 066 060 058 043 025 059 057 055 039 029 017 058 043 025 059 na na14 (356) 073 067 060 062 046 027 060 058 056 043 032 019 062 046 027 062 na na16 (406) 076 070 062 071 052 031 061 059 056 053 040 024 071 052 031 066 na na

16-14 (413) 077 070 062 072 053 031 061 059 056 054 040 024 072 053 031 066 060 na18 (457) 080 072 063 080 059 035 062 060 057 063 047 028 080 059 035 070 064 na20 (508) 083 075 065 089 066 038 064 061 058 074 055 033 089 066 038 074 067 na22 (559) 086 077 066 098 072 042 065 062 059 085 064 038 098 072 042 077 070 na24 (610) 090 080 068 100 079 046 066 063 060 097 073 044 100 079 046 081 073 na

25-14 (641) 092 081 069 083 048 067 064 060 100 078 047 083 048 083 075 06426 (660) 093 082 069 085 050 068 065 060 082 049 085 050 084 076 06428 (711) 096 085 071 092 054 069 066 061 092 055 092 054 087 079 06730 (762) 099 087 072 098 058 070 067 062 100 061 098 058 090 082 06936 (914) 100 094 077 100 069 074 070 064 080 100 069 099 090 076

gt48 (1219) 100 086 092 083 077 069 100 092 100 100 088

Table 18 mdash Load adjustment factors for 9 rebar in cracked concrete 123

9Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12(257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572)

Spac

ing

(s)

Edg

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ista

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(ca)

Con

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e Th

ickn

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(h)

mdash in

(mm

) 1-34 (44) na na na 041 039 038 na na na 003 003 002 007 005 003 na na na5-58 (143) 059 057 054 056 050 044 056 055 053 020 015 009 039 029 018 na na na

6 (152) 060 057 054 057 051 044 056 055 054 022 016 010 043 032 019 na na na7 (178) 062 059 055 061 054 046 057 056 054 027 020 012 054 041 024 na na na8 (203) 063 060 056 065 057 048 058 057 055 033 025 015 065 050 030 na na na9 (229) 065 061 057 070 060 049 059 057 055 040 030 018 070 059 036 na na na

10 (254) 066 062 057 074 063 051 060 058 056 046 035 021 074 063 042 na na na11 (279) 068 064 058 079 067 053 061 059 056 054 040 024 079 067 048 na na na12 (305) 070 065 059 084 070 055 062 060 057 061 046 027 084 070 055 na na na

12-78 (327) 071 066 060 088 073 056 063 061 058 068 051 031 088 073 056 072 na na13 (330) 071 066 060 089 073 056 063 061 058 069 052 031 089 073 056 072 na na14 (356) 073 067 060 094 077 058 064 062 058 077 058 035 094 077 058 075 na na16 (406) 076 070 062 100 084 062 066 063 059 094 071 042 100 084 062 080 na na

16-14 (413) 077 070 062 085 063 066 063 060 096 072 043 085 063 081 073 na18 (457) 080 072 063 091 066 068 065 061 100 084 050 091 066 085 077 na20 (508) 083 075 065 099 070 070 067 062 099 059 099 070 089 081 na22 (559) 086 077 066 100 074 072 068 063 100 068 100 074 094 085 na24 (610) 090 080 068 078 074 070 064 078 078 098 089 na

25-14 (641) 092 081 069 081 075 071 065 084 081 100 091 07726 (660) 093 082 069 082 076 071 065 088 082 093 07828 (711) 096 085 071 087 078 073 066 098 087 096 08130 (762) 099 087 072 091 080 075 068 100 091 100 08436 (914) 100 094 077 100 086 080 071 100 092

gt48 (1219) 100 086 100 098 090 078 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

20 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 19 mdash Load adjustment factors for 10 rebar in uncracked concrete 123

10Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25(286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635)

Spac

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(s)

Edg

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(ca)

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ickn

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(h)

mdash in

(mm

) 1-34 (44) na na na 022 016 009 na na na 002 001 001 003 002 001 na na na6-14 (159) 059 057 054 032 024 014 054 053 052 011 008 005 022 016 010 na na na

7 (178) 060 058 055 034 025 015 054 053 052 013 009 006 026 019 011 na na na8 (203) 062 059 055 037 027 016 055 054 053 016 012 007 031 023 014 na na na9 (229) 063 060 056 040 029 017 055 054 053 019 014 008 038 028 017 na na na

10 (254) 065 061 057 043 032 018 056 055 054 022 016 010 043 032 018 na na na11 (279) 066 062 057 046 034 020 057 055 054 025 019 011 046 034 020 na na na12 (305) 068 063 058 049 036 021 057 056 054 029 021 013 049 036 021 na na na13 (330) 069 064 059 053 039 023 058 056 055 033 024 014 053 039 023 na na na14 (356) 071 066 059 057 042 024 059 057 055 036 027 016 057 042 024 na na na

14-14 (362) 071 066 060 058 042 025 059 057 055 037 027 016 058 042 025 059 na na15 (381) 072 067 060 061 045 026 059 057 055 040 030 018 061 045 026 060 na na16 (406) 074 068 061 065 047 028 060 058 056 045 033 020 065 047 028 062 na na17 (432) 075 069 061 069 050 030 060 058 056 049 036 021 069 050 030 064 na na18 (457) 077 070 062 073 053 031 061 059 056 053 039 023 073 053 031 066 060 na20 (508) 080 072 063 081 059 035 062 060 057 062 046 027 081 059 035 070 063 na22 (559) 083 074 065 089 065 038 063 061 058 072 053 032 089 065 038 073 066 na24 (610) 086 077 066 097 071 042 065 062 058 082 060 036 097 071 042 076 069 na26 (660) 089 079 067 100 077 045 066 063 059 092 068 041 100 077 045 079 072 na28 (711) 091 081 069 100 083 049 067 064 060 100 076 045 083 049 082 074 06330 (762) 094 083 070 089 052 068 065 061 084 050 089 052 085 077 06536 (914) 100 090 074 100 063 072 068 063 100 066 100 063 094 084 071

gt48 (1219) 100 082 083 079 074 067 100 083 100 097 082

Table 20 mdash Load adjustment factors for 10 rebar in cracked concrete 123

10Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25(286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 040 039 037 na na na 003 002 001 006 004 003 na na na6-14 (159) 059 057 054 056 050 044 056 055 053 020 015 009 039 029 018 na na na

7 (178) 060 058 055 058 052 045 056 055 054 023 017 010 046 035 021 na na na8 (203) 062 059 055 062 055 046 057 056 054 028 021 013 056 042 025 na na na9 (229) 063 060 056 066 057 048 058 057 055 034 025 015 066 051 030 na na na

10 (254) 065 061 057 070 060 049 059 057 055 039 030 018 070 059 036 na na na11 (279) 066 062 057 074 063 051 060 058 056 046 034 020 074 063 041 na na na12 (305) 068 063 058 078 066 053 061 059 056 052 039 023 078 066 047 na na na13 (330) 069 064 059 082 069 054 062 060 057 059 044 026 082 069 053 na na na14 (356) 071 066 059 087 072 056 063 060 057 065 049 029 087 072 056 na na na

14-14 (362) 071 066 060 088 073 056 063 061 058 067 050 030 088 073 056 071 na na15 (381) 072 067 060 091 075 057 063 061 058 073 054 033 091 075 057 073 na na16 (406) 074 068 061 096 078 059 064 062 058 080 060 036 096 078 059 076 na na17 (432) 075 069 061 100 081 061 065 063 059 087 066 039 100 081 061 078 na na18 (457) 077 070 062 085 062 066 063 059 095 071 043 085 062 080 073 na20 (508) 080 072 063 091 066 068 065 061 100 084 050 091 066 085 077 na22 (559) 083 074 065 098 069 070 066 062 097 058 098 069 089 081 na24 (610) 086 077 066 100 073 072 068 063 100 066 100 073 093 084 na26 (660) 089 079 067 077 073 069 064 074 077 097 088 na28 (711) 091 081 069 081 075 071 065 083 081 100 091 07730 (762) 094 083 070 085 077 072 066 092 085 094 07936 (914) 100 090 074 097 082 077 069 100 097 100 087

gt48 (1219) 100 082 100 093 086 075 100 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

21Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

249 hilti hit-re 100 adhesive with hilti haS threaded rod

Cracked or uncracked concrete

Permissible concete conditions Permissible drilling methods

Dry concrete

Hammer Drilling with Carbide Tipped Drill Bit

Uncracked Concrete Water-saturated concrete

Cracked Concrete Water-filled holes

Submerged (underwater)

Hilti HAS Threaded Rod

Hilti HIT-V Threaded Rod

Table 21 mdash Specifications for fractional threaded rod installed with HIT-RE 100 adhesive

Setting information Symbol UnitsNominal anchor diameter

38 12 58 34 78 1 1-14

Nominal bit diameter do in 716 916 34 78 1 1-18 1-38

Standard effective embedment hefstd

in 3-38 4-12 5-58 6-34 7-78 9 11-14

(mm) (86) (114) (143) (171) (200) (229) (286)

Effective Embedment

minimum hefmin

in 2-38 2-34 3-18 3-12 3-12 4 5

(mm) (60) (70) (79) (89) (89) (102) (127)

maximum hefmax

in 7-12 10 12-12 15 17-12 20 25

(mm) (191) (254) (318) (381) (445) (508) (635)

Minimum diameter of fixture hole

through-set

in 12 58 13161 15161 1-181 1-141 1-121

preset

in 716 1916 1116 1316 1516 1-18 1-38

Installation torque Tinst

ft-lb 15 30 60 100 125 150 200

(Nm) (20) (40) (80) (136) (169) (203) (271)

Minimum Concrete Thickness hmin

in hef + 1-14 58 to 78 rods also have min conc

hef + 2 hef + 3

(mm) (hef + 51) thickness = hef+2do (hef + 57) (hef + 76)

Minimum edge distance2 cmin

in 1-78 2-12 3-18 3-34 4-38 5 5-58

(mm) (48) (64) (79) (95) (111) (127) (143)

Minimum anchor spacing smin

in 1-78 2-12 3-18 3-34 4-38 5 5-58

(mm) (48) (64) (79) (95) (111) (127) (143)

1 Install using (2) washers See Figure 52 Edge distance of 1-34-inch (44mm) is permitted provided the installation torque is reduced to 030 T inst for 5d lt s lt 16-in and to 05

Tinst for sgt16-in

min

Figure 4 mdash HASHIT-V threaded rods

Figure 5 mdash Installation with (2) washers

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

22 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 22 mdash Hilti HIT-RE 100 adhesive design strength with concrete bond failure for fractional threaded rod in uncracked concrete 12345678910

Nominal Anchor

Diameter in (mm)

Nominal anchor diameter in (mm)

Tension mdash ФNn Shear mdash ФVn

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

f´c = 2500 psi(172 MPa)

lb (kN)

f´c = 3000 psi(207 MPa)

lb (kN)

f´c = 4000 psi(276 MPa)

lb (kN)

f´c = 6000 psi(414 MPa)

lb (kN)

38

2-38 1955 1995 2050 2135 2490 2535 2610 2720(60) (87) (89) (91) (95) (111) (113) (116) (121)

3-38 2780 2835 2915 3035 7080 7210 7420 7730(86) (124) (126) (130) (135) (315) (321) (330) (344)

4-12 3710 3775 3885 4050 9440 9615 9895 10305(114) (165) (168) (173) (180) (420) (428) (440) (458)7-12 6180 6295 6480 6745 15735 16025 16490 17175(191) (275) (280) (288) (300) (700) (713) (734) (764)

12

2-34 2985 3040 3130 3255 7595 7735 7960 8290(70) (133) (135) (139) (145) (338) (344) (354) (369)

4-12 4885 4975 5120 5330 12430 12660 13030 13565(114) (217) (221) (228) (237) (553) (563) (580) (603)

6 6510 6630 6825 7105 16575 16875 17370 18090(152) (290) (295) (304) (316) (737) (751) (773) (805)10 10850 11050 11375 11845 27620 28130 28950 30150

(254) (483) (492) (506) (527) (1229) (1251) (1288) (1341)

58

3-18 4065 4140 4260 4435 9280 10165 10840 11290(79) (181) (184) (189) (197) (413) (452) (482) (502)

5-58 7315 7450 7665 7985 18615 18960 19515 20320(143) (325) (331) (341) (355) (828) (843) (868) (904)7-12 9750 9930 10220 10645 24825 25280 26015 27095(191) (434) (442) (455) (474) (1104) (1125) (1157) (1205)

12-12 16255 16550 17035 17740 41370 42130 43360 45155(318) (723) (736) (758) (789) (1840) (1874) (1929) (2009)

34

3-12 5105 5375 5535 5765 11000 12050 13915 14670(89) (227) (239) (246) (256) (489) (536) (619) (653)

6-34 10180 10370 10670 11115 25920 26395 27165 28290(171) (453) (461) (475) (494) (1153) (1174) (1208) (1258)

9 13575 13825 14230 14820 34555 35195 36220 37720(229) (604) (615) (633) (659) (1537) (1566) (1611) (1678)15 22625 23045 23715 24695 57595 58655 60365 62865

(381) (1006) (1025) (1055) (1098) (2562) (2609) (2685) (2796)

78

3-12 5105 5595 6235 6490 11000 12050 13915 16525(89) (227) (249) (277) (289) (489) (536) (619) (735)

7-78 13385 13630 14025 14605 34065 34690 35705 37180(200) (595) (606) (624) (650) (1515) (1543) (1588) (1654)

10-12 17845 18170 18700 19475 45420 46255 47605 49575(267) (794) (808) (832) (866) (2020) (2058) (2118) (2205)

17-12 29740 30285 31170 32460 75700 77090 79340 82625(445) (1323) (1347) (1387) (1444) (3367) (3429) (3529) (3675)

1

4 6240 6835 7895 8240 13440 14725 17000 20820(102) (278) (304) (351) (367) (598) (655) (756) (926)

9 16980 17295 17800 18535 43225 44020 45305 47180(229) (755) (769) (792) (824) (1923) (1958) (2015) (2099)12 22640 23060 23730 24715 57635 58695 60410 62910

(305) (1007) (1026) (1056) (1099) (2564) (2611) (2687) (2798)20 37735 38430 39555 41190 96055 97825 100680 104845

(508) (1679) (1709) (1759) (1832) (4273) (4351) (4478) (4664)

1-14

5 8720 9555 11030 12355 18785 20575 23760 29100(127) (388) (425) (491) (550) (836) (915) (1057) (1294)

11-14 25465 25935 26690 27795 63395 66010 67940 70750(286) (1133) (1154) (1187) (1236) (2820) (2936) (3022) (3147)15 33955 34575 35585 37060 86425 88015 90585 94335

(381) (1510) (1538) (1583) (1649) (3844) (3915) (4029) (4196)25 56590 57630 59310 61765 144040 146690 150975 157220

(635) (2517) (2563) (2638) (2747) (6407) (6525) (6716) (6993)1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 26-38 as necessary Compare to the steel values in table 24

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only Seismic design is not permitted for uncracked concrete

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

23Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 23 mdash Hilti HIT-RE 100 adhesive design strength with concrete bond failure for threaded rod in cracked concrete 12345678910

Nominal anchor

diameter in (mm)

Effective Embedment

Depth in (mm)

Tension mdash ФNn Shear mdash ФVn

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

f´c = 2500 psi(172 MPa)

lb (kN)

f´c = 3000 psi(207 MPa)

lb (kN)

f´c = 4000 psi(276 MPa)

lb (kN)

f´c = 6000 psi(414 MPa)

lb (kN)

38

2-38 950 965 995 1035 1205 1230 1265 1315(60) (42) (43) (44) (46) (54) (55) (56) (58)

3-38 1345 1370 1410 1470 3430 3490 3595 3745(86) (60) (61) (63) (65) (153) (155) (160) (167)

4-12 1795 1830 1885 1960 4570 4655 4790 4990(114) (80) (81) (84) (87) (203) (207) (213) (222)7-12 2995 3050 3140 3265 7620 7760 7985 8315(191) (133) (136) (140) (145) (339) (345) (355) (370)

12

2-34 1405 1430 1475 1535 3580 3645 3750 3910(70) (62) (64) (66) (68) (159) (162) (167) (174)

4-12 2300 2345 2410 2510 5860 5965 6140 6395(114) (102) (104) (107) (112) (261) (265) (273) (284)

6 3070 3125 3215 3350 7810 7955 8185 8525(152) (137) (139) (143) (149) (347) (354) (364) (379)10 5115 5210 5360 5580 13020 13260 13645 14210

(254) (228) (232) (238) (248) (579) (590) (607) (632)

58

3-18 2000 2035 2095 2180 5085 5180 5330 5550(79) (89) (91) (93) (97) (226) (230) (237) (247)

5-58 3595 3660 3770 3925 9155 9320 9595 9990(143) (160) (163) (168) (175) (407) (415) (427) (444)7-12 4795 4885 5025 5235 12205 12430 12790 13320(191) (213) (217) (224) (233) (543) (553) (569) (593)

12-12 7990 8140 8375 8725 20340 20715 21320 22205(318) (355) (362) (373) (388) (905) (921) (948) (988)

34

3-12 2540 2585 2660 2770 6465 6585 6775 7055(89) (113) (115) (118) (123) (288) (293) (301) (314)

6-34 4900 4990 5135 5345 12470 12700 13070 13610(171) (218) (222) (228) (238) (555) (565) (581) (605)

9 6530 6650 6845 7130 16625 16930 17425 18145(229) (290) (296) (304) (317) (740) (753) (775) (807)15 10885 11085 11410 11880 27710 28220 29040 30245

(381) (484) (493) (508) (528) (1233) (1255) (1292) (1345)

78

3-12 2730 2780 2860 2980 6950 7080 7285 7585(89) (121) (124) (127) (133) (309) (315) (324) (337)

7-78 6145 6255 6440 6705 15640 15925 16390 17070(200) (273) (278) (286) (298) (696) (708) (729) (759)

10-12 8190 8340 8585 8940 20850 21235 21855 22760(267) (364) (371) (382) (398) (927) (945) (972) (1012)

17-12 13650 13905 14310 14900 34750 35390 36425 37930(445) (607) (619) (637) (663) (1546) (1574) (1620) (1687)

1

4 3320 3380 3475 3620 8445 8600 8850 9215(102) (148) (150) (155) (161) (376) (383) (394) (410)

9 7465 7600 7825 8145 19000 19350 19915 20740(229) (332) (338) (348) (362) (845) (861) (886) (923)12 9955 10135 10430 10865 25335 25800 26555 27650

(305) (443) (451) (464) (483) (1127) (1148) (1181) (1230)20 16590 16895 17385 18105 42225 43000 44255 46085

(508) (738) (752) (773) (805) (1878) (1913) (1969) (2050)

1-14

5 4405 4485 4620 4810 11215 11420 11755 12240(127) (196) (200) (206) (214) (499) (508) (523) (544)

11-14 9915 10095 10390 10820 25235 25700 26450 27545(286) (441) (449) (462) (481) (1123) (1143) (1177) (1225)15 13220 13460 13855 14430 33645 34265 35265 36725

(381) (588) (599) (616) (642) (1497) (1524) (1569) (1634)25 22030 22435 23090 24045 56075 57110 58775 61210

(635) (980) (998) (1027) (1070) (2494) (2540) (2614) (2723)1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 24

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only For seismic loads multiply cracked concrete tabular values in tension and shear by αseis = 0675 See section 245 for additional information on seismic

applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

24 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 24 mdash Steel design strength for Hilti HIT-V and HAS threaded rods 1

Nominalanchor

diameterin (mm)

HAS-EISO 898 Class 58 2

HAS-E-B7ASTM A193 B7 3

HAS-R stainless steelASTM F 593 - AISI 304316 SS 2

Tensile4

ϕNsa

lb (kN)

Shear5

ϕVsa

lb (kN)

Seismic Shear6

ϕVsaeq

lb (kN)

Tensile4

ϕNsa

lb (kN)

Shear5

ϕVsa

lb (kN)

Seismic Shear6

ϕVsaeq

lb (kN)

Tensile4

ϕNsa

lb (kN)

Shear5

ϕVsa

lb (kN)

Seismic Shear6

ϕVsaeq

lb (kN)

383655 2020 1415 7265 3775 2645 5040 2790 1955(163) (90) (63) (323) (168) (118) (224) (124) (87)

126690 3705 2595 13300 6915 4840 9225 5110 3575(298) (165) (115) (592) (308) (215) (410) (227) (159)

5810650 5900 4130 21190 11020 7715 14690 8135 5695(474) (262) (184) (943) (490) (343) (653) (362) (253)

3415765 8730 6110 31360 16305 11415 18480 10235 7165(701) (388) (272) (1395) (725) (508) (822) (455) (319)

7821755 12050 8435 43285 22505 15755 25510 14125 9890(968) (536) (375) (1925) (1001) (701) (1135) (628) (440)

128540 15805 11065 56785 29525 20670 33465 18535 12975(1270) (703) (492) (2526) (1313) (919) (1489) (824) (577)

1-1445670 25295 17705 90850 47240 33070 53540 29655 20760(2031) (1125) (788) (4041) (2101) (1471) (2382) (1319) (923)

1 See Section 244 to convert design strength value to ASD value2 HAS-E and HAS-R threaded rods are considered brittle steel elements

HAS-E does not comply with elongation requirements of ISO 898-13 HAS-E-B7 rods are considered ductile steel elements4 Tensile = ϕ AseN futa as noted inACI 318-14 Chapter 175 Shear = ϕ 060 AseV futa as noted inACI 318-14 Chapter 17 For 38-in diameter threaded rod shear = ϕ 050 AseV futa6 Seismic Shear = αVseis ϕVsa Reduction for seismic shear only See section 245 for additional information on seismic applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

25Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 25 mdash Load adjustment factors for 38-in diameter fractional threaded rods in uncracked concrete 123

38 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12(60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na na 043 032 023 013 na na na na 028 010 008 005 043 021 016 009 na na na na1-78 (48) 061 059 057 054 045 033 024 014 058 054 053 052 031 012 009 005 045 023 017 010 na na na na

2 (51) 062 060 057 054 047 034 025 014 058 054 053 052 034 013 010 006 047 025 019 011 na na na na3 (76) 068 065 061 057 060 042 031 018 062 056 055 054 063 023 018 011 060 042 031 018 na na na na

3-58 (92) 072 068 063 058 070 048 035 020 065 058 056 054 084 031 023 014 070 048 035 020 077 na na na4 (102) 074 070 065 059 077 052 038 022 066 058 057 055 098 036 027 016 077 052 038 022 081 na na na

4-58 (117) 077 073 067 060 089 060 043 025 069 060 058 056 100 045 034 020 089 060 043 025 087 062 na na5 (127) 080 075 069 061 096 064 047 027 070 061 059 056 050 038 023 096 064 047 027 091 065 na na

5-34 (146) 084 078 071 063 100 074 054 031 074 062 060 057 062 046 028 100 074 054 031 097 070 063 na6 (152) 086 080 072 063 077 056 033 075 063 060 057 066 050 030 077 056 033 099 071 065 na7 (178) 092 085 076 066 090 066 038 079 065 062 059 083 062 037 090 066 038 100 077 070 na8 (203) 097 090 080 068 100 075 043 083 067 064 060 100 076 046 100 075 043 082 075 na

8-34 (222) 100 093 082 069 082 048 086 068 065 061 087 052 082 048 086 078 0669 (229) 094 083 070 084 049 087 069 066 061 091 055 084 049 087 079 067

10 (254) 099 087 072 094 054 091 071 067 062 100 064 094 054 092 083 07011 (279) 100 091 074 100 060 095 073 069 064 074 100 060 096 087 07412 (305) 094 077 065 099 075 071 065 084 065 100 091 07714 (356) 100 081 076 100 080 074 067 100 076 099 08316 (406) 086 087 084 078 070 087 100 08918 (457) 090 098 088 081 072 098 09424 (610) 100 100 100 092 080 100 10030 (762) 100 08736 (914) 095

gt48 (1219) 100

Table 26 mdash Load adjustment factors for 38-in diameter fractional threaded rods in cracked concrete 123

38 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12(60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191)

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1-34 (44) na na na na 058 054 049 043 na na na na 042 015 012 007 058 031 023 014 na na na na1-78 (48) 061 059 057 054 060 056 050 044 060 055 054 053 046 017 013 008 060 034 026 015 na na na na

2 (51) 062 060 057 054 062 057 051 044 061 055 055 053 051 019 014 008 062 038 028 017 na na na na3 (76) 068 065 061 057 078 070 060 049 066 058 057 055 093 034 026 016 078 069 052 031 na na na na

3-58 (92) 072 068 063 058 089 078 066 053 069 060 058 056 100 046 034 021 089 078 066 041 088 na na na4 (102) 074 070 065 059 096 084 070 055 071 061 059 056 053 040 024 096 084 070 048 092 na na na

4-58 (117) 077 073 067 060 100 093 076 058 075 063 060 057 066 049 030 100 093 076 058 099 071 na na5 (127) 080 075 069 061 099 080 060 077 064 061 058 074 056 033 099 080 060 100 074 na na

5-34 (146) 084 078 071 063 100 088 064 081 066 063 059 091 069 041 100 088 064 079 072 na6 (152) 086 080 072 063 091 066 082 066 064 060 097 073 044 091 066 081 074 na7 (178) 092 085 076 066 100 072 087 069 066 061 100 092 055 100 072 087 079 na8 (203) 097 090 080 068 078 092 072 068 063 100 068 078 093 085 na

8-34 (222) 100 093 082 069 083 096 074 070 064 077 083 098 089 0759 (229) 094 083 070 085 098 075 070 064 081 085 099 090 07610 (254) 099 087 072 091 100 077 073 066 094 091 100 095 08011 (279) 100 091 074 098 080 075 068 100 098 100 08412 (305) 094 077 100 083 077 069 100 08814 (356) 100 081 088 082 072 09516 (406) 086 094 086 076 10018 (457) 090 099 091 07924 (610) 100 100 100 08830 (762) 09836 (914) 100

gt48 (1219)1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

26 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 27 mdash Load adjustment factors for 12-in diameter fractional threaded rods in uncracked concrete 123

12 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10(70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254)

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1-34 (44) na na na na 040 027 020 012 na na na na 010 007 005 003 021 014 010 006 na na na na2-12 (64) 061 059 057 054 048 032 023 014 055 054 053 052 018 012 009 005 035 023 018 011 na na na na

3 (76) 063 061 058 055 053 035 026 015 056 055 054 053 023 015 012 007 047 031 023 014 na na na na4 (102) 068 065 061 057 066 041 030 018 058 056 055 054 036 024 018 011 066 041 030 018 058 na na na5 (127) 072 069 064 058 082 048 035 021 061 058 057 055 050 033 025 015 082 048 035 021 065 na na na

5-34 (146) 076 071 066 060 094 054 040 023 062 059 058 055 062 041 031 018 094 054 040 023 070 061 na na6 (152) 077 072 067 060 098 057 042 024 063 060 058 056 066 043 033 020 098 057 042 024 071 062 na na7 (178) 081 076 069 062 100 066 048 028 065 061 059 057 083 055 041 025 100 066 048 028 077 067 na na

7-14 (184) 082 077 070 062 068 050 029 065 062 060 057 088 058 043 026 068 050 029 078 068 062 na8 (203) 086 080 072 063 075 055 032 067 063 061 057 100 067 050 030 075 055 032 082 071 065 na9 (229) 090 083 075 065 085 062 036 069 064 062 058 080 060 036 085 062 036 087 076 069 na

10 (254) 095 087 078 067 094 069 040 071 066 063 059 094 070 042 094 069 040 092 080 073 na11-14 (286) 100 092 081 069 100 078 046 074 068 065 061 100 084 050 100 078 046 097 085 077 065

12 (305) 094 083 070 083 049 075 069 066 061 092 055 083 049 100 087 079 06714 (356) 100 089 073 097 057 079 072 068 063 100 070 097 057 094 086 07216 (406) 094 077 100 065 084 076 071 065 085 100 065 100 092 07718 (457) 100 080 073 088 079 074 067 100 073 097 08220 (508) 083 081 092 082 076 069 081 100 08722 (559) 087 089 096 085 079 071 089 09124 (610) 090 097 100 088 082 072 097 09530 (762) 100 100 098 089 078 100 10036 (914) 100 097 084

gt48 (1219) 100 095

Table 28 mdash Load adjustment factors for 12-in diameter fractional threaded rods in cracked concrete 123

12 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10(70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254)

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1-34 (44) na na na na 052 049 045 041 na na na na 016 010 008 005 032 021 016 009 na na na na2-12 (64) 061 059 057 054 060 056 050 044 057 055 054 053 027 018 013 008 054 035 027 016 na na na na

3 (76) 063 061 058 055 066 060 053 046 058 056 055 054 035 023 017 010 066 047 035 021 na na na na4 (102) 068 065 061 057 079 070 060 049 061 058 057 055 054 036 027 016 079 070 054 032 067 na na na5 (127) 072 069 064 058 092 080 067 053 064 061 059 056 076 050 038 023 092 080 067 045 075 na na na

5-34 (146) 076 071 066 060 100 088 073 056 066 062 060 057 094 062 046 028 100 088 073 056 080 070 na na6 (152) 077 072 067 060 091 075 057 067 063 060 057 100 066 049 030 091 075 057 082 071 na na7 (178) 081 076 069 062 100 083 062 069 065 062 059 083 062 037 100 083 062 088 077 na na

7-14 (184) 082 077 070 062 085 063 070 065 063 059 087 066 039 085 063 090 078 071 na8 (203) 086 080 072 063 091 066 072 067 064 060 100 076 046 091 066 094 082 075 na9 (229) 090 083 075 065 100 070 075 069 066 061 091 054 100 070 100 087 079 na

10 (254) 095 087 078 067 075 078 071 067 062 100 064 075 092 083 na11-14 (286) 100 092 081 069 081 081 074 070 064 076 081 097 088 075

12 (305) 094 083 070 085 083 075 071 065 084 085 100 091 07714 (356) 100 089 073 095 089 079 074 067 100 095 099 08316 (406) 094 077 100 094 084 078 070 100 100 08918 (457) 100 080 100 088 081 072 09420 (508) 083 092 085 075 09922 (559) 087 096 088 077 10024 (610) 090 100 092 08030 (762) 100 100 08736 (914) 094

gt48 (1219) 100

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

27Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 29 mdash Load adjustment factors for 58-in diameter fractional threaded rods in uncracked concrete 123

58 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12

(79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318)

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1-34 (44) na na na na 039 025 019 011 na na na na 009 005 004 002 019 010 008 005 na na na na3-18 (79) 061 059 057 054 052 032 023 014 056 054 053 052 022 012 009 005 045 024 018 011 na na na na

4 (102) 065 062 059 055 061 036 027 016 058 055 054 053 032 018 013 008 061 035 026 016 na na na na4-58 (117) 067 064 060 056 068 040 029 017 059 056 055 054 040 022 016 010 068 040 029 017 060 na na na

5 (127) 068 065 061 057 074 042 031 018 060 057 055 054 045 025 019 011 074 042 031 018 063 na na na6 (152) 072 068 063 058 089 047 035 020 062 058 056 055 059 032 024 015 089 047 035 020 069 na na na7 (178) 076 071 066 059 100 053 039 023 064 059 058 055 075 041 031 018 100 053 039 023 074 na na na

7-18 (181) 076 071 066 060 054 040 023 064 059 058 055 077 042 031 019 054 040 023 075 061 na na8 (203) 079 074 068 061 061 045 026 066 060 059 056 091 050 037 022 061 045 026 079 065 na na9 (229) 083 077 070 062 069 051 030 068 062 060 057 100 060 045 027 069 051 030 084 069 062 na

10 (254) 087 080 072 063 076 056 033 070 063 061 058 070 052 031 076 056 033 089 072 066 na11 (279) 090 083 074 065 084 062 036 072 064 062 058 081 060 036 084 062 036 093 076 069 na12 (305) 094 086 077 066 092 067 039 074 066 063 059 092 069 041 092 067 039 097 079 072 na14 (356) 100 091 081 069 100 079 046 077 068 065 061 100 087 052 100 079 046 100 086 078 06616 (406) 097 086 071 090 053 081 071 067 062 100 064 090 053 092 083 07018 (457) 100 090 074 100 059 085 074 069 064 076 100 059 097 088 07420 (508) 094 077 066 089 076 072 065 089 066 100 093 07822 (559) 099 079 072 093 079 074 067 100 072 098 08224 (610) 100 082 079 097 081 076 068 079 100 08626 (660) 085 085 100 084 078 070 085 09028 (711) 087 092 087 080 072 092 09330 (762) 090 099 089 082 073 099 09636 (914) 098 100 097 089 078 100 100

gt48 (1219) 100 100 100 087

Table 30 mdash Load adjustment factors for 58-in diameter fractional threaded rods in cracked concrete 123

58 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12

(79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318)

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1-34 (44) na na na na 049 046 043 040 na na na na 012 007 006 003 024 015 011 007 na na na na3-18 (79) 061 059 057 054 061 056 050 044 057 055 054 053 029 018 013 008 058 035 027 016 na na na na

4 (102) 065 062 059 055 069 062 055 046 059 057 056 054 042 026 019 012 069 051 038 023 na na na na4-58 (117) 067 064 060 056 076 067 058 048 061 058 056 055 052 032 024 014 076 064 048 029 066 na na na

5 (127) 068 065 061 057 080 070 060 049 062 058 057 055 059 036 027 016 080 070 054 032 068 na na na6 (152) 072 068 063 058 091 078 066 053 064 060 058 056 077 047 035 021 091 078 066 042 075 na na na7 (178) 076 071 066 059 100 087 072 056 066 062 060 057 097 059 045 027 100 087 072 053 081 na na na

7-18 (181) 076 071 066 060 088 073 056 067 062 060 057 100 061 046 027 088 073 055 082 069 na na8 (203) 079 074 068 061 096 078 059 069 063 061 058 073 054 033 096 078 059 087 073 na na9 (229) 083 077 070 062 100 085 062 071 065 062 059 087 065 039 100 085 062 092 078 071 na

10 (254) 087 080 072 063 091 066 073 067 064 060 100 076 046 091 066 097 082 075 na11 (279) 090 083 074 065 098 069 076 069 065 061 088 053 098 069 100 086 078 na12 (305) 094 086 077 066 100 073 078 070 067 062 100 060 100 073 090 082 na14 (356) 100 091 081 069 081 083 074 069 064 076 081 097 088 07416 (406) 097 086 071 089 087 077 072 066 092 089 100 094 08018 (457) 100 090 074 097 092 080 075 068 100 097 100 08420 (508) 094 077 100 097 084 078 070 100 08922 (559) 099 079 100 087 081 072 09324 (610) 100 082 090 083 074 09726 (660) 085 094 086 076 10028 (711) 087 097 089 07830 (762) 090 100 092 08036 (914) 098 100 086

gt48 (1219) 100 0971 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

28 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 31 mdash Load adjustment factors for 34-in diameter fractional threaded rods in uncracked concrete 123

34 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15(89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381)

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1-34 (44) na na na na 038 024 018 010 na na na na 009 004 003 002 017 008 006 004 na na na na3-34 (95) 062 059 057 054 055 032 023 014 057 054 053 052 027 012 009 006 053 025 019 011 na na na na

4 (102) 062 060 057 054 058 033 024 014 057 054 054 053 029 014 010 006 058 027 020 012 na na na na5 (127) 066 062 059 056 068 037 027 016 059 056 055 053 041 019 014 009 068 037 027 016 na na na na

5-14 (133) 066 063 060 056 071 038 028 017 060 056 055 053 044 020 015 009 071 038 028 017 062 na na na6 (152) 069 065 061 057 081 042 031 018 061 057 055 054 054 025 019 011 081 042 031 018 066 na na na7 (178) 072 067 063 058 090 047 034 020 063 058 056 055 068 032 024 014 090 047 034 020 072 na na na8 (203) 075 070 065 059 099 052 038 022 065 059 057 055 083 039 029 017 099 052 038 022 077 na na na

8-12 (216) 076 071 066 059 100 055 040 024 066 059 058 056 091 042 032 019 100 055 040 024 079 061 na na9 (229) 078 072 067 060 058 043 025 067 060 058 056 099 046 034 021 058 043 025 081 063 na na

10 (254) 081 075 069 061 064 047 028 068 061 059 056 100 054 040 024 064 047 028 086 066 na na10-34 (273) 083 077 070 062 069 051 030 070 062 060 057 060 045 027 069 051 030 089 069 063 na

12 (305) 087 080 072 063 077 057 033 072 063 061 058 071 053 032 077 057 033 094 073 066 na14 (356) 093 085 076 066 090 066 039 076 065 063 059 089 067 040 090 066 039 100 079 071 na16 (406) 100 090 080 068 100 076 044 079 068 065 060 100 082 049 100 076 044 084 076 na

16-34 (425) 091 081 069 079 046 081 068 065 061 087 052 079 046 086 078 06618 (457) 094 083 070 085 050 083 070 066 062 097 058 085 050 089 081 06820 (508) 099 087 072 095 055 087 072 068 063 100 068 095 055 094 085 07222 (559) 100 091 074 100 061 091 074 070 064 079 100 061 099 089 07524 (610) 094 077 067 094 076 072 066 090 067 100 093 07926 (660) 098 079 072 098 079 074 067 100 072 097 08228 (711) 100 081 078 100 081 075 068 078 100 08530 (762) 083 083 083 077 069 083 08836 (914) 090 100 090 083 073 100 097

gt48 (1219) 100 100 094 081 100

Table 32 mdash Load adjustment factors for 34-in diameter fractional threaded rods in cracked concrete 123

34 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15(89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381)

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1-34 (44) na na na na 047 044 042 039 na na na na 010 006 004 003 021 012 009 005 na na na na3-34 (95) 062 059 057 054 062 056 050 044 058 055 054 053 032 018 014 008 062 037 028 017 na na na na

4 (102) 062 060 057 054 064 057 051 044 058 056 055 053 036 020 015 009 064 040 030 018 na na na na5 (127) 066 062 059 056 072 063 056 047 060 057 056 054 050 028 021 013 072 056 042 025 na na na na

5-14 (133) 066 063 060 056 074 065 057 047 061 058 056 054 054 030 023 014 074 061 046 027 066 na na na6 (152) 069 065 061 057 081 070 060 049 063 059 057 055 066 037 028 017 081 070 056 033 071 na na na7 (178) 072 067 063 058 090 077 065 052 065 060 058 056 083 047 035 021 090 077 065 042 077 na na na8 (203) 075 070 065 059 099 084 070 055 067 061 059 057 100 057 043 026 099 084 070 051 082 na na na

8-12 (216) 076 071 066 059 100 088 072 056 068 062 060 057 063 047 028 100 088 072 056 084 070 na na9 (229) 078 072 067 060 091 075 057 069 063 061 058 068 051 031 091 075 057 087 072 na na

10 (254) 081 075 069 061 099 080 060 071 064 062 058 080 060 036 099 080 060 092 076 na na10-34 (273) 083 077 070 062 100 084 062 073 065 063 059 089 067 040 100 084 062 095 079 071 na

12 (305) 087 080 072 063 091 066 075 067 064 060 100 079 047 091 066 100 083 075 na14 (356) 093 085 076 066 100 072 079 070 067 062 099 060 100 072 090 081 na16 (406) 100 090 080 068 078 084 073 069 063 100 073 078 096 087 na

16-34 (425) 091 081 069 081 085 074 070 064 078 081 098 089 07518 (457) 094 083 070 085 088 076 071 065 087 085 100 092 07820 (508) 099 087 072 091 092 079 074 067 100 091 097 08222 (559) 100 091 074 098 096 082 076 069 098 100 08624 (610) 094 077 100 100 084 078 070 100 09026 (660) 098 079 087 081 072 09428 (711) 100 081 090 083 074 09730 (762) 083 093 086 075 10036 (914) 090 100 093 080

gt48 (1219) 100 100 0901 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

29Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 33 mdash Load adjustment factors for 78-in diameter fractional threaded rods in uncracked concrete 123

78 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12

(89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445)

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(mm

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1-34 (44) na na na na 039 023 017 010 na na na na 009 003 002 001 018 006 004 003 na na na na4-38 (111) 062 059 057 054 062 032 024 014 058 054 053 052 035 012 009 005 062 024 018 011 na na na na

5 (127) 064 061 058 055 066 034 025 015 059 055 054 053 043 014 011 007 066 029 022 013 na na na na5-12 (140) 065 062 059 055 070 036 027 016 060 055 054 053 050 017 013 008 070 033 025 015 065 na na na

6 (152) 066 063 060 056 074 038 028 016 061 056 055 053 057 019 014 009 074 038 028 016 068 na na na7 (178) 069 065 061 057 081 042 031 018 063 056 055 054 071 024 018 011 081 042 031 018 073 na na na8 (203) 072 067 063 058 090 046 034 020 065 057 056 054 087 029 022 013 090 046 034 020 078 na na na9 (229) 074 069 064 059 098 051 037 022 067 058 057 055 100 035 026 016 098 051 037 022 083 na na na

9-78 (251) 077 071 066 059 100 055 041 024 069 059 057 055 040 030 018 100 055 041 024 087 060 na na10 (254) 077 071 066 060 056 041 024 069 059 058 055 041 031 018 056 041 024 087 061 na na11 (279) 080 073 067 060 061 045 026 071 060 058 056 047 035 021 061 045 026 091 064 na na12 (305) 082 075 069 061 067 049 029 073 061 059 056 054 040 024 067 049 029 095 066 na na

12-12 (318) 084 076 070 062 070 051 030 074 061 059 057 057 043 026 070 051 030 097 068 062 na14 (356) 088 080 072 063 078 058 034 077 063 061 058 068 051 031 078 058 034 100 072 065 na16 (406) 093 084 075 065 089 066 039 080 065 062 059 083 062 037 089 066 039 077 070 na18 (457) 099 088 079 067 100 074 043 084 067 064 060 099 074 044 100 074 043 081 074 na

19-12 (495) 100 091 081 069 080 047 087 068 065 061 100 084 050 080 047 085 077 06520 (508) 092 082 069 082 048 088 068 065 061 087 052 082 048 086 078 06622 (559) 097 085 071 090 053 092 070 067 062 100 060 090 053 090 082 06924 (610) 100 088 073 099 058 096 072 068 063 068 099 058 094 085 07226 (660) 091 075 100 063 099 074 070 064 077 100 063 098 089 07528 (711) 094 077 067 100 076 071 065 086 067 100 092 07830 (762) 098 079 072 078 073 066 096 072 095 08036 (914) 100 084 087 083 077 069 100 087 100 088

gt48 (1219) 096 100 094 086 076 100 100

Table 34 mdash Load adjustment factors for 78-in diameter fractional threaded rods in cracked concrete 123

78 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12

(89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445)

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(mm

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1-34 (44) na na na na 045 043 041 038 na na na na 010 005 003 002 020 009 007 004 na na na na4-38 (111) 062 059 057 054 062 056 050 044 059 055 054 053 040 018 014 008 062 037 028 017 na na na na

5 (127) 064 061 058 055 066 059 052 045 060 056 055 054 049 023 017 010 066 045 034 020 na na na na5-12 (140) 065 062 059 055 070 062 054 046 061 057 056 054 056 026 019 012 070 052 039 023 067 na na na

6 (152) 066 063 060 056 074 064 056 047 062 057 056 054 064 030 022 013 074 059 044 027 070 na na na7 (178) 069 065 061 057 081 070 060 049 064 059 057 055 081 037 028 017 081 070 056 034 076 na na na8 (203) 072 067 063 058 090 076 064 052 066 060 058 056 098 046 034 021 090 076 064 041 081 na na na9 (229) 074 069 064 059 098 082 068 054 069 061 059 057 100 054 041 024 098 082 068 049 086 na na na

9-78 (251) 077 071 066 059 100 087 072 056 070 062 060 057 063 047 028 100 087 072 056 090 070 na na10 (254) 077 071 066 060 088 073 056 071 062 060 057 064 048 029 088 073 056 091 070 na na11 (279) 080 073 067 060 095 077 059 073 064 061 058 073 055 033 095 077 059 095 074 na na12 (305) 082 075 069 061 100 082 061 075 065 062 059 084 063 038 100 082 061 099 077 na na

12-12 (318) 084 076 070 062 084 062 076 065 063 059 089 067 040 084 062 100 079 071 na14 (356) 088 080 072 063 091 066 079 067 064 060 100 079 047 091 066 083 076 na16 (406) 093 084 075 065 100 071 083 070 066 062 097 058 100 071 089 081 na18 (457) 099 088 079 067 076 087 072 068 063 100 069 076 094 086 na

19-12 (495) 100 091 081 069 080 090 074 070 064 078 080 098 089 07520 (508) 092 082 069 082 091 075 070 064 081 082 099 090 07622 (559) 097 085 071 087 095 077 072 066 094 087 100 095 08024 (610) 100 088 073 093 099 080 074 067 100 093 099 08326 (660) 091 075 099 100 082 076 069 099 100 08728 (711) 094 077 100 085 079 070 100 09030 (762) 098 079 087 081 072 09336 (914) 100 084 094 087 076 100

gt48 (1219) 096 100 099 0851 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

30 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 35 mdash Load adjustment factors for 1-in diameter fractional threaded rods in uncracked concrete 123

1 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20(102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508)

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(mm

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1-34 (44) na na na na 038 023 017 010 na na na na 008 002 002 001 015 005 004 002 na na na na5 (127) 062 059 057 054 062 032 024 014 059 054 053 052 037 011 009 005 062 023 017 010 na na na na6 (152) 064 061 058 055 069 035 026 015 060 055 054 053 048 015 011 007 069 030 022 013 na na na na

6-14 (159) 065 062 059 055 070 036 027 016 061 055 054 053 051 016 012 007 070 032 024 014 065 na na na7 (178) 067 063 060 056 075 039 029 017 062 055 055 053 061 019 014 009 075 038 028 017 069 na na na8 (203) 069 065 061 057 082 042 031 018 064 056 055 054 074 023 017 010 082 042 031 018 074 na na na9 (229) 072 067 063 058 089 046 034 020 065 057 056 054 089 028 021 012 089 046 034 020 078 na na na

10 (254) 074 069 064 058 097 050 037 021 067 058 056 055 100 032 024 015 097 050 037 021 083 na na na11 (279) 076 070 065 059 100 054 040 023 069 059 057 055 037 028 017 100 054 040 023 087 na na na

11-14 (286) 077 071 066 059 056 041 024 069 059 057 055 038 029 017 056 041 024 088 059 na na12 (305) 079 072 067 060 059 044 026 070 059 058 056 042 032 019 059 044 026 091 061 na na13 (330) 081 074 068 061 064 047 028 072 060 058 056 048 036 022 064 047 028 094 064 na na14 (356) 084 076 069 062 069 051 030 074 061 059 056 053 040 024 069 051 030 098 066 na na

14-14 (362) 084 076 070 062 070 052 030 074 061 059 057 055 041 025 070 052 030 099 067 061 na16 (406) 088 080 072 063 079 058 034 077 063 060 057 065 049 029 079 058 034 100 071 064 na18 (457) 093 083 075 065 089 065 038 081 064 062 058 078 058 035 089 065 038 075 068 na20 (508) 098 087 078 067 099 073 043 084 066 063 059 091 068 041 099 073 043 079 072 na22 (559) 100 091 081 068 100 080 047 088 067 064 060 100 079 047 100 080 047 083 075 na

22-14 (565) 091 081 069 081 047 088 067 064 060 080 048 081 047 084 076 06424 (610) 094 083 070 087 051 091 069 066 061 090 054 087 051 087 079 06626 (660) 098 086 072 094 055 094 070 067 062 100 061 094 055 090 082 06928 (711) 100 089 073 100 060 098 072 068 063 068 100 060 094 085 07230 (762) 092 075 064 100 074 069 064 075 064 097 088 07436 (914) 100 080 077 078 073 067 099 077 100 097 081

gt48 (1219) 090 100 088 081 072 100 100 100 094

Table 36 mdash Load adjustment factors for 1-in diameter fractional threaded rods in cracked concrete 123

1 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20(102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508)

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(mm

)

1-34 (44) na na na na 044 042 040 038 na na na na 009 004 003 002 017 008 006 003 na na na na5 (127) 062 059 057 054 062 056 050 044 059 055 054 053 042 019 014 008 062 037 028 017 na na na na6 (152) 064 061 058 055 069 060 053 046 061 057 055 054 055 024 018 011 069 049 037 022 na na na na

6-14 (159) 065 062 059 055 070 061 054 046 062 057 056 054 058 026 019 012 070 052 039 023 068 na na na7 (178) 067 063 060 056 075 065 057 047 063 058 056 054 069 031 023 014 075 061 046 028 072 na na na8 (203) 069 065 061 057 082 070 060 049 065 059 057 055 084 038 028 017 082 070 056 034 077 na na na9 (229) 072 067 063 058 089 075 064 051 067 060 058 056 100 045 034 020 089 075 064 040 082 na na na

10 (254) 074 069 064 058 097 080 067 053 069 061 059 056 052 039 024 097 080 067 047 086 na na na11 (279) 076 070 065 059 100 086 071 055 070 062 060 057 060 045 027 100 086 071 054 090 na na na

11-14 (286) 077 071 066 059 087 072 056 071 062 060 057 063 047 028 087 072 056 092 070 na na12 (305) 079 072 067 060 091 075 057 072 063 061 058 069 052 031 091 075 057 095 072 na na13 (330) 081 074 068 061 097 079 059 074 064 062 058 078 058 035 097 079 059 098 075 na na14 (356) 084 076 069 062 100 083 062 076 065 063 059 087 065 039 100 083 062 100 078 na na

14-14 (362) 084 076 070 062 084 062 077 065 063 059 089 067 040 084 062 079 071 na16 (406) 088 080 072 063 091 066 080 067 064 060 100 080 048 091 066 083 076 na18 (457) 093 083 075 065 100 070 083 070 066 061 095 057 100 070 088 080 na20 (508) 098 087 078 067 075 087 072 068 063 100 067 075 093 085 na22 (559) 100 091 081 068 080 091 074 070 064 077 080 098 089 na

22-14 (565) 091 081 069 080 091 074 070 064 078 080 098 089 07524 (610) 094 083 070 085 095 076 071 065 088 085 100 093 07826 (660) 098 086 072 090 098 078 073 067 099 090 096 08128 (711) 100 089 073 095 100 080 075 068 100 095 100 08430 (762) 092 075 100 083 077 069 100 08736 (914) 100 080 089 082 073 096

gt48 (1219) 090 100 093 081 1001 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

31Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 37 mdash Load adjustment factors for 1-14-in diameter fractional threaded rods in uncracked concrete 123

1-14 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25

(127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635)

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(mm

) 1-34 (44) na na na na 037 022 016 009 na na na na 005 002 001 001 011 003 002 001 na na na na6-14 (159) 062 059 057 054 063 032 024 014 059 054 053 052 037 011 008 005 063 022 016 010 na na na na

7 (178) 064 060 058 055 067 034 025 015 060 054 053 052 043 013 009 006 067 026 019 011 na na na na8 (203) 066 062 059 055 072 037 027 016 061 055 054 053 053 016 012 007 072 031 023 014 066 na na na9 (229) 068 063 060 056 078 040 029 017 062 055 054 053 063 019 014 008 078 038 028 017 070 na na na

10 (254) 070 065 061 057 083 043 031 018 064 056 055 054 074 022 016 010 083 043 031 018 074 na na na11 (279) 072 066 062 057 089 046 034 020 065 057 055 054 086 025 019 011 089 046 034 020 078 na na na12 (305) 074 068 063 058 095 049 036 021 066 057 056 054 098 029 021 013 095 049 036 021 081 na na na13 (330) 076 069 064 059 100 052 038 023 068 058 056 055 100 033 024 014 100 052 038 023 084 na na na14 (356) 077 071 066 059 056 041 024 069 059 057 055 036 027 016 056 041 024 087 058 na na

14-14 (362) 078 071 066 060 057 042 025 069 059 057 055 037 027 016 057 042 025 088 059 na na15 (381) 079 072 067 060 060 044 026 070 059 057 055 040 030 018 060 044 026 091 060 na na16 (406) 081 074 068 061 064 047 028 072 060 058 056 045 033 020 064 047 028 094 062 na na17 (432) 083 075 069 061 068 050 029 073 060 058 056 049 036 021 068 050 029 096 064 na na18 (457) 085 077 070 062 072 053 031 075 061 059 056 053 039 023 072 053 031 099 066 060 na20 (508) 089 080 072 063 080 059 035 077 062 060 057 062 046 027 080 059 035 100 070 063 na22 (559) 093 083 074 065 088 065 038 080 063 061 058 072 053 032 088 065 038 073 066 na24 (610) 097 086 077 066 096 071 042 083 065 062 058 082 060 036 096 071 042 076 069 na26 (660) 100 089 079 067 100 077 045 086 066 063 059 092 068 041 100 077 045 079 072 na28 (711) 091 081 069 083 048 088 067 064 060 100 076 045 083 048 082 074 06330 (762) 094 083 070 089 052 091 068 065 061 084 050 089 052 085 077 06536 (914) 100 090 074 100 062 099 072 068 063 100 066 100 062 094 084 071

gt48 (1219) 100 082 083 100 079 074 067 100 083 100 097 082

Table 38 mdash Load adjustment factors for 1-14-in diameter fractional threaded rods in cracked concrete 123

1-14 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25

(127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na na 042 040 039 037 na na na na 007 003 002 001 013 006 004 003 na na na na6-14 (159) 062 059 057 054 063 056 050 044 060 056 055 053 044 020 015 009 087 039 029 018 na na na na

7 (178) 064 060 058 055 067 058 052 045 061 056 055 054 052 023 017 010 095 046 035 021 na na na na8 (203) 066 062 059 055 072 062 055 046 062 057 056 054 064 028 021 013 100 056 042 025 070 na na na9 (229) 068 063 060 056 078 066 057 048 064 058 057 055 076 034 025 015 066 051 030 074 na na na

10 (254) 070 065 061 057 083 070 060 049 065 059 057 055 089 039 030 018 070 059 036 078 na na na11 (279) 072 066 062 057 089 074 063 051 067 060 058 056 100 046 034 020 074 063 041 082 na na na12 (305) 074 068 063 058 095 078 066 053 068 061 059 056 052 039 023 078 066 047 086 na na na13 (330) 076 069 064 059 100 082 069 054 070 062 060 057 059 044 026 082 069 053 089 na na na14 (356) 077 071 066 059 087 072 056 072 063 060 057 065 049 029 087 072 056 093 071 na na

14-14 (362) 078 071 066 060 088 073 056 072 063 061 058 067 050 030 088 073 056 094 071 na na15 (381) 079 072 067 060 091 075 057 073 063 061 058 073 054 033 091 075 057 096 073 na na16 (406) 081 074 068 061 096 078 059 075 064 062 058 080 060 036 096 078 059 099 076 na na17 (432) 083 075 069 061 100 081 061 076 065 063 059 087 066 039 100 081 061 100 078 na na18 (457) 085 077 070 062 085 062 078 066 063 059 095 071 043 085 062 080 073 na20 (508) 089 080 072 063 091 066 081 068 065 061 100 084 050 091 066 085 077 na22 (559) 093 083 074 065 098 069 084 070 066 062 097 058 098 069 089 081 na24 (610) 097 086 077 066 100 073 087 072 068 063 100 066 100 073 093 084 na26 (660) 100 089 079 067 077 090 073 069 064 074 077 097 088 na28 (711) 091 081 069 081 093 075 071 065 083 081 100 091 07730 (762) 094 083 070 085 096 077 072 066 092 085 094 07936 (914) 100 090 074 097 100 082 077 069 100 097 100 087

gt48 (1219) 100 082 100 100 093 086 075 100 100

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

32 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

2410 canadian limit State design

Limit State Design of anchors is described in the provisions of CSA A233 -14 (2014) Annex D for post-installed anchors tested and assessed in accordance with ACI 3552 for mechanical anchors and ACI 3554 for adhesive anchors This section contains the Limit State Design tables with unfactored characteristic loads that are based on the published loads in ICC Evaluation Services ESR-3829 These tables are followed by factored resistance tables The factored resistance tables have characteristic design loads that are prefactored by the applicable reduction factors for a single anchor with no

anchor-to-anchor spacing or edge distance adjustments for the convenience of the user of this document All the figures in the previous ACI 318-14 Chapter 17 design section are applicable to Limit State Design and the tables will reference these figures

For a detailed explanation of the tables developed in accordance with CSA A233-14 (2014) Annex D refer to Section 318 Technical assistance is available by contacting Hilti Canada at (800) 363-4458 or at wwwhiltica

Table 39 mdash Specifications for CA Rebar installed with HIT-RE 100

Setting information Symbol UnitsRebar Size

10 M 15 M 20 M 25 M 30 M

Nominal bit diameter do in 916 34 1 1-14 1-12

Effective Embedment

minimum hefminmm 60 80 90 100 120

maximum hefmaxmm 226 320 390 504 598

Minimum Concrete Thickness hminmm hef + 30 hef + 2do

Table 40 mdash Specifications for CA Rebar installed with HIT-RE 100

Rebar Size

CSA-G3018 Grade 4002

Tensile3 Nsar

lb (kN)

Shear4 Vsar

lb (kN)

Seismic shear5 Vsareq

lb (kN)

10 M 7245 4035 2825

(322) 179) (126)

15 M 14525 8090 5665

(646) (360) (252)

20 M 21570 12020 8415

(959) (535) (374)

25 M 36025 20070 14050

(1602) (893) (625)

30 M 50715 28255 19780

(2256) (1257) (880)

1 See Section 3186 to convert design strength value to ASD value2 CSA-G3018 Grade 400 rebar are considered ductile steel elements3 Tensile = AseN фs ndash R as noted in CSA A233-14 Annex D4 Shear = AseV фs 060 futa R as noted in CSA A233-14 Annex D5 Seismic Shear = αVseis Vsar Reduction factor for seismic shear only

See section 3187 for additional information on seismic applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

33Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 41 mdash Hilti HIT-RE 100 adhesive design information with CA rebar in hammer drilled holes in accordance with CSA A233-14 Annex D 19

Design parameter Symbol UnitsRebar Size Ref

A233-1410 M 15 M 20 M 25 M 30 M

Anchor OD da mm 113 160 195 252 299

Effective minimum embedment 2 hefmm 60 80 90 101 120

Effective maximum embedment 2 hefmm 226 320 390 504 598

Minimum concrete thickness 2 hminmm hef + 30 hef + 2d0

Critical edge distance cacmm See ESR-3187 section 4110

Minimum edge distance cmin3 mm 57 80 98 126 150

Minimum anchor spacing sminmm 57 80 98 126 150

Coeff for factored conc breakoutresistance uncracked concrete kcuncr

4 - 10 D622

Coeff for factored conc breakoutresistance cracked concrete kccr

4 - 7 D622

Concrete material resistance factor ϕc - 065 842 Resistance modification factor for tension and shear concrete failure modes Condition B 5 Rconc - 100 D53 (c )

Dry Concrete

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 476 476 476 476 416D652

(MPa) (33) (33) (33) (33) (29Characteristic bond stress in uncracked concrete 78 τuncr

psi 1272 1204 1156 1100 1056D652

(MPa) (88) (83) (80) (76) (73Anchor category dry concrete - - 2 2 2 2 2

D53 (c)Resistance modification factor Rdry

- 085 085 085 085 085Water Saturated Concrete

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 424 420 405 360 319D652

(MPa) (29) (29) (28) (25) (22Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1061 986 878 803D652

(MPa) (78) (73) (68) (61) (55)Anchor category water-saturated concrete - - 3 3 3 3 3

D53 (c)Resistance modification factor Rws

- 075 075 075 075 075Water-Filled Hole

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 424 420 405 360 319D652

(MPa) (29) (29) (28) (25) (22)Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1061 986 878 803D652

(MPa) (78) (73) (68) (61) (55)Anchor category water-filled hole - - 3 3 3 3 3

D53 (c)Resistance modification factor Rwf

- 075 075 075 075 075Underwater Application

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 424 420 405 360 319D652

(MPa) (29) (29) (28) (25) (22)Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1061 986 878 803D652

(MPa) (78) (73) (68) (61) (55)Anchor category underwater - - 3 3 3 3 3

D53 (c)Resistance modification factor Ruw

- 075 075 075 075 075

1 Design information in this table is taken from ICC-ES ESR-3829 dated January 2016 table 32 and 33 and converted for use with CSA A233-14 Annex D2 See figure 23 Minimum edge distance may be reduced to 45mm provided rebar remains untorqued See ESR-3829 section 4194 For all design cases ψcN = 10 The appropriate coefficient for breakout resistance for cracked concrete (kccr) or uncracked concrete (kcuncr) must be used5 For use with the load combinations of CSA A233-14 chapter 8 Condition B applies where supplementary reinforcement in conformance with CSA A233-14 section D53 is not provided or

where pullout or pryout strength governs For cases where the presence of supplementary reinforcement can be verified the resistance modification factors associated with Condition A may be used

6 Temperature range A Max short term temperature = 130degF (55degC) max long term temperature = 110degF (43degC) Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

7 Bond strength values corresponding to concrete compressive strength fʹc = 2500 psi (172 MPa) For concrete compressive strength fʹc between 2500 psi (172 MPa) and 8000 psi (552 MPa) the tabulated characteristic bond strength may be increased by a factor of (fʹc2500)01 [for SI (fʹc 172)01]

8 Bond strength values are for sustained loads including dead and live loads For load combinations consisting of short-term loads only such as wind and seismic bond strengths may be increased by 40 percent

9 For structures assigned to Seismic Design Categories C D E or F bond strength values must be multiplied by αNseis = 09

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

34 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 42 mdash Hilti HIT-RE 100 adhesive factored resistance with concrete bond failure for CA rebar in uncracked concrete 12345678910

Rebar Size

EffectiveEmbedment

Depthin (mm)

Tension mdash Nr Shear mdash Vr

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

10 M

4-12 4515 4620 4705 4840 9030 9235 9405 9680(115) (201) (205) (209) (215) (402) (411) (418) (431)

7-116 7070 7230 7360 7575 14135 14455 14720 15150(180) (314) (322) (327) (337) (629) (643) (655) (674)8-78 8875 9075 9240 9510 17750 18150 18485 19025(226) (395) (404) (411) (423) (790) (807) (822) (846)

15 M

5-1116 7630 7805 7945 8180 15260 15605 15895 16360(145) (339) (347) (353) (364) (679) (694) (707) (728)

9-1316 13155 13455 13700 14100 26315 26910 27405 28205(250) (585) (598) (609) (627) (1171) (1197) (1219) (1255)

12-58 16840 17220 17540 18050 33685 34445 35075 36100(320) (749) (766) (780) (803) (1498) (1532) (1560) (1606)

20 M

7-78 12315 12595 12825 13200 24635 25190 25655 26400(200) (548) (560) (571) (587) (1096) (1120) (1141) (1174)14 21865 22355 22765 23430 43725 44710 45535 46865

(355) (972) (994) (1013) (1042) (1945) (1989) (2025) (2085)15-38 24020 24560 25010 25740 48035 49120 50025 51485(390) (1068) (1092) (1113) (1145) (2137) (2185) (2225) (2290)

25 M

9-116 17420 17810 18140 18670 34835 35620 36280 37335(230) (775) (792) (807) (830) (1550) (1585) (1614) (1661)

15-1516 30670 31365 31940 32870 61340 62725 63880 65745(405) (1364) (1395) (1421) (1462) (2729) (2790) (2842) (2924)

19-1316 38170 39030 39750 40910 76335 78060 79495 81815(504) (1698) (1736) (1768) (1820) (3396) (3472) (3536) (3639)

30 M

10-14 22430 22935 23355 24040 44855 45870 46710 48075(260) (998) (1020) (1039) (1069) (1995) (2040) (2078) (2138)

17-1516 39250 40135 40875 42065 78500 80270 81745 84130(455) (1746) (1785) (1818) (1871) (3492) (3571) (3636) (3742)

23-916 51585 52750 53720 55285 103170 105495 107435 110575(598) (2295) (2346) (2390) (2459) (4589) (4693) (4779) (4919)

1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 40

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only Seismic design is not permitted for uncracked concrete

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

35Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 43 mdash Hilti HIT-RE 100 adhesive factored resistance with concrete bond failure for CA rebar in cracked concrete 12345678910

Rebar Size

EffectiveEmbedment

Depthin (mm)

Tension mdash Nr Shear mdash Vr

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

10 M

4-12 1690 1730 1760 1810 3380 3455 3520 3620(115) (75) (77) (78) (81) (150) (154) (157) (161)

7-116 2645 2705 2755 2835 5290 5410 5510 5670(180) (118) (120) (123) (126) (235) (241) (245) (252)8-78 3320 3395 3460 3560 6640 6790 6915 7120(226) (148) (151) (154) (158) (295) (302) (308) (317)

15 M

5-1116 3015 3085 3140 3235 6035 6170 6285 6465(145) (134) (137) (140) (144) (268) (274) (280) (288)

9-1316 5200 5320 5415 5575 10405 10640 10835 11150(250) (231) (237) (241) (248) (463) (473) (482) (496)

12-58 6660 6810 6935 7135 13315 13615 13865 14270(320) (296) (303) (308) (317) (592) (606) (617) (635)

20 M

7-78 5070 5185 5280 5435 10145 10370 10565 10870(200) (226) (231) (235) (242) (451) (461) (470) (484)14 9000 9205 9375 9650 18005 18410 18750 19295

(355) (400) (409) (417) (429) (801) (819) (834) (858)15-38 9890 10115 10300 10600 19780 20225 20600 21200(390) (440) (450) (458) (471) (880) (900) (916) (943)

25 M

9-116 7535 7705 7850 8080 15075 15415 15700 16155(230) (335) (343) (349) (359) (671) (686) (698) (719)

15-1516 13270 13570 13820 14225 26545 27145 27645 28450(405) (590) (604) (615) (633) (1181) (1207) (1230) (1265)

19-1316 16515 16890 17200 17700 33035 33780 34400 35405(504) (735) (751) (765) (787) (1469) (1503) (1530) (1575)

30 M

10-14 8835 9035 9200 9470 17670 18070 18400 18940(260) (393) (402) (409) (421) (786) (804) (819) (842)

17-1516 15460 15810 16100 16570 30925 31620 32205 33145(455) (688) (703) (716) (737) (1376) (1407) (1432) (1474)

23-916 20320 20780 21160 21780 40640 41560 42325 43560(598) (904) (924) (941) (969) (1808) (1849) (1883) (1938)

1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 40

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only For seismic loads multiply cracked concrete tabular values in tension and shear by αseis = 0675 See section 245 for additional information on seismic

applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

36 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 45 mdash Load adjustment factors for 10M rebar in uncracked concrete 123

10 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4-12 7-116 8-78 4-12 7-116 8-78 4-12 7-116 8-89 4-12 7-116 8-78 4-12 7-116 8-78 4-12 7-116 8-78(115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 025 016 012 na na na 009 006 005 018 012 009 na na na2-316 (55) 058 055 054 028 017 013 054 053 053 012 008 006 025 016 013 na na na

3 (76) 061 057 056 033 020 016 056 054 054 020 013 010 033 020 016 na na na4 (102) 065 059 057 039 024 019 058 056 055 031 020 016 039 024 019 na na na5 (127) 068 062 059 046 029 023 060 057 056 043 028 022 046 029 023 na na na

5-1116 (145) 071 063 061 053 033 026 061 058 057 053 034 027 053 033 026 066 na na6 (152) 072 064 061 056 035 027 061 059 057 057 037 029 056 035 027 068 na na7 (178) 076 066 063 065 040 032 063 060 059 072 046 037 065 040 032 073 na na8 (203) 079 069 065 074 046 036 065 061 060 088 056 045 074 046 036 078 na na

8-14 (210) 080 069 065 077 048 038 066 062 060 092 059 047 077 048 038 080 069 na9 (229) 083 071 067 084 052 041 067 063 061 100 067 053 084 052 041 083 071 na

10-116 (256) 087 074 069 094 058 046 069 064 062 080 063 094 058 046 088 076 07011 (279) 090 076 071 100 063 050 071 066 063 091 072 100 063 050 092 079 07312 (305) 094 078 072 069 054 073 067 065 100 082 069 054 096 083 07714 (356) 100 083 076 081 064 077 070 067 100 081 064 100 089 08316 (406) 088 080 092 073 081 073 070 092 073 095 08818 (457) 092 084 100 082 084 076 072 100 082 100 09424 (610) 100 095 100 096 084 079 100 10030 (762) 100 100 093 08736 (914) 100 094

gt48 (1219) 100

Table 46 mdash Load adjustment factors for 10M rebar in cracked concrete 123

10 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4-12 7-116 8-78 4-12 7-116 8-78 4-12 7-116 8-89 4-12 7-116 8-78 4-12 7-116 8-78 4-12 7-116 8-78(115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226)

Spac

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(mm

) 1-34 (44) na na na 049 044 042 na na na 017 011 009 034 022 017 na na na2-316 (55) 058 055 054 052 046 043 056 055 054 024 015 012 047 030 024 na na na

3 (76) 061 057 056 060 050 047 059 057 056 039 025 020 060 049 039 na na na4 (102) 065 059 057 070 056 051 062 059 058 059 038 030 070 056 051 na na na5 (127) 068 062 059 080 062 056 065 061 059 083 053 042 080 062 056 na na na

5-1116 (145) 071 063 061 088 066 059 067 062 061 100 065 052 088 066 059 082 na na6 (152) 072 064 061 091 068 061 068 063 061 070 056 091 068 061 084 na na7 (178) 076 066 063 100 074 065 071 065 063 088 070 100 074 065 091 na na8 (203) 079 069 065 081 070 074 067 065 100 085 081 070 097 na na

8-14 (210) 080 069 065 083 072 074 068 066 090 083 072 099 085 na9 (229) 083 071 067 088 076 077 070 067 100 088 076 100 089 na

10-116 (256) 087 074 069 096 081 080 072 069 096 081 094 08711 (279) 090 076 071 100 086 082 074 071 100 086 098 09112 (305) 094 078 072 092 085 076 073 092 100 09514 (356) 100 083 076 100 091 081 076 100 10016 (406) 088 080 097 085 08018 (457) 092 084 100 089 08424 (610) 100 095 100 09530 (762) 100 10036 (914)

gt48 (1219)

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

37Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 47 mdash Load adjustment factors for 15M rebar in uncracked concrete 123

15 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58

(145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320)

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(mm

) 1-34 (44) na na na 025 014 011 na na na 006 004 003 013 007 006 na na na3-18 (80) 059 055 054 032 018 014 055 053 053 015 009 007 031 018 014 na na na

4 (102) 062 057 055 036 020 016 056 054 054 022 013 010 036 020 016 na na na5 (127) 065 058 057 041 023 018 058 055 054 031 018 014 041 023 018 na na na6 (152) 068 060 058 047 026 020 059 056 055 040 023 018 047 026 020 na na na7 (178) 070 062 059 053 030 023 061 057 056 051 029 023 053 030 023 na na na

7-14 (184) 071 062 060 055 031 024 061 058 056 053 031 024 055 031 024 066 na na8 (203) 073 064 061 060 034 026 062 058 057 062 036 028 060 034 026 070 na na9 (229) 076 065 062 068 038 029 064 059 058 074 043 034 068 038 029 074 na na

10 (254) 079 067 063 075 042 033 065 061 059 087 050 039 075 042 033 078 na na11-38 (289) 083 069 065 086 048 037 067 062 060 100 061 048 086 048 037 083 069 na

12 (305) 085 070 066 090 051 039 068 063 061 066 052 090 051 039 085 071 na14-18 (359) 091 074 069 100 060 046 071 065 063 084 066 100 060 046 093 077 071

16 (406) 097 077 071 068 052 074 067 064 100 079 068 052 098 082 07618 (457) 100 080 074 076 059 077 069 066 095 076 059 100 087 08020 (508) 084 076 084 065 080 071 068 100 084 065 092 08522 (559) 087 079 093 072 083 073 070 093 072 096 08924 (610) 091 082 100 078 086 075 071 100 078 100 09330 (762) 100 090 098 095 082 077 098 10036 (914) 098 100 100 088 082 100

gt48 (1219) 100 100 093

Table 48 mdash Load adjustment factors for 15M rebar in cracked concrete 123

15 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58

(145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320)

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(mm

) 1-34 (44) na na na 046 041 040 na na na 011 007 005 023 013 010 na na na3-18 (80) 059 055 054 055 046 044 057 055 054 028 016 013 055 032 025 na na na

4 (102) 062 057 055 062 050 046 059 056 055 040 023 018 062 046 036 na na na5 (127) 065 058 057 069 054 049 061 058 057 055 032 025 069 054 049 na na na6 (152) 068 060 058 077 058 052 063 059 058 073 042 033 077 058 052 na na na7 (178) 070 062 059 086 062 056 066 061 059 092 053 042 086 062 056 na na na

7-14 (184) 071 062 060 088 063 056 066 061 060 096 056 044 088 063 056 081 na na8 (203) 073 064 061 095 066 059 068 063 061 100 065 051 095 066 059 085 na na9 (229) 076 065 062 100 071 062 070 064 062 078 061 100 071 062 090 na na

10 (254) 079 067 063 076 066 072 066 063 091 071 076 066 095 na na11-38 (289) 083 069 065 082 071 076 068 065 100 086 082 071 100 084 na

12 (305) 085 070 066 086 073 077 069 066 093 086 073 087 na14-18 (359) 091 074 069 097 081 082 072 069 100 097 081 094 087

16 (406) 097 077 071 100 088 086 075 071 100 088 100 09218 (457) 100 080 074 096 090 078 074 096 09820 (508) 084 076 100 095 081 077 100 10022 (559) 087 079 099 084 07924 (610) 091 082 100 088 08230 (762) 100 090 097 09036 (914) 098 100 098

gt48 (1219) 100 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

38 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 49 mdash Load adjustment factors for 20M rebar in uncracked concrete 123

20 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38(200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390)

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(mm

)

1-34 (44) na na na 021 011 010 na na na 004 002 002 008 005 004 na na na3-78 (98) 058 055 054 028 015 014 054 053 053 014 008 007 027 015 014 na na na

4 (102) 058 055 054 029 016 014 055 053 053 014 008 007 029 016 014 na na na5 (127) 061 056 055 032 018 016 056 054 054 020 011 010 032 018 016 na na na6 (152) 063 057 057 036 020 018 057 055 054 027 015 014 036 020 018 na na na7 (178) 065 058 058 040 022 020 058 055 055 034 019 017 040 022 020 na na na8 (203) 067 060 059 044 024 022 059 056 056 041 023 021 044 024 022 na na na9 (229) 069 061 060 050 027 025 060 057 057 049 028 025 050 027 025 na na na

10 (254) 071 062 061 055 030 027 061 058 057 057 032 029 055 030 027 068 na na11 (279) 073 063 062 061 033 030 063 059 058 066 037 034 061 033 030 071 na na12 (305) 075 064 063 066 036 033 064 059 059 075 042 039 066 036 033 074 na na14 (356) 080 067 065 077 042 038 066 061 060 095 053 049 077 042 038 080 na na16 (406) 084 069 067 088 048 044 068 063 062 100 065 059 088 048 044 086 071 na18 (457) 088 071 070 100 054 049 071 064 063 078 071 100 054 049 091 075 07320 (508) 092 074 072 060 055 073 066 065 091 083 060 055 096 079 07722 (559) 097 076 074 066 060 075 067 066 100 096 066 060 100 083 08024 (610) 100 079 076 072 066 078 069 068 100 072 066 087 08426 (660) 081 078 078 071 080 070 069 078 071 090 08728 (711) 083 080 084 076 082 072 071 084 076 094 09130 (762) 086 083 090 082 084 074 072 090 082 097 09436 (914) 093 089 100 098 091 078 076 100 098 100 100

gt48 (1219) 100 100 100 100 088 085 100

Table 50 mdash Load adjustment factors for 20M rebar in cracked concrete 123

20 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38(200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390)

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(h)

mdash in

(mm

)

1-34 (44) na na na 043 039 039 na na na 007 004 004 015 008 007 na na na3-78 (98) 058 055 054 053 045 044 056 054 054 024 013 012 048 027 024 na na na

4 (102) 058 055 054 054 045 044 057 055 054 025 014 013 050 028 026 na na na5 (127) 061 056 055 059 048 047 058 056 055 035 020 018 059 040 036 na na na6 (152) 063 057 057 064 051 049 060 057 056 046 026 024 064 051 047 na na na7 (178) 065 058 058 070 053 052 062 058 057 058 033 030 070 053 052 na na na8 (203) 067 060 059 076 056 054 063 059 059 071 040 036 076 056 054 na na na9 (229) 069 061 060 082 059 057 065 060 060 085 048 043 082 059 057 na na na

10 (254) 071 062 061 088 062 060 067 061 061 099 056 051 088 062 060 081 na na11 (279) 073 063 062 095 065 062 068 062 062 100 065 059 095 065 062 085 na na12 (305) 075 064 063 100 069 065 070 064 063 074 067 100 069 065 089 na na14 (356) 080 067 065 075 071 073 066 065 093 084 075 071 096 na na16 (406) 084 069 067 082 077 077 068 067 100 100 082 077 100 085 na18 (457) 088 071 070 089 083 080 070 069 089 083 090 08720 (508) 092 074 072 096 090 083 073 071 096 090 095 09222 (559) 097 076 074 100 096 086 075 073 100 096 100 09724 (610) 100 079 076 100 090 077 076 100 10026 (660) 081 078 093 079 07828 (711) 083 080 096 082 08030 (762) 086 083 100 084 08236 (914) 093 089 091 088

gt48 (1219) 100 100 100 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

39Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 51 mdash Load adjustment factors for 25M rebar in uncracked concrete 123

25 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316

(230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504)

Spac

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(s)

Edg

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(ca)

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(h)

mdash in

(mm

) 1-34 (44) na na na 022 012 010 na na na 003 002 001 006 003 003 na na na5 (127) 059 055 054 032 018 014 055 053 053 014 008 007 029 016 013 na na na6 (152) 061 056 055 035 019 015 055 054 053 019 011 009 035 019 015 na na na7 (178) 063 057 056 039 021 017 056 054 054 024 013 011 039 021 017 na na na8 (203) 065 058 057 042 023 018 057 055 054 029 016 013 042 023 018 na na na9 (229) 067 059 058 046 025 020 058 056 055 035 020 016 046 025 020 na na na

10 (254) 068 060 058 050 027 022 059 056 055 040 023 018 050 027 022 na na na11-916 (294) 071 062 060 057 031 025 061 057 056 050 029 023 057 031 025 065 na na

12 (305) 072 063 060 059 032 026 061 058 056 053 030 024 059 032 026 066 na na14 (356) 076 065 062 069 038 030 063 059 058 067 038 031 069 038 030 071 na na16 (406) 079 067 063 079 043 034 065 060 059 082 047 037 079 043 034 076 na na18 (457) 083 069 065 089 049 039 066 061 060 098 056 045 089 049 039 081 na na

18-716 (469) 084 069 066 091 050 040 067 062 060 100 058 046 091 050 040 082 068 na20 (508) 087 071 067 099 054 043 068 063 061 065 052 099 054 043 085 071 na

22-38 (568) 091 073 069 100 060 048 070 064 062 077 062 100 060 048 090 075 07024 (610) 094 075 070 065 052 072 065 063 085 069 065 052 094 077 07226 (660) 098 077 072 070 056 074 066 064 096 077 070 056 097 081 07528 (711) 100 079 074 076 060 076 068 065 100 087 076 060 100 084 07830 (762) 081 075 081 065 077 069 066 096 081 065 087 08136 (914) 088 080 097 078 083 073 069 100 097 078 095 088

gt48 (1219) 100 090 100 100 094 080 076 100 100 100 100

Table 52 mdash Load adjustment factors for 25M rebar in cracked concrete 123

25 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316

(230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504)

Spac

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(s)

Edg

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ista

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(ca)

Con

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e Th

ickn

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(h)

mdash in

(mm

) 1-34 (44) na na na 042 039 038 na na na 005 003 002 010 006 004 na na na5 (127) 059 055 054 055 046 044 056 054 054 024 013 011 047 027 022 na na na6 (152) 061 056 055 060 048 046 058 055 055 031 018 014 060 035 028 na na na7 (178) 063 057 056 065 051 048 059 056 055 039 022 018 065 044 036 na na na8 (203) 065 058 057 070 053 050 060 057 056 048 027 022 070 053 044 na na na9 (229) 067 059 058 075 056 051 061 058 057 057 032 026 075 056 051 na na na

10 (254) 068 060 058 080 059 053 063 059 058 067 038 030 080 059 053 na na na11-916 (294) 071 062 060 089 063 057 065 060 059 083 047 038 089 063 057 077 na na

12 (305) 072 063 060 091 064 058 065 060 059 088 050 040 091 064 058 078 na na14 (356) 076 065 062 100 069 062 068 062 061 100 063 051 100 069 062 084 na na16 (406) 079 067 063 075 066 070 064 062 077 062 075 066 090 na na18 (457) 083 069 065 081 071 073 066 064 092 074 081 071 096 na na

18-716 (469) 084 069 066 083 072 074 066 064 095 076 083 072 097 080 na20 (508) 087 071 067 087 075 075 067 065 100 086 087 075 100 084 na

22-38 (568) 091 073 069 095 081 078 070 067 100 095 081 088 08224 (610) 094 075 070 100 085 081 071 068 100 085 092 08526 (660) 098 077 072 090 083 073 070 090 095 08928 (711) 100 079 074 095 086 074 071 095 099 09230 (762) 081 075 100 088 076 073 100 100 09536 (914) 088 080 096 081 077 100

gt48 (1219) 100 090 100 092 086

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

40 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 53 mdash Load adjustment factors for 30M rebar in uncracked concrete 123

30 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916

(260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na 023 013 009 na na na 002 001 001 005 003 002 na na na5-78 (150) 060 055 054 034 019 014 055 053 053 014 008 006 029 016 012 na na na

6 (152) 060 056 054 034 019 014 055 053 053 015 008 006 029 017 013 na na na7 (178) 061 057 055 037 020 015 055 054 053 018 011 008 037 020 015 na na na8 (203) 063 057 056 040 022 017 056 054 054 022 013 010 040 022 017 na na na9 (229) 065 058 056 043 024 018 057 055 054 027 015 012 043 024 018 na na na

10 (254) 066 059 057 047 026 019 058 055 054 031 018 014 047 026 019 na na na11 (279) 068 060 058 050 028 021 058 056 055 036 021 016 050 028 021 na na na12 (305) 070 061 058 054 029 022 059 056 055 041 024 018 054 029 022 na na na

13-14 (337) 072 062 059 059 033 024 060 057 056 048 027 021 059 033 024 064 na na14 (356) 073 063 060 063 034 026 061 057 056 052 030 023 063 034 026 066 na na16 (406) 076 065 061 071 039 030 062 058 057 064 036 028 071 039 030 070 na na18 (457) 079 067 063 080 044 033 064 060 058 076 043 033 080 044 033 074 na na20 (508) 083 069 064 089 049 037 065 061 059 089 051 039 089 049 037 079 na na

20-78 (531) 084 069 065 093 051 039 066 061 059 095 054 041 093 051 039 080 na na22 (559) 086 070 066 098 054 041 067 062 060 100 059 045 098 054 041 082 068 na24 (610) 089 072 067 100 059 044 068 063 061 067 051 100 059 044 086 071 na

26-916 (675) 093 075 069 065 049 070 064 062 078 059 065 049 091 075 06928 (711) 096 076 070 069 052 072 065 062 084 064 069 052 093 077 07030 (762) 099 078 071 074 055 073 066 063 093 071 074 055 096 080 07336 (914) 100 083 075 088 066 078 069 066 100 093 088 066 100 087 080

gt48 (1219) 095 084 100 089 087 075 071 100 100 089 100 100 092

Table 54 mdash Load adjustment factors for 30M rebar in cracked concrete 123

30 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916

(260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na 041 038 038 na na na 004 002 002 008 005 004 na na na5-78 (150) 060 055 054 056 047 044 057 055 054 026 015 011 052 030 022 na na na

6 (152) 060 056 054 057 047 044 057 055 054 026 015 012 053 030 023 na na na7 (178) 061 057 055 061 049 046 058 056 055 033 019 015 061 038 029 na na na8 (203) 063 057 056 065 051 047 059 056 055 041 023 018 065 047 035 na na na9 (229) 065 058 056 069 053 049 060 057 056 049 028 021 069 053 042 na na na

10 (254) 066 059 057 074 056 050 061 058 057 057 033 025 074 056 050 na na na11 (279) 068 060 058 079 058 052 063 059 057 066 038 029 079 058 052 na na na12 (305) 070 061 058 083 060 054 064 059 058 075 043 033 083 060 054 na na na

13-14 (337) 072 062 059 089 063 056 065 060 059 087 050 038 089 063 056 078 na na14 (356) 073 063 060 093 065 057 066 061 059 094 054 041 093 065 057 080 na na16 (406) 076 065 061 100 070 061 068 063 061 100 066 050 100 070 061 086 na na18 (457) 079 067 063 075 064 071 064 062 079 060 075 064 091 na na20 (508) 083 069 064 081 068 073 066 063 092 070 081 068 096 na na

20-78 (531) 084 069 065 083 070 074 066 064 098 075 083 070 098 na na22 (559) 086 070 066 086 072 075 067 064 100 081 086 072 100 083 na24 (610) 089 072 067 092 076 077 069 066 092 092 076 087 na

26-916 (675) 093 075 069 099 081 080 071 067 100 099 081 092 08428 (711) 096 076 070 100 084 082 072 068 100 084 094 08630 (762) 099 078 071 088 084 074 070 088 097 08936 (914) 100 083 075 100 091 078 074 100 100 097

gt48 (1219) 095 084 100 088 082 1001 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

41Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 55 mdash Hilti HIT-RE 100 design information with HAS threaded rods in hammer drilled holes in accordance with CSA A233-14 Annex D 19

Design parameter Symbol UnitsNominal rod diameter (in) Ref

A233-1438 12 58 34 78 1 1-14

Anchor OD da mm 95 127 159 191 222 254 318

Effective minimum embedment 2 hefmm 60 70 79 89 89 102 127

Effective maximum embedment 2 hefmm 191 254 318 381 445 508 635

Minimum concrete thickness 2 hminmm hef + 30 hef + 2d0

Critical edge distance cacmm See ESR-3829 section 4110

Minimum edge distance cmin3 mm 48 64 79 95 111 127 159

Minimum anchor spacing sminmm 48 64 79 95 111 127 159

Coeff for factored conc breakoutresistance uncracked concrete kcuncr

4 - 10 D622

Coeff for factored conc breakoutresistance cracked concrete kccr

4 - 7 D622

Concrete material resistance factor ϕc - 065 842 Resistance modification factor for tension and shear concrete failure modes Condition B 5 Rconc - 100 D53 (c )

Dry Concrete

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 616 592 592 560 516 480 408D652

(MPa) (42) (41) (41) (39) (36) (33) (28

Characteristic bond stress in uncracked concrete 78 τuncr

psi 1272 1256 1204 1164 1124 1092 1048D652

(MPa) (88) (87) (83) (80) (78) (75) (72)

Anchor category dry concrete - - 2 2 2 2 2 2 2Resistance modification factor Rdry

- 085 085 085 085 085 085 085Water Saturated Concrete

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 548 521 521 476 416 375 300D652

(MPa) (38) (36) (36) (33) (29) (26) (21)Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1106 1061 994 915 859 776D652

(MPa) (78) (76) (73) (69) (63) (59) (54)Anchor category water-saturated concrete - - 2 2 2 2 2 2 2Resistance modification factor Rws

- 085 085 085 085 085 085 085Water-Filled Hole

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 548 521 521 476 416 375 300D652

(MPa) (38) (36) (36) (33) (29) (26) (21)

Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1106 1061 994 915 859 776D652

(MPa) (78) (76) (73) (69) (63) (59) (54)

Anchor category water-filled hole - - 3 3 3 3 3 3 3D53 (c)

Resistance modification factor Rwf- 075 075 075 075 075 075 075

Underwater Application

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 548 521 521 476 416 375 300D652

(MPa) (38) (36) (36) (33) (29) (26) (21)Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1106 1061 994 915 859 776D652

(MPa) (78) (76) (73) (69) (63) (59) (54)Anchor category underwater - - 3 3 3 3 3 3 3Resistance modification factor Ruw

- 075 075 075 075 075 075 075

1 Design information in this table is taken from ICC-ES ESR-3829 dated January 2016 table 8 and 9 and converted for use with CSA A233-14 Annex D2 See figure 43 Minimum edge distance may be reduced to 45mm lt cai lt 5d provided Tinst is reduced See ESR-3829 section 4194 For all design cases ψcN = 10 The appropriate coefficient for breakout resistance for cracked concrete (kccr) or uncracked concrete (kcuncr) must be used5 For use with the load combinations of CSA A233-14 chapter 8 Condition B applies where supplementary reinforcement in conformance with CSA A233-14 section D53 is not provided or

where pullout or pryout strength governs For cases where the presence of supplementary reinforcement can be verified the resistance modification factors associated with Condition A may be used

6 Temperature range A Max short term temperature = 130degF (55degC) max long term temperature = 110degF (43degC) Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

7 Bond strength values corresponding to concrete compressive strength fʹc = 2500 psi (172 MPa) For concrete compressive strength fʹc between 2500 psi (172 MPa) and 8000 psi (552 MPa) the tabulated characteristic bond strength may be increased by a factor of (fʹc2500)01 [for SI (fʹc 172)01]

8 Bond strength values are for sustained loads including dead and live loads For load combinations consisting of short-term loads only such as wind and seismic bond strengths may be increased by 40 percent

9 For structures assigned to Seismic Design Categories C D E or F bond strength values must be multiplied by αNseis = 09

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

42 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 56 mdash Hilti HIT-RE 100 adhesive factored resistance with concrete bond failure for threaded rod in uncracked concrete 12345678910

Nominal Anchor

Diameter in (mm)

Nominal anchor diameter in (mm)

Tension mdash Nn Shear mdash Vn

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

38

2-38 1995 2040 2080 2140 1995 2040 2080 2140(60) (89) (91) (92) (95) (89) (91) (92) (95)

3-38 2840 2900 2955 3040 5675 5805 5910 6080(86) (126) (129) (131) (135) (252) (258) (263) (271)

4-12 3785 3870 3940 4055 7565 7735 7880 8110(114) (168) (172) (175) (180) (337) (344) (351) (361)7-12 6305 6450 6565 6760 12610 12895 13135 13515(191) (280) (287) (292) (301) (561) (574) (584) (601)

12

2-34 3045 3115 3170 3260 6090 6225 6340 6525(70) (135) (138) (141) (145) (271) (277) (282) (290)

4-12 4980 5095 5185 5340 9960 10185 10375 10675(114) (222) (227) (231) (237) (443) (453) (461) (475)

6 6640 6790 6915 7120 13285 13580 13830 14235(152) (295) (302) (308) (317) (591) (604) (615) (633)10 11070 11320 11525 11865 22140 22635 23055 23725

(254) (492) (503) (513) (528) (985) (1007) (1025) (1055)

58

3-18 4145 4240 4315 4440 8290 8475 8635 8885(79) (184) (189) (192) (198) (369) (377) (384) (395)

5-58 7460 7630 7770 7995 14920 15260 15540 15990(143) (332) (339) (346) (356) (664) (679) (691) (711)7-12 9950 10170 10360 10660 19895 20345 20720 21325(191) (442) (452) (461) (474) (885) (905) (922) (948)

12-12 16580 16955 17265 17770 33160 33905 34530 35540(318) (737) (754) (768) (790) (1475) (1508) (1536) (1581)

34

3-12 5385 5505 5610 5770 10770 11015 11215 11545(89) (240) (245) (249) (257) (479) (490) (499) (514)

6-34 10385 10620 10815 11130 20775 21240 21630 22265(171) (462) (472) (481) (495) (924) (945) (962) (990)

9 13850 14160 14420 14845 27695 28320 28845 29685(229) (616) (630) (642) (660) (1232) (1260) (1283) (1320)15 23080 23600 24035 24740 46160 47205 48070 49475

(381) (1027) (1050) (1069) (1100) (2053) (2100) (2138) (2201)

78

3-12 5480 6125 6320 6505 10955 12250 12635 13005(89) (244) (272) (281) (289) (487) (545) (562) (579)

7-78 13650 13960 14215 14630 27300 27920 28430 29260(200) (607) (621) (632) (651) (1214) (1242) (1265) (1302)

10-12 18200 18610 18955 19510 36405 37225 37910 39015(267) (810) (828) (843) (868) (1619) (1656) (1686) (1736)

17-12 30335 31020 31590 32515 60670 62040 63185 65025(445) (1349) (1380) (1405) (1446) (2699) (2760) (2810) (2893)

1

4 6690 7480 8020 8250 13385 14965 16035 16505(102) (298) (333) (357) (367) (595) (666) (713) (734)

9 17325 17715 18040 18565 34645 35425 36080 37130(229) (771) (788) (802) (826) (1541) (1576) (1605) (1652)12 23095 23620 24055 24755 46195 47235 48105 49510

(305) (1027) (1051) (1070) (1101) (2055) (2101) (2140) (2202)20 38495 39365 40090 41260 76990 78725 80175 82515

(508) (1712) (1751) (1783) (1835) (3425) (3502) (3566) (3670)

1-14

5 9355 10455 11455 12375 18705 20915 22910 24745(127) (416) (465) (510) (550) (832) (930) (1019) (1101)

11-14 25975 26560 27050 27840 51950 53125 54100 55680(286) (1155) (1182) (1203) (1238) (2311) (2363) (2407) (2477)15 34635 35415 36070 37120 69270 70830 72135 74240

(381) (1541) (1575) (1604) (1651) (3081) (3151) (3209) (3302)25 57725 59025 60115 61865 115450 118055 120225 123735

(635) (2568) (2626) (2674) (2752) (5135) (5251) (5348) (5504)1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 26 - 38 as necessary Compare to the steel values in table 24

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2568 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only Seismic design is not permitted for uncracked concrete

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

43Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 57 mdash Hilti HIT-RE 100 adhesive factored resistance with concrete bond failure for threaded rod in cracked concrete 12345678910

Nominal Anchor

Diameter in (mm)

Nominal anchor diameter in (mm)

Tension mdash Nn Shear mdash Vn

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

38

2-38 965 990 1005 1035 965 990 1005 1035(60) (43) (44) (45) (46) (43) (44) (45) (46)

3-38 1375 1405 1430 1475 2750 2810 2860 2945(86) (61) (63) (64) (66) (122) (125) (127) (131)

4-12 1830 1875 1910 1965 3665 3745 3815 3925(114) (81) (83) (85) (87) (163) (167) (170) (175)7-12 3055 3125 3180 3275 6105 6245 6360 6545(191) (136) (139) (141) (146) (272) (278) (283) (291)

12

2-34 1435 1465 1495 1540 2870 2935 2990 3075(70) (64) (65) (66) (68) (128) (131) (133) (137)

4-12 2350 2400 2445 2515 4695 4800 4890 5035(114) (104) (107) (109) (112) (209) (214) (218) (224)

6 3130 3200 3260 3355 6260 6400 6520 6710(152) (139) (142) (145) (149) (278) (285) (290) (298)10 5215 5335 5435 5590 10435 10670 10865 11185

(254) (232) (237) (242) (249) (464) (475) (483) (497)

58

3-18 2040 2085 2120 2185 4075 4170 4245 4370(79) (91) (93) (94) (97) (181) (185) (189) (194)

5-58 3670 3750 3820 3930 7335 7500 7640 7865(143) (163) (167) (170) (175) (326) (334) (340) (350)7-12 4890 5000 5095 5240 9780 10005 10185 10485(191) (218) (222) (227) (233) (435) (445) (453) (466)

12-12 8150 8335 8490 8735 16305 16670 16980 17475(318) (363) (371) (378) (389) (725) (742) (755) (777)

34

3-12 2590 2650 2700 2775 5180 5300 5395 5555(89) (115) (118) (120) (124) (231) (236) (240) (247)

6-34 4995 5110 5205 5355 9995 10220 10405 10710(171) (222) (227) (231) (238) (445) (455) (463) (476)

9 6665 6815 6940 7140 13325 13625 13875 14280(229) (296) (303) (309) (318) (593) (606) (617) (635)15 11105 11355 11565 11900 22210 22710 23125 23800

(381) (494) (505) (514) (529) (988) (1010) (1029) (1059)

78

3-12 2785 2850 2900 2985 5570 5695 5800 5970(89) (124) (127) (129) (133) (248) (253) (258) (266)

7-78 6265 6410 6525 6715 12535 12815 13055 13435(200) (279) (285) (290) (299) (558) (570) (581) (598)

10-12 8355 8545 8700 8955 16710 17090 17405 17910(267) (372) (380) (387) (398) (743) (760) (774) (797)

17-12 13925 14240 14505 14925 27855 28480 29005 29850(445) (619) (633) (645) (664) (1239) (1267) (1290) (1328)

1

4 3385 3460 3525 3625 6770 6920 7050 7255(102) (151) (154) (157) (161) (301) (308) (314) (323)

9 7615 7785 7930 8160 15230 15570 15860 16320(229) (339) (346) (353) (363) (677) (693) (705) (726)12 10150 10380 10575 10880 20305 20765 21145 21760

(305) (452) (462) (470) (484) (903) (924) (941) (968)20 16920 17305 17620 18135 33840 34605 35240 36270

(508) (753) (770) (784) (807) (1505) (1539) (1568) (1613)

1-14

5 4495 4595 4680 4815 8990 9190 9360 9635(127) (200) (204) (208) (214) (400) (409) (416) (429)

11-14 10115 10340 10530 10840 20225 20680 21060 21675(286) (450) (460) (468) (482) (900) (920) (937) (964)15 13485 13790 14040 14450 26965 27575 28085 28905

(381) (600) (613) (625) (643) (1200) (1227) (1249) (1286)25 22475 22980 23405 24085 44945 45960 46805 48170

(635) (1000) (1022) (1041) (1071) (1999) (2044) (2082) (2143)1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 26 - 38 as necessary Compare to the steel values in table 24

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2568 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only For seismic loads multiply cracked concrete tabular values in tension and shear by αseis = 0675 See section 245 for additional information on seismic

applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

44 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

2411 installation instructionsInstallation Instructions For Use (IFU) are included with each product package They can also be viewed or downloaded on-line at wwwushilticom (US) and wwwhiltica (Canada) mdash ldquoServiceTechnical Info gtgt Technical Downloads gtgt Anchoring Systemsrdquo Because of the possibility of changes always verify that downloaded IFU are current when used Proper installation is critical to achieve full performance Training is available on request Contact Hilti Technical Services for applications and conditions not addressed in the IFU

2412 Working time and cure time (approx)

Table 59 mdash Resistance of HIT-RE 100 to chemicals

Chemical Chemicals Tested ResistantNot

Resistant

Alkaline

Concrete drilling mud (10) pH=126 +

Concrete drilling mud (10) pH=132 +

Concrete potash solution (10) +

pH=140

Alkaline

Acetic acid (10)1 -

Nitric acid (10)1 -

Hydrochloric acid (10) 3 month -

Sulfuric acid (10) -

Solvents

Benzyl alcohol -

Ethanol -

Ethyl acetate -

Methyl ethyl ketone (MEK) -

Trichlorethylene -

Xylene (mixture) +

Chemicals used on job sites

Chemicals Concrete plasticizer +

used on job Diesel oil +

sites Oil +

Petrol +

Oil for form work (forming oil) +

Environmental chemicals

Environmental Salt water +

chemicals de-mineralized water +

salt spraying test +

SO2 +

Environmentweather +1 Concrete was dissolved by acid

Samples of the HIT-RE 100 resin were immersed in the various chemical compounds for up to one year At the time of the test period the samples were analyzed Any samples showing no visible damage and having less than a 25 reduction in bending (flexural) strength were classified as ldquoResistantrdquo Samples that were heavily damaged or destroyed were classified as ldquoNot Resistantrdquo

Note In actual use the majority of the resin is encased in the base material leaving very little surface area exposed

2414 resistance of cured hit-re 100 to chemicals

2413 materials Specifications Table 60 mdash Material properties of fully cured HIT-RE 100

adhesiveBond Strength ASTM C882-121

2 day cure 14 day cure

201 Mpa210 Mpa

2920 psi3050 psi

Compressive Strength ASTM D695-101 743 Mpa 10780 psi

Compressive Modulus ASTM D695-101 3731 Mpa 0541 x 106 psi

Tensile Strength 7 day ASTM D638-10 117 Mpa 1690 psi

Elongation at break ASTM D638-10 010

Heat Deflection Temperature ASTM D648-07

568degC 1343degF

Absorption ASTM D570-10 006

Linear Coefficient of Shrinkage on Cure ASTM D2566-86

00001

1 Minimum values obtained as the result of tests at 35degF 50degF 75degF and 110degF

Notes

Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Hilti Outperform Outlast7250 Dallas Parkway Suite 1000 Plano TX 75024 bull Hilti Inc (US) 1-800-879-8000 bull wwwushilticom bull en espantildeol 1-800-879-5000 bull Hilti (Canada) Corp 1-800-363-4458 wwwhiltica bull Hilti is an equal opportunity employer bull Hilti is a registered trademark of Hilti Corp copyCopyright 2016 by Hilti Inc (US) bull 0216 bull DBS

The data contained in this literature was current as of the date of publication Updates and changes may be made based on later testing If verification is needed that the data is still current please contact the Hilti Technical Support Specialists at 1-800-363-4458 All published load values contained in this literature represent the results of testing by Hilti or test organizations Local base materials were used Because of variations in materials on-site testing is necessary to determine performance at any specific site Laser beams represented by red lines in this publication Printed in the United States

14001 US only

Page 7: USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

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For example the capacity in tension corresponding to the anchor group based on worst case anchor ldquoardquo in the figure below is evaluated as follows

ACI Ndes = 4 bull ФNn bull fAx bull fAy bull fRx bull fRy

CSA Ndes = 4 bull Nr bull fAx bull fAy bull fRx bull fRy

Note designs are for orthogonal anchor bolt patterns and no reduction factor for the diagonally located adjacent anchor is required

Where anchors are loaded simultaneously in tension and shear interaction must be considered The interaction equation is as follows

Nua Vua ACI ____ + ____ le 12 Ndes Vdes

Nf Vf CSA ____ + ____ le 12 Ndes Vdes

where

Nua = Required strength in tension based on factored load combinations of ACI 318 Chapter 5

Vua = Required strength in shear based on factored load combinations of ACI 318 Chapter 5

Nf = Required strength in tension based on factored load combinations of CSA A233 Chapter 8

Vf = Required strength in shear based on factored load combinations of CSA A233 Chapter 8

The full tension strength can be permitted if Vua ACI _____ le 02 Vdes

Vf CSA ____ le 02 Vdes

The full shear strength can be permitted if Nua ACI ____ le 02 Ndes

Nf CSA ____ le 02 Ndes

244 allowable Stress design (aSd)

The values of Ndes and Vdes developed from Section 243 are design strengths (factored resistances) and are to be compared to the required strength in tension and shear from factored load combinations of ACI 318 Chapter 5 or CSA A233 Chapter 8

To design using Allowable Stress Design (ASD) refer to Section 3186 in the 2016 Hilti North America Product Technical Guide Volume 2 Anchor Fastening Technical Guide

245 Seismic designTo determine the seismic design strength (factored resistance) a reduction factor αseis is applied to the applicable table values

This value of αseis will be in the footnotes of the relevant design tables The value of αseis for concrete bond pullout failure is based on 075 times a reduction factor determined from testing The total reduction is footnoted in the tables

The value of αseis for steel failure is based on testing and is typically only applied for shear There is no additional 075 factor The reduction is footnoted in the tables

The factored load and associated seismic load combinations that will be compared to the design strength (factored resistance) can be determined from ACI or CSA provisions and national or local code requirements An additional value for ϕnon-ductile may be needed based on failure mode or ductility of the attached components

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

8 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

246 Sustained loads and overhead Use

Sustained loading is calculated by multiplying the value of ФNn or Nr by 055 and comparing the value to the tension dead load contribution (and any sustained live loads or other loads) of the factored load Edge spacing and concrete thickness influences do not need to be accounted for when evaluating sustained loads

247 accuracy of the Simplified tables

Calculations using the Simplified Tables have the potential of providing a design strength (factored resistance) that is exactly what would be calculated using equations from ACI 318 Chapter 17 or CSA A233 Annex D

The tables for the single anchor design strength (factored resistance) for concrete bond pullout failure or steel failure have the same values that will be computed using the provisions of ACI and CSA

The load adjustment factors for edge distance influences are based on a single anchor near an edge The load adjustment factors for spacing are determined from the influence of two adjacent anchors Each reduction factor is calculated for the minimum value of either concrete or bond failure When more than one edge distance andor spacing condition exists the load adjustment factors are multiplied together This will result in a conservative design when compared to a full calculation based on ACI or CSA

Since the table values including load adjustment factors are calculated using equations that are not linear linear interpolation is not permitted Use the smaller of the two table values listed This provides a conservative value if the application falls between concrete compressive strengths embedment depths or spacing edge distance and concrete thickness

For a summary of the accuracy of the simplified tables refer to Section 3189 of the 2016 Hilti North America Product Technical Guide Volume 2 Anchor Fastening Technical Guide

Additional assistance can be given by your local Hilti representative

248 limitations Using Simplified tables

There are limitations that the Simplified Tables do not consider Refer to Section 31810 of the 2016 Hilti North America Product Technical Guide Volume 2 Anchor Fastening Technical Guide for additional information

Contact Hilti with any questions for specific applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

9Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

248 hilti hit-re 100 adhesive with deformed reinforcing bars (rebar)

Cracked or uncracked concrete

Permissible concete conditions Permissible drilling methods

Dry concrete

Hammer Drilling with Carbide Tipped Drill Bit

Uncracked Concrete Water-saturated concrete

Cracked Concrete Water-filled holes

Submerged (underwater)

Table 1 mdash Specifications for rebar installed with HIT-RE 100 adhesive

Setting information Symbol UnitsRebar Size

3 4 5 6 7 8 9 10

Nominal bit diameter do in 12 58 34 78 1 1-18 1-38 1-12

Effective Embedment

minimum hefmin

in 2-38 2-34 3-18 3-12 3-18 4 4-12 5

(mm) (60) (70) (79) (89) (89) (102) (114) (127)

maximum hefmax

in 7-12 10 12-12 15 17-12 20 22-12 25

(mm) (191) (254) (318) (381) (445) (508) (572) (635)

Minimum Concrete Thickness hmin

in hef + 1-14hef + 2do(mm) (hef + 30)

Minimum edge distance1 cmin

in 1-78 2-12 3-18 3-34 4-38 5 5-58 6-14

(mm) (48) (64) (79) (95) (111) (127) (143) (159)

Minimum anchor spacing smin

in 1-78 2-12 3-18 3-34 4-38 5 5-58 6-14

(mm) (48) (64) (79) (95) (111) (127) (143) (159)

1 Edge distance of 1-34-inch (44mm) is permitted provided the rebar remains un-torqued

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

10 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 2 mdash Hilti HIT-RE 100 adhesive design strength with concrete bond failure for US rebar in uncracked concrete 12345678910

Rebar Size

EffectiveEmbedment

Depthin (mm)

Tension mdash ϕNn Shear mdash ϕVn

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

3

3-38 2780 2835 2915 3035 7080 7210 7420 7730(86) (124) (126) (130) (135) (315) (321) (330) (344)

4-12 3710 3775 3885 4050 9440 9615 9895 10305(114) (165) (168) (173) (180) (420) (428) (440) (458)7-12 6180 6295 6480 6745 15735 16025 16490 17175(191) (275) (280) (288) (300) (700) (713) (734) (764)

4

4-12 4885 4975 5120 5330 12430 12660 13030 13565(114) (217) (221) (228) (237) (553) (563) (580) (603)

6 6510 6630 6825 7105 16575 16875 17370 18090(152) (290) (295) (304) (316) (737) (751) (773) (805)10 10850 11050 11375 11845 27620 28130 28950 30150

(254) (483) (492) (506) (527) (1229) (1251) (1288) (1341)

5

5-58 7315 7450 7665 7985 18615 18960 19515 20320(143) (325) (331) (341) (355) (828) (843) (868) (904)7-12 9750 9930 10220 10645 24825 25280 26015 27095(191) (434) (442) (455) (474) (1104) (1125) (1157) (1205)

12-12 16255 16550 17035 17740 41370 42130 43360 45155(318) (723) (736) (758) (789) (1840) (1874) (1929) (2009)

6

6-34 10180 10370 10670 11115 25920 26395 27165 28290(171) (453) (461) (475) (494) (1153) (1174) (1208) (1258)

9 13575 13825 14230 14820 34555 35195 36220 37720(229) (604) (615) (633) (659) (1537) (1566) (1611) (1678)15 22625 23045 23715 24695 57595 58655 60365 62865

(381) (1006) (1025) (1055) (1098) (2562) (2609) (2685) (2796)

7

7-78 13385 13630 14025 14605 34065 34690 35705 37180(200) (595) (606) (624) (650) (1515) (1543) (1588) (1654)

10-12 17845 18170 18700 19475 45420 46255 47605 49575(267) (794) (808) (832) (866) (2020) (2058) (2118) (2205)

17-12 29740 30285 31170 32460 75700 77090 79340 82625(445) (1323) (1347) (1387) (1444) (3367) (3429) (3529) (3675)

8

9 16980 17295 17800 18535 43225 44020 45305 47180(229) (755) (769) (792) (824) (1923) (1958) (2015) (2099)12 22640 23060 23730 24715 57635 58695 60410 62910

(305) (1007) (1026) (1056) (1099) (2564) (2611) (2687) (2798)20 37735 38430 39555 41190 96055 97825 100680 104845

(508) (1679) (1709) (1759) (1832) (4273) (4351) (4478) (4664)

9

10-18 21020 21405 22030 22945 53505 54490 56080 58400(257) (935) (952) (980) (1021) (2380) (2424) (2495) (2598)

13-12 28025 28540 29375 30590 71340 72655 74775 77870(343) (1247) (1270) (1307) (1361) (3173) (3232) (3326) (3464)

22-12 46710 47570 48960 50985 118900 121090 124620 129780(572) (2078) (2116) (2178) (2268) (5289) (5386) (5543) (5773)

10

11-14 25465 25935 26690 27795 63395 66010 67940 70750(286) (1133) (1154) (1187) (1236) (2820) (2936) (3022) (3147)15 33955 34575 35585 37060 86425 88015 90585 94335

(381) (1510) (1538) (1583) (1649) (3844) (3915) (4029) (4196)25 56590 57630 59310 61765 144040 146690 150975 157220

(635) (2517) (2563) (2638) (2747) (6407) (6525) (6716) (6993)

1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 4

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only Seismic design is not permitted for uncracked concrete

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

11Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 3 mdash Hilti HIT-RE 100 adhesive design strength with concrete bond failure for US rebar in cracked concrete 12345678910

Rebar Size

EffectiveEmbedment

Depthin (mm)

Tension mdash ϕNn Shear mdash ϕVn

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

3

3-38 1040 1060 1090 1135 2650 2700 2775 2890(86) (46) (47) (48) (50) (118) (120) (123) (129)

4-12 1390 1415 1455 1515 3535 3600 3705 3855(114) (62) (63) (65) (67) (157) (160) (165) (171)7-12 2315 2355 2425 2525 5890 5995 6170 6425(191) (103) (105) (108) (112) (262) (267) (274) (286)

4

4-12 1850 1885 1940 2020 4710 4795 4935 5140(114) (82) (84) (86) (90) (210) (213) (220) (229)

6 2465 2515 2585 2695 6280 6395 6585 6855(152) (110) (112) (115) (120) (279) (284) (293) (305)10 4110 4190 4310 4490 10470 10660 10970 11425

(254) (183) (186) (192) (200) (466) (474) (488) (508)

5

5-58 2890 2945 3030 3155 7360 7495 7715 8035(143) (129) (131) (135) (140) (327) (333) (343) (357)7-12 3855 3925 4040 4210 9815 9995 10285 10710(191) (171) (175) (180) (187) (437) (445) (457) (476)

12-12 6425 6545 6735 7015 16355 16655 17145 17850(318) (286) (291) (300) (312) (728) (741) (763) (794)

6

6-34 4165 4240 4365 4545 10600 10795 11110 11570(171) (185) (189) (194) (202) (472) (480) (494) (515)

9 5550 5655 5820 6060 14130 14390 14810 15425(229) (247) (252) (259) (270) (629) (640) (659) (686)15 9255 9425 9700 10100 23555 23985 24685 25705

(381) (412) (419) (431) (449) (1048) (1067) (1098) (1143)

7

7-78 5665 5770 5940 6185 14425 14690 15120 15745(200) (252) (257) (264) (275) (642) (653) (673) (700)

10-12 7555 7695 7920 8250 19235 19590 20160 20995(267) (336) (342) (352) (367) (856) (871) (897) (934)

17-12 12595 12825 13200 13745 32060 32645 33600 34990(445) (560) (570) (587) (611) (1426) (1452) (1495) (1556)

8

9 7030 7160 7365 7670 17890 18220 18755 19530(229) (313) (318) (328) (341) (796) (810) (834) (869)12 9370 9545 9825 10230 23855 24295 25005 26040

(305) (417) (425) (437) (455) (1061) (1081) (1112) (1158)20 15620 15905 16370 17050 39760 40490 41675 43400

(508) (695) (707) (728) (758) (1769) (1801) (1854) (1931)

9

10-18 8425 8580 8830 9195 21440 21835 22475 23405(257) (375) (382) (393) (409) (954) (971) (1000) (1041)

13-12 11230 11440 11770 12260 28590 29115 29965 31205(343) (500) (509) (524) (545) (1272) (1295) (1333) (1388)

22-12 18720 19065 19620 20430 47650 48525 49940 52010(572) (833) (848) (873) (909) (2120) (2158) (2221) (2314)

10

11-14 9915 10095 10390 10820 25235 25700 26450 27545(286) (441) (449) (462) (481) (1123) (1143) (1177) (1225)15 13220 13460 13855 14430 33645 34265 35265 36725

(381) (588) (599) (616) (642) (1497) (1524) (1569) (1634)25 22030 22435 23090 24045 56075 57110 58775 61210

(635) (980) (998) (1027) (1070) (2494) (2540) (2614) (2723)

1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 4

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0607 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 T abular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only For seismic loads multiply cracked concrete tabular values in tension and shear by αseis = 0675 See section 245 for additional information on seismic

applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

12 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 4 mdash Steel design strength for US rebar 1

Rebar Size

ASTM A 615 Grade 40 2 ASTM A 615 Grade 60 2 ASTM A 706 Grade 60 2 Tensile3

ϕNsa

lb (kN)

Shear4

ϕVsa

lb (kN)

Seismic Shear5

ϕVsaeq

lb (kN)

Tensile3

ϕNsa

lb (kN)

Shear4

ϕVsa

lb (kN)

Seismic Shear5

ϕVsaeq

lb (kN)

Tensile3

ϕNsa

lb (kN)

Shear4

ϕVsa

lb (kN)

Seismic Shear5

ϕVsaeq

lb (kN)

34290 2375 1665 6435 3565 2495 6600 3430 2400(191) (106) (74) (286) (159) (111) (294) (153) (107)

47800 4320 3025 11700 6480 4535 12000 6240 4370(347) (192) (135) (520) (288) (202) (534) (278) (194)

512090 6695 4685 18135 10045 7030 18600 9670 6770(538) (298) (208) (807) (447) (313) (827) (430) (301)

617160 9505 6655 25740 14255 9980 26400 13730 9610(763) (423) (296) (1145) (634) (444) (1174) (611) (427)

723400 12960 9070 35100 19440 13610 36000 18720 13105(1041) (576) (403) (1561) (865) (605) (1601) (833) (583)

830810 17065 11945 46215 25595 17915 47400 24650 17255(1370) (759) (531) (2056) (1139) (797) (2108) (1096) (768)

939000 21600 15120 58500 32400 22680 60000 31200 21840(1735) (961) (673) (2602) (1441) (1009) (2669) (1388) (971)

1049530 27430 19200 74295 41150 28805 76200 39625 27740(2203) (1220) (854) (3305) (1830) (1281) (3390) (1763) (1234)

1 See Section 244 to convert design strength value to ASD value2 ASTM A706 Grade 60 rebar are considered ductile steel elements ASTM A 615 Grade 40 and 60 rebar are considered brittle steel elements3 Tensile = ϕ AseN futa as noted in ACI 318-14 Chapter 174 Shear = ϕ 060 AseN futa as noted in ACI 318-14 Chapter 175 Seismic Shear = αVseis ϕVsa Reduction for seismic shear only See section 245 for additional information on seismic applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

13Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 5 mdash Load adjustment factors for 3 rebar in uncracked concrete 123

3Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12(86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 032 023 013 na na na 010 008 005 021 016 009 na na na1-78 (48) 059 057 054 033 024 014 054 053 052 012 009 005 023 017 010 na na na

2 (51) 060 057 054 034 025 014 054 053 052 013 010 006 025 019 011 na na na3 (76) 065 061 057 042 031 018 056 055 054 023 018 011 042 031 018 na na na4 (102) 070 065 059 052 038 022 058 057 055 036 027 016 052 038 022 na na na

4-58 (117) 073 067 060 060 043 025 060 058 056 045 034 020 060 043 025 062 na na5 (127) 075 069 061 064 047 027 061 059 056 050 038 023 064 047 027 065 na na

5-34 (146) 078 071 063 074 054 031 062 060 057 062 046 028 074 054 031 070 063 na6 (152) 080 072 063 077 056 033 063 060 057 066 050 030 077 056 033 071 065 na7 (178) 085 076 066 090 066 038 065 062 059 083 062 037 090 066 038 077 070 na8 (203) 090 080 068 100 075 043 067 064 060 100 076 046 100 075 043 082 075 na

8-34 (222) 093 082 069 082 048 068 065 061 087 052 082 048 086 078 0669 (229) 094 083 070 084 049 069 066 061 091 055 084 049 087 079 067

10 (254) 099 087 072 094 054 071 067 062 100 064 094 054 092 083 07011 (279) 100 091 074 100 060 073 069 064 074 100 060 096 087 07412 (305) 094 077 065 075 071 065 084 065 100 091 07714 (356) 100 081 076 080 074 067 100 076 099 08316 (406) 086 087 084 078 070 087 100 08918 (457) 090 098 088 081 072 098 09424 (610) 100 100 100 092 080 100 10030 (762) 100 08736 (914) 095

gt48 (1219) 100

Table 6 mdash Load adjustment factors for 3 rebar in cracked concrete 123

3Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear5

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12(86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191)

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) 1-34 (44) na na na 054 049 043 na na na 020 015 009 040 030 018 na na na1-78 (48) 059 057 054 056 050 044 056 055 054 022 017 010 044 033 020 na na na

2 (51) 060 057 054 057 051 044 056 055 054 024 018 011 049 036 022 na na na3 (76) 065 061 057 070 060 049 060 058 056 045 033 020 070 060 040 na na na4 (102) 070 065 059 084 070 055 063 061 058 069 051 031 084 070 055 na na na

4-58 (117) 073 067 060 093 076 058 065 062 059 085 064 038 093 076 058 077 na na5 (127) 075 069 061 099 080 060 066 063 060 096 072 043 099 080 060 081 na na

5-34 (146) 078 071 063 100 088 064 069 065 061 100 089 053 100 088 064 086 078 na6 (152) 080 072 063 091 066 069 066 061 095 057 091 066 088 080 na7 (178) 085 076 066 100 072 073 069 063 100 072 100 072 095 087 na8 (203) 090 080 068 078 076 071 065 087 078 100 093 na

8-34 (222) 093 082 069 083 078 073 067 100 083 097 0829 (229) 094 083 070 085 079 074 067 085 098 083

10 (254) 099 087 072 091 082 077 069 091 100 08711 (279) 100 091 074 098 086 079 071 098 09212 (305) 094 077 100 089 082 073 100 09614 (356) 100 081 095 087 077 10016 (406) 086 100 093 08018 (457) 090 098 08424 (610) 100 100 09630 (762) 10036 (914)

gt48 (1219)1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

14 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 7 mdash Load adjustment factors for 4 rebar in uncracked concrete 123

4Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10(114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254)

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1-34 (44) na na na 027 020 012 na na na 007 005 003 014 010 006 na na na2-12 (64) 059 057 054 032 023 014 054 053 052 012 009 005 023 018 011 na na na

3 (76) 061 058 055 035 026 015 055 054 053 015 012 007 031 023 014 na na na4 (102) 065 061 057 041 030 018 056 055 054 024 018 011 041 030 018 na na na5 (127) 069 064 058 048 035 021 058 057 055 033 025 015 048 035 021 na na na

5-34 (146) 071 066 060 054 040 023 059 058 055 041 031 018 054 040 023 061 na na6 (152) 072 067 060 057 042 024 060 058 056 043 033 020 057 042 024 062 na na7 (178) 076 069 062 066 048 028 061 059 057 055 041 025 066 048 028 067 na na

7-14 (184) 077 070 062 068 050 029 062 060 057 058 043 026 068 050 029 068 062 na8 (203) 080 072 063 075 055 032 063 061 057 067 050 030 075 055 032 071 065 na9 (229) 083 075 065 085 062 036 064 062 058 080 060 036 085 062 036 076 069 na

10 (254) 087 078 067 094 069 040 066 063 059 094 070 042 094 069 040 080 073 na11-14 (286) 092 081 069 100 078 046 068 065 061 100 084 050 100 078 046 085 077 065

12 (305) 094 083 070 083 049 069 066 061 092 055 083 049 087 079 06714 (356) 100 089 073 097 057 072 068 063 100 070 097 057 094 086 07216 (406) 094 077 100 065 076 071 065 085 100 065 100 092 07718 (457) 100 080 073 079 074 067 100 073 097 08220 (508) 083 081 082 076 069 081 100 08722 (559) 087 089 085 079 071 089 09124 (610) 090 097 088 082 072 097 09530 (762) 100 100 098 089 078 100 10036 (914) 100 097 084

gt48 (1219) 100 095

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 8 mdash Load adjustment factors for 4 rebar in cracked concrete 123

4Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10(114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254)

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) 1-34 (44) na na na 049 045 041 na na na 013 010 006 026 019 012 na na na2-12 (64) 059 057 054 056 050 044 056 055 054 022 017 010 044 033 020 na na na

3 (76) 061 058 055 060 053 046 057 056 054 029 022 013 058 043 026 na na na4 (102) 065 061 057 070 060 049 060 058 056 045 033 020 070 060 040 na na na5 (127) 069 064 058 080 067 053 062 060 057 062 047 028 080 067 053 na na na

5-34 (146) 071 066 060 088 073 056 064 062 058 077 058 035 088 073 056 075 na na6 (152) 072 067 060 091 075 057 065 062 059 082 061 037 091 075 057 076 na na7 (178) 076 069 062 100 083 062 067 064 060 100 077 046 100 083 062 083 na na

7-14 (184) 077 070 062 085 063 068 065 060 082 049 085 063 084 076 na8 (203) 080 072 063 091 066 069 066 061 095 057 091 066 088 080 na9 (229) 083 075 065 100 070 072 068 063 100 068 100 070 094 085 na

10 (254) 087 078 067 075 074 070 064 079 075 099 090 na11-14 (286) 092 081 069 081 077 073 066 095 081 100 095 080

12 (305) 094 083 070 085 079 074 067 100 085 098 08314 (356) 100 089 073 095 084 078 070 095 100 08916 (406) 094 077 100 089 082 073 100 09618 (457) 100 080 094 086 076 10020 (508) 083 099 090 07922 (559) 087 100 094 08124 (610) 090 098 08430 (762) 100 100 09336 (914) 100

gt48 (1219)

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

15Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 9 mdash Load adjustment factors for 5 rebar in uncracked concrete 123

5Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12(143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318)

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1-34 (44) na na na 025 019 011 na na na 005 004 002 010 008 005 na na na3-18 (79) 059 057 054 032 023 014 054 053 052 012 009 005 024 018 011 na na na

4 (102) 062 059 055 036 027 016 055 054 053 018 013 008 035 026 016 na na na5 (127) 065 061 057 042 031 018 057 055 054 025 019 011 042 031 018 na na na6 (152) 068 063 058 047 035 020 058 056 055 032 024 015 047 035 020 na na na7 (178) 071 066 059 053 039 023 059 058 055 041 031 018 053 039 023 na na na

7-18 (181) 071 066 060 054 040 023 059 058 055 042 031 019 054 040 023 061 na na8 (203) 074 068 061 061 045 026 060 059 056 050 037 022 061 045 026 065 na na9 (229) 077 070 062 069 051 030 062 060 057 060 045 027 069 051 030 069 062 na

10 (254) 080 072 063 076 056 033 063 061 058 070 052 031 076 056 033 072 066 na11 (279) 083 074 065 084 062 036 064 062 058 081 060 036 084 062 036 076 069 na12 (305) 086 077 066 092 067 039 066 063 059 092 069 041 092 067 039 079 072 na14 (356) 091 081 069 100 079 046 068 065 061 100 087 052 100 079 046 086 078 06616 (406) 097 086 071 090 053 071 067 062 100 064 090 053 092 083 07018 (457) 100 090 074 100 059 074 069 064 076 100 059 097 088 07420 (508) 094 077 066 076 072 065 089 066 100 093 07822 (559) 099 079 072 079 074 067 100 072 098 08224 (610) 100 082 079 081 076 068 079 100 08626 (660) 085 085 084 078 070 085 09028 (711) 087 092 087 080 072 092 09330 (762) 090 099 089 082 073 099 09636 (914) 098 100 097 089 078 100 100

gt48 (1219) 100 100 100 087

Table 10 mdash Load adjustment factors for 5 rebar in cracked concrete 123

5Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12(143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318)

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) 1-34 (44) na na na 046 043 040 na na na 009 007 004 018 014 008 na na na3-18 (79) 059 057 054 056 050 044 056 055 054 022 017 010 044 033 020 na na na

4 (102) 062 059 055 062 055 046 058 056 055 032 024 014 062 048 029 na na na5 (127) 065 061 057 070 060 049 060 058 056 045 033 020 070 060 040 na na na6 (152) 068 063 058 078 066 053 062 060 057 059 044 026 078 066 053 na na na7 (178) 071 066 059 087 072 056 064 061 058 074 055 033 087 072 056 na na na

7-18 (181) 071 066 060 088 073 056 064 061 058 076 057 034 088 073 056 074 na na8 (203) 074 068 061 096 078 059 066 063 059 090 068 041 096 078 059 079 na na9 (229) 077 070 062 100 085 062 068 064 060 100 081 048 100 085 062 084 076 na

10 (254) 080 072 063 091 066 069 066 061 095 057 091 066 088 080 na11 (279) 083 074 065 098 069 071 068 063 100 065 098 069 093 084 na12 (305) 086 077 066 100 073 073 069 064 075 100 073 097 088 na14 (356) 091 081 069 081 077 072 066 094 081 100 095 08016 (406) 097 086 071 089 081 076 068 100 089 100 08618 (457) 100 090 074 097 085 079 071 097 09120 (508) 094 077 100 089 082 073 100 09622 (559) 099 079 093 085 075 10024 (610) 100 082 097 089 07726 (660) 085 100 092 08028 (711) 087 095 08230 (762) 090 098 08436 (914) 098 100 091

gt48 (1219) 100 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

16 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 11 mdash Load adjustment factors for 6 rebar in uncracked concrete 123

6Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15(171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381)

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) 1-34 (44) na na na 024 018 010 na na na 004 003 002 008 006 004 na na na3-34 (95) 059 057 054 032 023 014 054 053 052 012 009 006 025 019 011 na na na

4 (102) 060 057 054 033 024 014 054 054 053 014 010 006 027 020 012 na na na5 (127) 062 059 056 037 027 016 056 055 053 019 014 009 037 027 016 na na na6 (152) 065 061 057 042 031 018 057 055 054 025 019 011 042 031 018 na na na7 (178) 067 063 058 047 034 020 058 056 055 032 024 014 047 034 020 na na na8 (203) 070 065 059 052 038 022 059 057 055 039 029 017 052 038 022 na na na

8-12 (216) 071 066 059 055 040 024 059 058 056 042 032 019 055 040 024 061 na na9 (229) 072 067 060 058 043 025 060 058 056 046 034 021 058 043 025 063 na na

10 (254) 075 069 061 064 047 028 061 059 056 054 040 024 064 047 028 066 na na10-34 (273) 077 070 062 069 051 030 062 060 057 060 045 027 069 051 030 069 063 na

12 (305) 080 072 063 077 057 033 063 061 058 071 053 032 077 057 033 073 066 na14 (356) 085 076 066 090 066 039 065 063 059 089 067 040 090 066 039 079 071 na16 (406) 090 080 068 100 076 044 068 065 060 100 082 049 100 076 044 084 076 na

16-34 (425) 091 081 069 079 046 068 065 061 087 052 079 046 086 078 06618 (457) 094 083 070 085 050 070 066 062 097 058 085 050 089 081 06820 (508) 099 087 072 095 055 072 068 063 100 068 095 055 094 085 07222 (559) 100 091 074 100 061 074 070 064 079 100 061 099 089 07524 (610) 094 077 067 076 072 066 090 067 100 093 07926 (660) 098 079 072 079 074 067 100 072 097 08228 (711) 100 081 078 081 075 068 078 100 08530 (762) 083 083 083 077 069 083 08836 (914) 090 100 090 083 073 100 097

gt48 (1219) 100 100 094 081 100

Table 12 mdash Load adjustment factors for 6 rebar in cracked concrete 123

6Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcreteThickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15(171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381)

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1-34 (44) na na na 044 042 039 na na na 007 005 003 014 010 006 na na na3-34 (95) 059 057 054 056 050 044 056 055 054 022 016 010 043 032 019 na na na

4 (102) 060 057 054 057 051 044 056 055 054 024 018 011 048 036 021 na na na5 (127) 062 059 056 063 056 047 058 057 055 033 025 015 063 050 030 na na na6 (152) 065 061 057 070 060 049 060 058 056 044 033 020 070 060 039 na na na7 (178) 067 063 058 077 065 052 061 059 057 055 041 025 077 065 050 na na na8 (203) 070 065 059 084 070 055 063 061 058 067 050 030 084 070 055 na na na

8-12 (216) 071 066 059 088 072 056 064 061 058 074 055 033 088 072 056 074 na na9 (229) 072 067 060 091 075 057 064 062 058 080 060 036 091 075 057 076 na na

10 (254) 075 069 061 099 080 060 066 063 059 094 070 042 099 080 060 080 na na10-34 (273) 077 070 062 100 084 062 067 064 060 100 079 047 100 084 062 083 075 na

12 (305) 080 072 063 091 066 069 066 061 100 093 056 091 066 088 080 na14 (356) 085 076 066 100 072 072 068 063 100 070 100 072 095 086 na16 (406) 090 080 068 078 076 071 065 086 078 100 092 na

16-34 (425) 091 081 069 081 077 072 066 092 081 094 07918 (457) 094 083 070 085 079 074 067 100 085 097 08220 (508) 099 087 072 091 082 076 069 091 100 08722 (559) 100 091 074 098 085 079 071 098 09124 (610) 094 077 100 088 082 073 100 09526 (660) 098 079 092 084 074 09928 (711) 100 081 095 087 076 10030 (762) 083 098 090 07836 (914) 090 100 098 084

gt48 (1219) 100 100 095

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

17Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 13 mdash Load adjustment factors for 7 rebar in uncracked concrete 123

7Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12(200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445)

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(mm

) 1-34 (44) na na na 023 017 010 na na na 003 002 001 006 004 003 na na na4-38 (111) 059 057 054 032 024 014 054 053 052 012 009 005 024 018 011 na na na

5 (127) 061 058 055 034 025 015 055 054 053 014 011 007 029 022 013 na na na6 (152) 063 060 056 038 028 016 056 055 053 019 014 009 038 028 016 na na na7 (178) 065 061 057 042 031 018 056 055 054 024 018 011 042 031 018 na na na8 (203) 067 063 058 046 034 020 057 056 054 029 022 013 046 034 020 na na na9 (229) 069 064 059 051 037 022 058 057 055 035 026 016 051 037 022 na na na

9-78 (251) 071 066 059 055 041 024 059 057 055 040 030 018 055 041 024 060 na na10 (254) 071 066 060 056 041 024 059 058 055 041 031 018 056 041 024 061 na na11 (279) 073 067 060 061 045 026 060 058 056 047 035 021 061 045 026 064 na na12 (305) 075 069 061 067 049 029 061 059 056 054 040 024 067 049 029 066 na na

12-12 (318) 076 070 062 070 051 030 061 059 057 057 043 026 070 051 030 068 062 na14 (356) 080 072 063 078 058 034 063 061 058 068 051 031 078 058 034 072 065 na16 (406) 084 075 065 089 066 039 065 062 059 083 062 037 089 066 039 077 070 na18 (457) 088 079 067 100 074 043 067 064 060 099 074 044 100 074 043 081 074 na

19-12 (495) 091 081 069 080 047 068 065 061 100 084 050 080 047 085 077 06520 (508) 092 082 069 082 048 068 065 061 087 052 082 048 086 078 06622 (559) 097 085 071 090 053 070 067 062 100 060 090 053 090 082 06924 (610) 100 088 073 099 058 072 068 063 068 099 058 094 085 07226 (660) 091 075 100 063 074 070 064 077 100 063 098 089 07528 (711) 094 077 067 076 071 065 086 067 100 092 07830 (762) 098 079 072 078 073 066 096 072 095 08036 (914) 100 084 087 083 077 069 100 087 100 088

gt48 (1219) 096 100 094 086 076 100 100

Table 14 mdash Load adjustment factors for 7 rebar in cracked concrete 123

7Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12(200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445)

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mdash in

(mm

) 1-34 (44) na na na 043 041 038 na na na 005 004 002 010 008 005 na na na4-38 (111) 059 057 054 056 050 044 056 055 053 020 015 009 040 030 018 na na na

5 (127) 061 058 055 059 052 045 057 055 054 024 018 011 049 037 022 na na na6 (152) 063 060 056 064 056 047 058 056 055 032 024 014 064 048 029 na na na7 (178) 065 061 057 070 060 049 059 058 055 040 030 018 070 060 036 na na na8 (203) 067 063 058 076 064 052 060 059 056 049 037 022 076 064 044 na na na9 (229) 069 064 059 082 068 054 062 060 057 059 044 027 082 068 053 na na na

9-78 (251) 071 066 059 087 072 056 063 061 058 068 051 030 087 072 056 072 na na10 (254) 071 066 060 088 073 056 063 061 058 069 052 031 088 073 056 072 na na11 (279) 073 067 060 095 077 059 064 062 058 080 060 036 095 077 059 076 na na12 (305) 075 069 061 100 082 061 066 063 059 091 068 041 100 082 061 079 na na

12-12 (318) 076 070 062 084 062 066 063 060 097 072 043 084 062 081 073 na14 (356) 080 072 063 091 066 068 065 061 100 086 051 091 066 085 078 na16 (406) 084 075 065 100 071 071 067 062 100 063 100 071 091 083 na18 (457) 088 079 067 076 073 069 064 075 076 097 088 na

19-12 (495) 091 081 069 080 075 071 065 085 080 100 092 07720 (508) 092 082 069 082 076 071 065 088 082 093 07822 (559) 097 085 071 087 079 074 067 100 087 097 08224 (610) 100 088 073 093 081 076 068 093 100 08626 (660) 091 075 099 084 078 070 099 08928 (711) 094 077 100 086 080 071 100 09330 (762) 098 079 089 082 073 09636 (914) 100 084 097 089 078 100

gt48 (1219) 096 100 100 087

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

18 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 15 mdash Load adjustment factors for 8 rebar in uncracked concrete 123

8Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

9 12 20 9 12 20 9 12 20 9 12 20 9 12 20 9 12 20(229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508)

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Edg

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ickn

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(h)

mdash in

(mm

) 1-34 (44) na na na 023 017 010 na na na 002 002 001 005 004 002 na na na5 (127) 059 057 054 032 024 014 054 053 052 011 009 005 023 017 010 na na na6 (152) 061 058 055 035 026 015 055 054 053 015 011 007 030 022 013 na na na7 (178) 063 060 056 039 029 017 055 055 053 019 014 009 038 028 017 na na na8 (203) 065 061 057 042 031 018 056 055 054 023 017 010 042 031 018 na na na9 (229) 067 063 058 046 034 020 057 056 054 028 021 012 046 034 020 na na na

10 (254) 069 064 058 050 037 021 058 056 055 032 024 015 050 037 021 na na na11 (279) 070 065 059 054 040 023 059 057 055 037 028 017 054 040 023 na na na

11-14 (286) 071 066 059 056 041 024 059 057 055 038 029 017 056 041 024 059 na na12 (305) 072 067 060 059 044 026 059 058 056 042 032 019 059 044 026 061 na na13 (330) 074 068 061 064 047 028 060 058 056 048 036 022 064 047 028 064 na na14 (356) 076 069 062 069 051 030 061 059 056 053 040 024 069 051 030 066 na na

14-14 (362) 076 070 062 070 052 030 061 059 057 055 041 025 070 052 030 067 061 na16 (406) 080 072 063 079 058 034 063 060 057 065 049 029 079 058 034 071 064 na18 (457) 083 075 065 089 065 038 064 062 058 078 058 035 089 065 038 075 068 na20 (508) 087 078 067 099 073 043 066 063 059 091 068 041 099 073 043 079 072 na22 (559) 091 081 068 100 080 047 067 064 060 100 079 047 100 080 047 083 075 na

22-14 (565) 091 081 069 081 047 067 064 060 080 048 081 047 084 076 06424 (610) 094 083 070 087 051 069 066 061 090 054 087 051 087 079 06626 (660) 098 086 072 094 055 070 067 062 100 061 094 055 090 082 06928 (711) 100 089 073 100 060 072 068 063 068 100 060 094 085 07230 (762) 092 075 064 074 069 064 075 064 097 088 07436 (914) 100 080 077 078 073 067 099 077 100 097 081

gt48 (1219) 090 100 088 081 072 100 100 100 094

Table 16 mdash Load adjustment factors for 8 rebar in cracked concrete 123

8Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

9 12 20 9 12 20 9 12 20 9 12 20 9 12 20 9 12 20(229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508)

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Edg

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(ca)

Con

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(h)

mdash in

(mm

) 1-34 (44) na na na 042 040 038 na na na 004 003 002 008 006 004 na na na5 (127) 059 057 054 056 050 044 056 055 053 020 015 009 039 030 018 na na na6 (152) 061 058 055 060 053 046 057 056 054 026 019 012 052 039 023 na na na7 (178) 063 060 056 065 057 047 058 057 055 033 024 015 065 049 029 na na na8 (203) 065 061 057 070 060 049 059 057 055 040 030 018 070 060 036 na na na9 (229) 067 063 058 075 064 051 060 058 056 048 036 021 075 064 043 na na na

10 (254) 069 064 058 080 067 053 061 059 057 056 042 025 080 067 050 na na na11 (279) 070 065 059 086 071 055 062 060 057 064 048 029 086 071 055 na na na

11-14 (286) 071 066 059 087 072 056 063 060 057 066 050 030 087 072 056 071 na na12 (305) 072 067 060 091 075 057 064 061 058 073 055 033 091 075 057 074 na na13 (330) 074 068 061 097 079 059 065 062 059 083 062 037 097 079 059 077 na na14 (356) 076 069 062 100 083 062 066 063 059 092 069 042 100 083 062 079 na na

14-14 (362) 076 070 062 084 062 066 063 059 095 071 043 084 062 080 073 na16 (406) 080 072 063 091 066 068 065 061 100 085 051 091 066 085 077 na18 (457) 083 075 065 100 070 070 067 062 100 061 100 070 090 082 na20 (508) 087 078 067 075 073 069 063 071 075 095 086 na22 (559) 091 081 068 080 075 070 065 082 080 100 091 na

22-14 (565) 091 081 069 080 075 071 065 083 080 091 07724 (610) 094 083 070 085 077 072 066 093 085 095 08026 (660) 098 086 072 090 079 074 067 100 090 098 08328 (711) 100 089 073 095 082 076 069 095 100 08630 (762) 092 075 100 084 078 070 100 08936 (914) 100 080 091 084 074 098

gt48 (1219) 090 100 095 082 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

19Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 17 mdash Load adjustment factors for 9 rebar in uncracked concrete 123

9Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12(257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572)

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(s)

Edg

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(ca)

Con

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(h)

mdash in

(mm

) 1-34 (44) na na na 022 016 010 na na na 002 001 001 004 003 002 na na na5-58 (143) 059 057 054 032 024 014 054 053 052 011 008 005 022 016 010 na na na

6 (152) 060 057 054 034 025 014 054 053 052 012 009 005 024 018 011 na na na7 (178) 062 059 055 037 027 016 055 054 053 015 011 007 031 023 014 na na na8 (203) 063 060 056 040 029 017 055 054 053 019 014 008 037 028 017 na na na9 (229) 065 061 057 043 031 018 056 055 054 022 017 010 043 031 018 na na na

10 (254) 066 062 057 046 034 020 057 056 054 026 020 012 046 034 020 na na na11 (279) 068 064 058 050 036 021 057 056 054 030 023 014 050 036 021 na na na12 (305) 070 065 059 054 039 023 058 057 055 034 026 015 054 039 023 na na na

12-78 (327) 071 066 060 057 042 025 059 057 055 038 029 017 057 042 025 059 na na13 (330) 071 066 060 058 043 025 059 057 055 039 029 017 058 043 025 059 na na14 (356) 073 067 060 062 046 027 060 058 056 043 032 019 062 046 027 062 na na16 (406) 076 070 062 071 052 031 061 059 056 053 040 024 071 052 031 066 na na

16-14 (413) 077 070 062 072 053 031 061 059 056 054 040 024 072 053 031 066 060 na18 (457) 080 072 063 080 059 035 062 060 057 063 047 028 080 059 035 070 064 na20 (508) 083 075 065 089 066 038 064 061 058 074 055 033 089 066 038 074 067 na22 (559) 086 077 066 098 072 042 065 062 059 085 064 038 098 072 042 077 070 na24 (610) 090 080 068 100 079 046 066 063 060 097 073 044 100 079 046 081 073 na

25-14 (641) 092 081 069 083 048 067 064 060 100 078 047 083 048 083 075 06426 (660) 093 082 069 085 050 068 065 060 082 049 085 050 084 076 06428 (711) 096 085 071 092 054 069 066 061 092 055 092 054 087 079 06730 (762) 099 087 072 098 058 070 067 062 100 061 098 058 090 082 06936 (914) 100 094 077 100 069 074 070 064 080 100 069 099 090 076

gt48 (1219) 100 086 092 083 077 069 100 092 100 100 088

Table 18 mdash Load adjustment factors for 9 rebar in cracked concrete 123

9Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12(257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572)

Spac

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(s)

Edg

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(ca)

Con

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ickn

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(h)

mdash in

(mm

) 1-34 (44) na na na 041 039 038 na na na 003 003 002 007 005 003 na na na5-58 (143) 059 057 054 056 050 044 056 055 053 020 015 009 039 029 018 na na na

6 (152) 060 057 054 057 051 044 056 055 054 022 016 010 043 032 019 na na na7 (178) 062 059 055 061 054 046 057 056 054 027 020 012 054 041 024 na na na8 (203) 063 060 056 065 057 048 058 057 055 033 025 015 065 050 030 na na na9 (229) 065 061 057 070 060 049 059 057 055 040 030 018 070 059 036 na na na

10 (254) 066 062 057 074 063 051 060 058 056 046 035 021 074 063 042 na na na11 (279) 068 064 058 079 067 053 061 059 056 054 040 024 079 067 048 na na na12 (305) 070 065 059 084 070 055 062 060 057 061 046 027 084 070 055 na na na

12-78 (327) 071 066 060 088 073 056 063 061 058 068 051 031 088 073 056 072 na na13 (330) 071 066 060 089 073 056 063 061 058 069 052 031 089 073 056 072 na na14 (356) 073 067 060 094 077 058 064 062 058 077 058 035 094 077 058 075 na na16 (406) 076 070 062 100 084 062 066 063 059 094 071 042 100 084 062 080 na na

16-14 (413) 077 070 062 085 063 066 063 060 096 072 043 085 063 081 073 na18 (457) 080 072 063 091 066 068 065 061 100 084 050 091 066 085 077 na20 (508) 083 075 065 099 070 070 067 062 099 059 099 070 089 081 na22 (559) 086 077 066 100 074 072 068 063 100 068 100 074 094 085 na24 (610) 090 080 068 078 074 070 064 078 078 098 089 na

25-14 (641) 092 081 069 081 075 071 065 084 081 100 091 07726 (660) 093 082 069 082 076 071 065 088 082 093 07828 (711) 096 085 071 087 078 073 066 098 087 096 08130 (762) 099 087 072 091 080 075 068 100 091 100 08436 (914) 100 094 077 100 086 080 071 100 092

gt48 (1219) 100 086 100 098 090 078 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

20 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 19 mdash Load adjustment factors for 10 rebar in uncracked concrete 123

10Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25(286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635)

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(s)

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(ca)

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(h)

mdash in

(mm

) 1-34 (44) na na na 022 016 009 na na na 002 001 001 003 002 001 na na na6-14 (159) 059 057 054 032 024 014 054 053 052 011 008 005 022 016 010 na na na

7 (178) 060 058 055 034 025 015 054 053 052 013 009 006 026 019 011 na na na8 (203) 062 059 055 037 027 016 055 054 053 016 012 007 031 023 014 na na na9 (229) 063 060 056 040 029 017 055 054 053 019 014 008 038 028 017 na na na

10 (254) 065 061 057 043 032 018 056 055 054 022 016 010 043 032 018 na na na11 (279) 066 062 057 046 034 020 057 055 054 025 019 011 046 034 020 na na na12 (305) 068 063 058 049 036 021 057 056 054 029 021 013 049 036 021 na na na13 (330) 069 064 059 053 039 023 058 056 055 033 024 014 053 039 023 na na na14 (356) 071 066 059 057 042 024 059 057 055 036 027 016 057 042 024 na na na

14-14 (362) 071 066 060 058 042 025 059 057 055 037 027 016 058 042 025 059 na na15 (381) 072 067 060 061 045 026 059 057 055 040 030 018 061 045 026 060 na na16 (406) 074 068 061 065 047 028 060 058 056 045 033 020 065 047 028 062 na na17 (432) 075 069 061 069 050 030 060 058 056 049 036 021 069 050 030 064 na na18 (457) 077 070 062 073 053 031 061 059 056 053 039 023 073 053 031 066 060 na20 (508) 080 072 063 081 059 035 062 060 057 062 046 027 081 059 035 070 063 na22 (559) 083 074 065 089 065 038 063 061 058 072 053 032 089 065 038 073 066 na24 (610) 086 077 066 097 071 042 065 062 058 082 060 036 097 071 042 076 069 na26 (660) 089 079 067 100 077 045 066 063 059 092 068 041 100 077 045 079 072 na28 (711) 091 081 069 100 083 049 067 064 060 100 076 045 083 049 082 074 06330 (762) 094 083 070 089 052 068 065 061 084 050 089 052 085 077 06536 (914) 100 090 074 100 063 072 068 063 100 066 100 063 094 084 071

gt48 (1219) 100 082 083 079 074 067 100 083 100 097 082

Table 20 mdash Load adjustment factors for 10 rebar in cracked concrete 123

10Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25(286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 040 039 037 na na na 003 002 001 006 004 003 na na na6-14 (159) 059 057 054 056 050 044 056 055 053 020 015 009 039 029 018 na na na

7 (178) 060 058 055 058 052 045 056 055 054 023 017 010 046 035 021 na na na8 (203) 062 059 055 062 055 046 057 056 054 028 021 013 056 042 025 na na na9 (229) 063 060 056 066 057 048 058 057 055 034 025 015 066 051 030 na na na

10 (254) 065 061 057 070 060 049 059 057 055 039 030 018 070 059 036 na na na11 (279) 066 062 057 074 063 051 060 058 056 046 034 020 074 063 041 na na na12 (305) 068 063 058 078 066 053 061 059 056 052 039 023 078 066 047 na na na13 (330) 069 064 059 082 069 054 062 060 057 059 044 026 082 069 053 na na na14 (356) 071 066 059 087 072 056 063 060 057 065 049 029 087 072 056 na na na

14-14 (362) 071 066 060 088 073 056 063 061 058 067 050 030 088 073 056 071 na na15 (381) 072 067 060 091 075 057 063 061 058 073 054 033 091 075 057 073 na na16 (406) 074 068 061 096 078 059 064 062 058 080 060 036 096 078 059 076 na na17 (432) 075 069 061 100 081 061 065 063 059 087 066 039 100 081 061 078 na na18 (457) 077 070 062 085 062 066 063 059 095 071 043 085 062 080 073 na20 (508) 080 072 063 091 066 068 065 061 100 084 050 091 066 085 077 na22 (559) 083 074 065 098 069 070 066 062 097 058 098 069 089 081 na24 (610) 086 077 066 100 073 072 068 063 100 066 100 073 093 084 na26 (660) 089 079 067 077 073 069 064 074 077 097 088 na28 (711) 091 081 069 081 075 071 065 083 081 100 091 07730 (762) 094 083 070 085 077 072 066 092 085 094 07936 (914) 100 090 074 097 082 077 069 100 097 100 087

gt48 (1219) 100 082 100 093 086 075 100 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

21Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

249 hilti hit-re 100 adhesive with hilti haS threaded rod

Cracked or uncracked concrete

Permissible concete conditions Permissible drilling methods

Dry concrete

Hammer Drilling with Carbide Tipped Drill Bit

Uncracked Concrete Water-saturated concrete

Cracked Concrete Water-filled holes

Submerged (underwater)

Hilti HAS Threaded Rod

Hilti HIT-V Threaded Rod

Table 21 mdash Specifications for fractional threaded rod installed with HIT-RE 100 adhesive

Setting information Symbol UnitsNominal anchor diameter

38 12 58 34 78 1 1-14

Nominal bit diameter do in 716 916 34 78 1 1-18 1-38

Standard effective embedment hefstd

in 3-38 4-12 5-58 6-34 7-78 9 11-14

(mm) (86) (114) (143) (171) (200) (229) (286)

Effective Embedment

minimum hefmin

in 2-38 2-34 3-18 3-12 3-12 4 5

(mm) (60) (70) (79) (89) (89) (102) (127)

maximum hefmax

in 7-12 10 12-12 15 17-12 20 25

(mm) (191) (254) (318) (381) (445) (508) (635)

Minimum diameter of fixture hole

through-set

in 12 58 13161 15161 1-181 1-141 1-121

preset

in 716 1916 1116 1316 1516 1-18 1-38

Installation torque Tinst

ft-lb 15 30 60 100 125 150 200

(Nm) (20) (40) (80) (136) (169) (203) (271)

Minimum Concrete Thickness hmin

in hef + 1-14 58 to 78 rods also have min conc

hef + 2 hef + 3

(mm) (hef + 51) thickness = hef+2do (hef + 57) (hef + 76)

Minimum edge distance2 cmin

in 1-78 2-12 3-18 3-34 4-38 5 5-58

(mm) (48) (64) (79) (95) (111) (127) (143)

Minimum anchor spacing smin

in 1-78 2-12 3-18 3-34 4-38 5 5-58

(mm) (48) (64) (79) (95) (111) (127) (143)

1 Install using (2) washers See Figure 52 Edge distance of 1-34-inch (44mm) is permitted provided the installation torque is reduced to 030 T inst for 5d lt s lt 16-in and to 05

Tinst for sgt16-in

min

Figure 4 mdash HASHIT-V threaded rods

Figure 5 mdash Installation with (2) washers

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

22 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 22 mdash Hilti HIT-RE 100 adhesive design strength with concrete bond failure for fractional threaded rod in uncracked concrete 12345678910

Nominal Anchor

Diameter in (mm)

Nominal anchor diameter in (mm)

Tension mdash ФNn Shear mdash ФVn

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

f´c = 2500 psi(172 MPa)

lb (kN)

f´c = 3000 psi(207 MPa)

lb (kN)

f´c = 4000 psi(276 MPa)

lb (kN)

f´c = 6000 psi(414 MPa)

lb (kN)

38

2-38 1955 1995 2050 2135 2490 2535 2610 2720(60) (87) (89) (91) (95) (111) (113) (116) (121)

3-38 2780 2835 2915 3035 7080 7210 7420 7730(86) (124) (126) (130) (135) (315) (321) (330) (344)

4-12 3710 3775 3885 4050 9440 9615 9895 10305(114) (165) (168) (173) (180) (420) (428) (440) (458)7-12 6180 6295 6480 6745 15735 16025 16490 17175(191) (275) (280) (288) (300) (700) (713) (734) (764)

12

2-34 2985 3040 3130 3255 7595 7735 7960 8290(70) (133) (135) (139) (145) (338) (344) (354) (369)

4-12 4885 4975 5120 5330 12430 12660 13030 13565(114) (217) (221) (228) (237) (553) (563) (580) (603)

6 6510 6630 6825 7105 16575 16875 17370 18090(152) (290) (295) (304) (316) (737) (751) (773) (805)10 10850 11050 11375 11845 27620 28130 28950 30150

(254) (483) (492) (506) (527) (1229) (1251) (1288) (1341)

58

3-18 4065 4140 4260 4435 9280 10165 10840 11290(79) (181) (184) (189) (197) (413) (452) (482) (502)

5-58 7315 7450 7665 7985 18615 18960 19515 20320(143) (325) (331) (341) (355) (828) (843) (868) (904)7-12 9750 9930 10220 10645 24825 25280 26015 27095(191) (434) (442) (455) (474) (1104) (1125) (1157) (1205)

12-12 16255 16550 17035 17740 41370 42130 43360 45155(318) (723) (736) (758) (789) (1840) (1874) (1929) (2009)

34

3-12 5105 5375 5535 5765 11000 12050 13915 14670(89) (227) (239) (246) (256) (489) (536) (619) (653)

6-34 10180 10370 10670 11115 25920 26395 27165 28290(171) (453) (461) (475) (494) (1153) (1174) (1208) (1258)

9 13575 13825 14230 14820 34555 35195 36220 37720(229) (604) (615) (633) (659) (1537) (1566) (1611) (1678)15 22625 23045 23715 24695 57595 58655 60365 62865

(381) (1006) (1025) (1055) (1098) (2562) (2609) (2685) (2796)

78

3-12 5105 5595 6235 6490 11000 12050 13915 16525(89) (227) (249) (277) (289) (489) (536) (619) (735)

7-78 13385 13630 14025 14605 34065 34690 35705 37180(200) (595) (606) (624) (650) (1515) (1543) (1588) (1654)

10-12 17845 18170 18700 19475 45420 46255 47605 49575(267) (794) (808) (832) (866) (2020) (2058) (2118) (2205)

17-12 29740 30285 31170 32460 75700 77090 79340 82625(445) (1323) (1347) (1387) (1444) (3367) (3429) (3529) (3675)

1

4 6240 6835 7895 8240 13440 14725 17000 20820(102) (278) (304) (351) (367) (598) (655) (756) (926)

9 16980 17295 17800 18535 43225 44020 45305 47180(229) (755) (769) (792) (824) (1923) (1958) (2015) (2099)12 22640 23060 23730 24715 57635 58695 60410 62910

(305) (1007) (1026) (1056) (1099) (2564) (2611) (2687) (2798)20 37735 38430 39555 41190 96055 97825 100680 104845

(508) (1679) (1709) (1759) (1832) (4273) (4351) (4478) (4664)

1-14

5 8720 9555 11030 12355 18785 20575 23760 29100(127) (388) (425) (491) (550) (836) (915) (1057) (1294)

11-14 25465 25935 26690 27795 63395 66010 67940 70750(286) (1133) (1154) (1187) (1236) (2820) (2936) (3022) (3147)15 33955 34575 35585 37060 86425 88015 90585 94335

(381) (1510) (1538) (1583) (1649) (3844) (3915) (4029) (4196)25 56590 57630 59310 61765 144040 146690 150975 157220

(635) (2517) (2563) (2638) (2747) (6407) (6525) (6716) (6993)1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 26-38 as necessary Compare to the steel values in table 24

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only Seismic design is not permitted for uncracked concrete

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

23Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 23 mdash Hilti HIT-RE 100 adhesive design strength with concrete bond failure for threaded rod in cracked concrete 12345678910

Nominal anchor

diameter in (mm)

Effective Embedment

Depth in (mm)

Tension mdash ФNn Shear mdash ФVn

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

f´c = 2500 psi(172 MPa)

lb (kN)

f´c = 3000 psi(207 MPa)

lb (kN)

f´c = 4000 psi(276 MPa)

lb (kN)

f´c = 6000 psi(414 MPa)

lb (kN)

38

2-38 950 965 995 1035 1205 1230 1265 1315(60) (42) (43) (44) (46) (54) (55) (56) (58)

3-38 1345 1370 1410 1470 3430 3490 3595 3745(86) (60) (61) (63) (65) (153) (155) (160) (167)

4-12 1795 1830 1885 1960 4570 4655 4790 4990(114) (80) (81) (84) (87) (203) (207) (213) (222)7-12 2995 3050 3140 3265 7620 7760 7985 8315(191) (133) (136) (140) (145) (339) (345) (355) (370)

12

2-34 1405 1430 1475 1535 3580 3645 3750 3910(70) (62) (64) (66) (68) (159) (162) (167) (174)

4-12 2300 2345 2410 2510 5860 5965 6140 6395(114) (102) (104) (107) (112) (261) (265) (273) (284)

6 3070 3125 3215 3350 7810 7955 8185 8525(152) (137) (139) (143) (149) (347) (354) (364) (379)10 5115 5210 5360 5580 13020 13260 13645 14210

(254) (228) (232) (238) (248) (579) (590) (607) (632)

58

3-18 2000 2035 2095 2180 5085 5180 5330 5550(79) (89) (91) (93) (97) (226) (230) (237) (247)

5-58 3595 3660 3770 3925 9155 9320 9595 9990(143) (160) (163) (168) (175) (407) (415) (427) (444)7-12 4795 4885 5025 5235 12205 12430 12790 13320(191) (213) (217) (224) (233) (543) (553) (569) (593)

12-12 7990 8140 8375 8725 20340 20715 21320 22205(318) (355) (362) (373) (388) (905) (921) (948) (988)

34

3-12 2540 2585 2660 2770 6465 6585 6775 7055(89) (113) (115) (118) (123) (288) (293) (301) (314)

6-34 4900 4990 5135 5345 12470 12700 13070 13610(171) (218) (222) (228) (238) (555) (565) (581) (605)

9 6530 6650 6845 7130 16625 16930 17425 18145(229) (290) (296) (304) (317) (740) (753) (775) (807)15 10885 11085 11410 11880 27710 28220 29040 30245

(381) (484) (493) (508) (528) (1233) (1255) (1292) (1345)

78

3-12 2730 2780 2860 2980 6950 7080 7285 7585(89) (121) (124) (127) (133) (309) (315) (324) (337)

7-78 6145 6255 6440 6705 15640 15925 16390 17070(200) (273) (278) (286) (298) (696) (708) (729) (759)

10-12 8190 8340 8585 8940 20850 21235 21855 22760(267) (364) (371) (382) (398) (927) (945) (972) (1012)

17-12 13650 13905 14310 14900 34750 35390 36425 37930(445) (607) (619) (637) (663) (1546) (1574) (1620) (1687)

1

4 3320 3380 3475 3620 8445 8600 8850 9215(102) (148) (150) (155) (161) (376) (383) (394) (410)

9 7465 7600 7825 8145 19000 19350 19915 20740(229) (332) (338) (348) (362) (845) (861) (886) (923)12 9955 10135 10430 10865 25335 25800 26555 27650

(305) (443) (451) (464) (483) (1127) (1148) (1181) (1230)20 16590 16895 17385 18105 42225 43000 44255 46085

(508) (738) (752) (773) (805) (1878) (1913) (1969) (2050)

1-14

5 4405 4485 4620 4810 11215 11420 11755 12240(127) (196) (200) (206) (214) (499) (508) (523) (544)

11-14 9915 10095 10390 10820 25235 25700 26450 27545(286) (441) (449) (462) (481) (1123) (1143) (1177) (1225)15 13220 13460 13855 14430 33645 34265 35265 36725

(381) (588) (599) (616) (642) (1497) (1524) (1569) (1634)25 22030 22435 23090 24045 56075 57110 58775 61210

(635) (980) (998) (1027) (1070) (2494) (2540) (2614) (2723)1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 24

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only For seismic loads multiply cracked concrete tabular values in tension and shear by αseis = 0675 See section 245 for additional information on seismic

applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

24 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 24 mdash Steel design strength for Hilti HIT-V and HAS threaded rods 1

Nominalanchor

diameterin (mm)

HAS-EISO 898 Class 58 2

HAS-E-B7ASTM A193 B7 3

HAS-R stainless steelASTM F 593 - AISI 304316 SS 2

Tensile4

ϕNsa

lb (kN)

Shear5

ϕVsa

lb (kN)

Seismic Shear6

ϕVsaeq

lb (kN)

Tensile4

ϕNsa

lb (kN)

Shear5

ϕVsa

lb (kN)

Seismic Shear6

ϕVsaeq

lb (kN)

Tensile4

ϕNsa

lb (kN)

Shear5

ϕVsa

lb (kN)

Seismic Shear6

ϕVsaeq

lb (kN)

383655 2020 1415 7265 3775 2645 5040 2790 1955(163) (90) (63) (323) (168) (118) (224) (124) (87)

126690 3705 2595 13300 6915 4840 9225 5110 3575(298) (165) (115) (592) (308) (215) (410) (227) (159)

5810650 5900 4130 21190 11020 7715 14690 8135 5695(474) (262) (184) (943) (490) (343) (653) (362) (253)

3415765 8730 6110 31360 16305 11415 18480 10235 7165(701) (388) (272) (1395) (725) (508) (822) (455) (319)

7821755 12050 8435 43285 22505 15755 25510 14125 9890(968) (536) (375) (1925) (1001) (701) (1135) (628) (440)

128540 15805 11065 56785 29525 20670 33465 18535 12975(1270) (703) (492) (2526) (1313) (919) (1489) (824) (577)

1-1445670 25295 17705 90850 47240 33070 53540 29655 20760(2031) (1125) (788) (4041) (2101) (1471) (2382) (1319) (923)

1 See Section 244 to convert design strength value to ASD value2 HAS-E and HAS-R threaded rods are considered brittle steel elements

HAS-E does not comply with elongation requirements of ISO 898-13 HAS-E-B7 rods are considered ductile steel elements4 Tensile = ϕ AseN futa as noted inACI 318-14 Chapter 175 Shear = ϕ 060 AseV futa as noted inACI 318-14 Chapter 17 For 38-in diameter threaded rod shear = ϕ 050 AseV futa6 Seismic Shear = αVseis ϕVsa Reduction for seismic shear only See section 245 for additional information on seismic applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

25Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 25 mdash Load adjustment factors for 38-in diameter fractional threaded rods in uncracked concrete 123

38 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12(60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na na 043 032 023 013 na na na na 028 010 008 005 043 021 016 009 na na na na1-78 (48) 061 059 057 054 045 033 024 014 058 054 053 052 031 012 009 005 045 023 017 010 na na na na

2 (51) 062 060 057 054 047 034 025 014 058 054 053 052 034 013 010 006 047 025 019 011 na na na na3 (76) 068 065 061 057 060 042 031 018 062 056 055 054 063 023 018 011 060 042 031 018 na na na na

3-58 (92) 072 068 063 058 070 048 035 020 065 058 056 054 084 031 023 014 070 048 035 020 077 na na na4 (102) 074 070 065 059 077 052 038 022 066 058 057 055 098 036 027 016 077 052 038 022 081 na na na

4-58 (117) 077 073 067 060 089 060 043 025 069 060 058 056 100 045 034 020 089 060 043 025 087 062 na na5 (127) 080 075 069 061 096 064 047 027 070 061 059 056 050 038 023 096 064 047 027 091 065 na na

5-34 (146) 084 078 071 063 100 074 054 031 074 062 060 057 062 046 028 100 074 054 031 097 070 063 na6 (152) 086 080 072 063 077 056 033 075 063 060 057 066 050 030 077 056 033 099 071 065 na7 (178) 092 085 076 066 090 066 038 079 065 062 059 083 062 037 090 066 038 100 077 070 na8 (203) 097 090 080 068 100 075 043 083 067 064 060 100 076 046 100 075 043 082 075 na

8-34 (222) 100 093 082 069 082 048 086 068 065 061 087 052 082 048 086 078 0669 (229) 094 083 070 084 049 087 069 066 061 091 055 084 049 087 079 067

10 (254) 099 087 072 094 054 091 071 067 062 100 064 094 054 092 083 07011 (279) 100 091 074 100 060 095 073 069 064 074 100 060 096 087 07412 (305) 094 077 065 099 075 071 065 084 065 100 091 07714 (356) 100 081 076 100 080 074 067 100 076 099 08316 (406) 086 087 084 078 070 087 100 08918 (457) 090 098 088 081 072 098 09424 (610) 100 100 100 092 080 100 10030 (762) 100 08736 (914) 095

gt48 (1219) 100

Table 26 mdash Load adjustment factors for 38-in diameter fractional threaded rods in cracked concrete 123

38 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12(60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191)

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1-34 (44) na na na na 058 054 049 043 na na na na 042 015 012 007 058 031 023 014 na na na na1-78 (48) 061 059 057 054 060 056 050 044 060 055 054 053 046 017 013 008 060 034 026 015 na na na na

2 (51) 062 060 057 054 062 057 051 044 061 055 055 053 051 019 014 008 062 038 028 017 na na na na3 (76) 068 065 061 057 078 070 060 049 066 058 057 055 093 034 026 016 078 069 052 031 na na na na

3-58 (92) 072 068 063 058 089 078 066 053 069 060 058 056 100 046 034 021 089 078 066 041 088 na na na4 (102) 074 070 065 059 096 084 070 055 071 061 059 056 053 040 024 096 084 070 048 092 na na na

4-58 (117) 077 073 067 060 100 093 076 058 075 063 060 057 066 049 030 100 093 076 058 099 071 na na5 (127) 080 075 069 061 099 080 060 077 064 061 058 074 056 033 099 080 060 100 074 na na

5-34 (146) 084 078 071 063 100 088 064 081 066 063 059 091 069 041 100 088 064 079 072 na6 (152) 086 080 072 063 091 066 082 066 064 060 097 073 044 091 066 081 074 na7 (178) 092 085 076 066 100 072 087 069 066 061 100 092 055 100 072 087 079 na8 (203) 097 090 080 068 078 092 072 068 063 100 068 078 093 085 na

8-34 (222) 100 093 082 069 083 096 074 070 064 077 083 098 089 0759 (229) 094 083 070 085 098 075 070 064 081 085 099 090 07610 (254) 099 087 072 091 100 077 073 066 094 091 100 095 08011 (279) 100 091 074 098 080 075 068 100 098 100 08412 (305) 094 077 100 083 077 069 100 08814 (356) 100 081 088 082 072 09516 (406) 086 094 086 076 10018 (457) 090 099 091 07924 (610) 100 100 100 08830 (762) 09836 (914) 100

gt48 (1219)1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

26 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 27 mdash Load adjustment factors for 12-in diameter fractional threaded rods in uncracked concrete 123

12 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10(70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254)

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1-34 (44) na na na na 040 027 020 012 na na na na 010 007 005 003 021 014 010 006 na na na na2-12 (64) 061 059 057 054 048 032 023 014 055 054 053 052 018 012 009 005 035 023 018 011 na na na na

3 (76) 063 061 058 055 053 035 026 015 056 055 054 053 023 015 012 007 047 031 023 014 na na na na4 (102) 068 065 061 057 066 041 030 018 058 056 055 054 036 024 018 011 066 041 030 018 058 na na na5 (127) 072 069 064 058 082 048 035 021 061 058 057 055 050 033 025 015 082 048 035 021 065 na na na

5-34 (146) 076 071 066 060 094 054 040 023 062 059 058 055 062 041 031 018 094 054 040 023 070 061 na na6 (152) 077 072 067 060 098 057 042 024 063 060 058 056 066 043 033 020 098 057 042 024 071 062 na na7 (178) 081 076 069 062 100 066 048 028 065 061 059 057 083 055 041 025 100 066 048 028 077 067 na na

7-14 (184) 082 077 070 062 068 050 029 065 062 060 057 088 058 043 026 068 050 029 078 068 062 na8 (203) 086 080 072 063 075 055 032 067 063 061 057 100 067 050 030 075 055 032 082 071 065 na9 (229) 090 083 075 065 085 062 036 069 064 062 058 080 060 036 085 062 036 087 076 069 na

10 (254) 095 087 078 067 094 069 040 071 066 063 059 094 070 042 094 069 040 092 080 073 na11-14 (286) 100 092 081 069 100 078 046 074 068 065 061 100 084 050 100 078 046 097 085 077 065

12 (305) 094 083 070 083 049 075 069 066 061 092 055 083 049 100 087 079 06714 (356) 100 089 073 097 057 079 072 068 063 100 070 097 057 094 086 07216 (406) 094 077 100 065 084 076 071 065 085 100 065 100 092 07718 (457) 100 080 073 088 079 074 067 100 073 097 08220 (508) 083 081 092 082 076 069 081 100 08722 (559) 087 089 096 085 079 071 089 09124 (610) 090 097 100 088 082 072 097 09530 (762) 100 100 098 089 078 100 10036 (914) 100 097 084

gt48 (1219) 100 095

Table 28 mdash Load adjustment factors for 12-in diameter fractional threaded rods in cracked concrete 123

12 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10(70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254)

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1-34 (44) na na na na 052 049 045 041 na na na na 016 010 008 005 032 021 016 009 na na na na2-12 (64) 061 059 057 054 060 056 050 044 057 055 054 053 027 018 013 008 054 035 027 016 na na na na

3 (76) 063 061 058 055 066 060 053 046 058 056 055 054 035 023 017 010 066 047 035 021 na na na na4 (102) 068 065 061 057 079 070 060 049 061 058 057 055 054 036 027 016 079 070 054 032 067 na na na5 (127) 072 069 064 058 092 080 067 053 064 061 059 056 076 050 038 023 092 080 067 045 075 na na na

5-34 (146) 076 071 066 060 100 088 073 056 066 062 060 057 094 062 046 028 100 088 073 056 080 070 na na6 (152) 077 072 067 060 091 075 057 067 063 060 057 100 066 049 030 091 075 057 082 071 na na7 (178) 081 076 069 062 100 083 062 069 065 062 059 083 062 037 100 083 062 088 077 na na

7-14 (184) 082 077 070 062 085 063 070 065 063 059 087 066 039 085 063 090 078 071 na8 (203) 086 080 072 063 091 066 072 067 064 060 100 076 046 091 066 094 082 075 na9 (229) 090 083 075 065 100 070 075 069 066 061 091 054 100 070 100 087 079 na

10 (254) 095 087 078 067 075 078 071 067 062 100 064 075 092 083 na11-14 (286) 100 092 081 069 081 081 074 070 064 076 081 097 088 075

12 (305) 094 083 070 085 083 075 071 065 084 085 100 091 07714 (356) 100 089 073 095 089 079 074 067 100 095 099 08316 (406) 094 077 100 094 084 078 070 100 100 08918 (457) 100 080 100 088 081 072 09420 (508) 083 092 085 075 09922 (559) 087 096 088 077 10024 (610) 090 100 092 08030 (762) 100 100 08736 (914) 094

gt48 (1219) 100

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

27Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 29 mdash Load adjustment factors for 58-in diameter fractional threaded rods in uncracked concrete 123

58 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12

(79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318)

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1-34 (44) na na na na 039 025 019 011 na na na na 009 005 004 002 019 010 008 005 na na na na3-18 (79) 061 059 057 054 052 032 023 014 056 054 053 052 022 012 009 005 045 024 018 011 na na na na

4 (102) 065 062 059 055 061 036 027 016 058 055 054 053 032 018 013 008 061 035 026 016 na na na na4-58 (117) 067 064 060 056 068 040 029 017 059 056 055 054 040 022 016 010 068 040 029 017 060 na na na

5 (127) 068 065 061 057 074 042 031 018 060 057 055 054 045 025 019 011 074 042 031 018 063 na na na6 (152) 072 068 063 058 089 047 035 020 062 058 056 055 059 032 024 015 089 047 035 020 069 na na na7 (178) 076 071 066 059 100 053 039 023 064 059 058 055 075 041 031 018 100 053 039 023 074 na na na

7-18 (181) 076 071 066 060 054 040 023 064 059 058 055 077 042 031 019 054 040 023 075 061 na na8 (203) 079 074 068 061 061 045 026 066 060 059 056 091 050 037 022 061 045 026 079 065 na na9 (229) 083 077 070 062 069 051 030 068 062 060 057 100 060 045 027 069 051 030 084 069 062 na

10 (254) 087 080 072 063 076 056 033 070 063 061 058 070 052 031 076 056 033 089 072 066 na11 (279) 090 083 074 065 084 062 036 072 064 062 058 081 060 036 084 062 036 093 076 069 na12 (305) 094 086 077 066 092 067 039 074 066 063 059 092 069 041 092 067 039 097 079 072 na14 (356) 100 091 081 069 100 079 046 077 068 065 061 100 087 052 100 079 046 100 086 078 06616 (406) 097 086 071 090 053 081 071 067 062 100 064 090 053 092 083 07018 (457) 100 090 074 100 059 085 074 069 064 076 100 059 097 088 07420 (508) 094 077 066 089 076 072 065 089 066 100 093 07822 (559) 099 079 072 093 079 074 067 100 072 098 08224 (610) 100 082 079 097 081 076 068 079 100 08626 (660) 085 085 100 084 078 070 085 09028 (711) 087 092 087 080 072 092 09330 (762) 090 099 089 082 073 099 09636 (914) 098 100 097 089 078 100 100

gt48 (1219) 100 100 100 087

Table 30 mdash Load adjustment factors for 58-in diameter fractional threaded rods in cracked concrete 123

58 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12

(79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318)

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1-34 (44) na na na na 049 046 043 040 na na na na 012 007 006 003 024 015 011 007 na na na na3-18 (79) 061 059 057 054 061 056 050 044 057 055 054 053 029 018 013 008 058 035 027 016 na na na na

4 (102) 065 062 059 055 069 062 055 046 059 057 056 054 042 026 019 012 069 051 038 023 na na na na4-58 (117) 067 064 060 056 076 067 058 048 061 058 056 055 052 032 024 014 076 064 048 029 066 na na na

5 (127) 068 065 061 057 080 070 060 049 062 058 057 055 059 036 027 016 080 070 054 032 068 na na na6 (152) 072 068 063 058 091 078 066 053 064 060 058 056 077 047 035 021 091 078 066 042 075 na na na7 (178) 076 071 066 059 100 087 072 056 066 062 060 057 097 059 045 027 100 087 072 053 081 na na na

7-18 (181) 076 071 066 060 088 073 056 067 062 060 057 100 061 046 027 088 073 055 082 069 na na8 (203) 079 074 068 061 096 078 059 069 063 061 058 073 054 033 096 078 059 087 073 na na9 (229) 083 077 070 062 100 085 062 071 065 062 059 087 065 039 100 085 062 092 078 071 na

10 (254) 087 080 072 063 091 066 073 067 064 060 100 076 046 091 066 097 082 075 na11 (279) 090 083 074 065 098 069 076 069 065 061 088 053 098 069 100 086 078 na12 (305) 094 086 077 066 100 073 078 070 067 062 100 060 100 073 090 082 na14 (356) 100 091 081 069 081 083 074 069 064 076 081 097 088 07416 (406) 097 086 071 089 087 077 072 066 092 089 100 094 08018 (457) 100 090 074 097 092 080 075 068 100 097 100 08420 (508) 094 077 100 097 084 078 070 100 08922 (559) 099 079 100 087 081 072 09324 (610) 100 082 090 083 074 09726 (660) 085 094 086 076 10028 (711) 087 097 089 07830 (762) 090 100 092 08036 (914) 098 100 086

gt48 (1219) 100 0971 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

28 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 31 mdash Load adjustment factors for 34-in diameter fractional threaded rods in uncracked concrete 123

34 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15(89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381)

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1-34 (44) na na na na 038 024 018 010 na na na na 009 004 003 002 017 008 006 004 na na na na3-34 (95) 062 059 057 054 055 032 023 014 057 054 053 052 027 012 009 006 053 025 019 011 na na na na

4 (102) 062 060 057 054 058 033 024 014 057 054 054 053 029 014 010 006 058 027 020 012 na na na na5 (127) 066 062 059 056 068 037 027 016 059 056 055 053 041 019 014 009 068 037 027 016 na na na na

5-14 (133) 066 063 060 056 071 038 028 017 060 056 055 053 044 020 015 009 071 038 028 017 062 na na na6 (152) 069 065 061 057 081 042 031 018 061 057 055 054 054 025 019 011 081 042 031 018 066 na na na7 (178) 072 067 063 058 090 047 034 020 063 058 056 055 068 032 024 014 090 047 034 020 072 na na na8 (203) 075 070 065 059 099 052 038 022 065 059 057 055 083 039 029 017 099 052 038 022 077 na na na

8-12 (216) 076 071 066 059 100 055 040 024 066 059 058 056 091 042 032 019 100 055 040 024 079 061 na na9 (229) 078 072 067 060 058 043 025 067 060 058 056 099 046 034 021 058 043 025 081 063 na na

10 (254) 081 075 069 061 064 047 028 068 061 059 056 100 054 040 024 064 047 028 086 066 na na10-34 (273) 083 077 070 062 069 051 030 070 062 060 057 060 045 027 069 051 030 089 069 063 na

12 (305) 087 080 072 063 077 057 033 072 063 061 058 071 053 032 077 057 033 094 073 066 na14 (356) 093 085 076 066 090 066 039 076 065 063 059 089 067 040 090 066 039 100 079 071 na16 (406) 100 090 080 068 100 076 044 079 068 065 060 100 082 049 100 076 044 084 076 na

16-34 (425) 091 081 069 079 046 081 068 065 061 087 052 079 046 086 078 06618 (457) 094 083 070 085 050 083 070 066 062 097 058 085 050 089 081 06820 (508) 099 087 072 095 055 087 072 068 063 100 068 095 055 094 085 07222 (559) 100 091 074 100 061 091 074 070 064 079 100 061 099 089 07524 (610) 094 077 067 094 076 072 066 090 067 100 093 07926 (660) 098 079 072 098 079 074 067 100 072 097 08228 (711) 100 081 078 100 081 075 068 078 100 08530 (762) 083 083 083 077 069 083 08836 (914) 090 100 090 083 073 100 097

gt48 (1219) 100 100 094 081 100

Table 32 mdash Load adjustment factors for 34-in diameter fractional threaded rods in cracked concrete 123

34 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15(89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381)

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1-34 (44) na na na na 047 044 042 039 na na na na 010 006 004 003 021 012 009 005 na na na na3-34 (95) 062 059 057 054 062 056 050 044 058 055 054 053 032 018 014 008 062 037 028 017 na na na na

4 (102) 062 060 057 054 064 057 051 044 058 056 055 053 036 020 015 009 064 040 030 018 na na na na5 (127) 066 062 059 056 072 063 056 047 060 057 056 054 050 028 021 013 072 056 042 025 na na na na

5-14 (133) 066 063 060 056 074 065 057 047 061 058 056 054 054 030 023 014 074 061 046 027 066 na na na6 (152) 069 065 061 057 081 070 060 049 063 059 057 055 066 037 028 017 081 070 056 033 071 na na na7 (178) 072 067 063 058 090 077 065 052 065 060 058 056 083 047 035 021 090 077 065 042 077 na na na8 (203) 075 070 065 059 099 084 070 055 067 061 059 057 100 057 043 026 099 084 070 051 082 na na na

8-12 (216) 076 071 066 059 100 088 072 056 068 062 060 057 063 047 028 100 088 072 056 084 070 na na9 (229) 078 072 067 060 091 075 057 069 063 061 058 068 051 031 091 075 057 087 072 na na

10 (254) 081 075 069 061 099 080 060 071 064 062 058 080 060 036 099 080 060 092 076 na na10-34 (273) 083 077 070 062 100 084 062 073 065 063 059 089 067 040 100 084 062 095 079 071 na

12 (305) 087 080 072 063 091 066 075 067 064 060 100 079 047 091 066 100 083 075 na14 (356) 093 085 076 066 100 072 079 070 067 062 099 060 100 072 090 081 na16 (406) 100 090 080 068 078 084 073 069 063 100 073 078 096 087 na

16-34 (425) 091 081 069 081 085 074 070 064 078 081 098 089 07518 (457) 094 083 070 085 088 076 071 065 087 085 100 092 07820 (508) 099 087 072 091 092 079 074 067 100 091 097 08222 (559) 100 091 074 098 096 082 076 069 098 100 08624 (610) 094 077 100 100 084 078 070 100 09026 (660) 098 079 087 081 072 09428 (711) 100 081 090 083 074 09730 (762) 083 093 086 075 10036 (914) 090 100 093 080

gt48 (1219) 100 100 0901 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

29Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 33 mdash Load adjustment factors for 78-in diameter fractional threaded rods in uncracked concrete 123

78 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12

(89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445)

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ickn

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(h)

mdash in

(mm

)

1-34 (44) na na na na 039 023 017 010 na na na na 009 003 002 001 018 006 004 003 na na na na4-38 (111) 062 059 057 054 062 032 024 014 058 054 053 052 035 012 009 005 062 024 018 011 na na na na

5 (127) 064 061 058 055 066 034 025 015 059 055 054 053 043 014 011 007 066 029 022 013 na na na na5-12 (140) 065 062 059 055 070 036 027 016 060 055 054 053 050 017 013 008 070 033 025 015 065 na na na

6 (152) 066 063 060 056 074 038 028 016 061 056 055 053 057 019 014 009 074 038 028 016 068 na na na7 (178) 069 065 061 057 081 042 031 018 063 056 055 054 071 024 018 011 081 042 031 018 073 na na na8 (203) 072 067 063 058 090 046 034 020 065 057 056 054 087 029 022 013 090 046 034 020 078 na na na9 (229) 074 069 064 059 098 051 037 022 067 058 057 055 100 035 026 016 098 051 037 022 083 na na na

9-78 (251) 077 071 066 059 100 055 041 024 069 059 057 055 040 030 018 100 055 041 024 087 060 na na10 (254) 077 071 066 060 056 041 024 069 059 058 055 041 031 018 056 041 024 087 061 na na11 (279) 080 073 067 060 061 045 026 071 060 058 056 047 035 021 061 045 026 091 064 na na12 (305) 082 075 069 061 067 049 029 073 061 059 056 054 040 024 067 049 029 095 066 na na

12-12 (318) 084 076 070 062 070 051 030 074 061 059 057 057 043 026 070 051 030 097 068 062 na14 (356) 088 080 072 063 078 058 034 077 063 061 058 068 051 031 078 058 034 100 072 065 na16 (406) 093 084 075 065 089 066 039 080 065 062 059 083 062 037 089 066 039 077 070 na18 (457) 099 088 079 067 100 074 043 084 067 064 060 099 074 044 100 074 043 081 074 na

19-12 (495) 100 091 081 069 080 047 087 068 065 061 100 084 050 080 047 085 077 06520 (508) 092 082 069 082 048 088 068 065 061 087 052 082 048 086 078 06622 (559) 097 085 071 090 053 092 070 067 062 100 060 090 053 090 082 06924 (610) 100 088 073 099 058 096 072 068 063 068 099 058 094 085 07226 (660) 091 075 100 063 099 074 070 064 077 100 063 098 089 07528 (711) 094 077 067 100 076 071 065 086 067 100 092 07830 (762) 098 079 072 078 073 066 096 072 095 08036 (914) 100 084 087 083 077 069 100 087 100 088

gt48 (1219) 096 100 094 086 076 100 100

Table 34 mdash Load adjustment factors for 78-in diameter fractional threaded rods in cracked concrete 123

78 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12

(89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445)

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mdash in

(mm

)

1-34 (44) na na na na 045 043 041 038 na na na na 010 005 003 002 020 009 007 004 na na na na4-38 (111) 062 059 057 054 062 056 050 044 059 055 054 053 040 018 014 008 062 037 028 017 na na na na

5 (127) 064 061 058 055 066 059 052 045 060 056 055 054 049 023 017 010 066 045 034 020 na na na na5-12 (140) 065 062 059 055 070 062 054 046 061 057 056 054 056 026 019 012 070 052 039 023 067 na na na

6 (152) 066 063 060 056 074 064 056 047 062 057 056 054 064 030 022 013 074 059 044 027 070 na na na7 (178) 069 065 061 057 081 070 060 049 064 059 057 055 081 037 028 017 081 070 056 034 076 na na na8 (203) 072 067 063 058 090 076 064 052 066 060 058 056 098 046 034 021 090 076 064 041 081 na na na9 (229) 074 069 064 059 098 082 068 054 069 061 059 057 100 054 041 024 098 082 068 049 086 na na na

9-78 (251) 077 071 066 059 100 087 072 056 070 062 060 057 063 047 028 100 087 072 056 090 070 na na10 (254) 077 071 066 060 088 073 056 071 062 060 057 064 048 029 088 073 056 091 070 na na11 (279) 080 073 067 060 095 077 059 073 064 061 058 073 055 033 095 077 059 095 074 na na12 (305) 082 075 069 061 100 082 061 075 065 062 059 084 063 038 100 082 061 099 077 na na

12-12 (318) 084 076 070 062 084 062 076 065 063 059 089 067 040 084 062 100 079 071 na14 (356) 088 080 072 063 091 066 079 067 064 060 100 079 047 091 066 083 076 na16 (406) 093 084 075 065 100 071 083 070 066 062 097 058 100 071 089 081 na18 (457) 099 088 079 067 076 087 072 068 063 100 069 076 094 086 na

19-12 (495) 100 091 081 069 080 090 074 070 064 078 080 098 089 07520 (508) 092 082 069 082 091 075 070 064 081 082 099 090 07622 (559) 097 085 071 087 095 077 072 066 094 087 100 095 08024 (610) 100 088 073 093 099 080 074 067 100 093 099 08326 (660) 091 075 099 100 082 076 069 099 100 08728 (711) 094 077 100 085 079 070 100 09030 (762) 098 079 087 081 072 09336 (914) 100 084 094 087 076 100

gt48 (1219) 096 100 099 0851 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

30 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 35 mdash Load adjustment factors for 1-in diameter fractional threaded rods in uncracked concrete 123

1 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20(102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508)

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Edg

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ickn

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(h)

mdash in

(mm

)

1-34 (44) na na na na 038 023 017 010 na na na na 008 002 002 001 015 005 004 002 na na na na5 (127) 062 059 057 054 062 032 024 014 059 054 053 052 037 011 009 005 062 023 017 010 na na na na6 (152) 064 061 058 055 069 035 026 015 060 055 054 053 048 015 011 007 069 030 022 013 na na na na

6-14 (159) 065 062 059 055 070 036 027 016 061 055 054 053 051 016 012 007 070 032 024 014 065 na na na7 (178) 067 063 060 056 075 039 029 017 062 055 055 053 061 019 014 009 075 038 028 017 069 na na na8 (203) 069 065 061 057 082 042 031 018 064 056 055 054 074 023 017 010 082 042 031 018 074 na na na9 (229) 072 067 063 058 089 046 034 020 065 057 056 054 089 028 021 012 089 046 034 020 078 na na na

10 (254) 074 069 064 058 097 050 037 021 067 058 056 055 100 032 024 015 097 050 037 021 083 na na na11 (279) 076 070 065 059 100 054 040 023 069 059 057 055 037 028 017 100 054 040 023 087 na na na

11-14 (286) 077 071 066 059 056 041 024 069 059 057 055 038 029 017 056 041 024 088 059 na na12 (305) 079 072 067 060 059 044 026 070 059 058 056 042 032 019 059 044 026 091 061 na na13 (330) 081 074 068 061 064 047 028 072 060 058 056 048 036 022 064 047 028 094 064 na na14 (356) 084 076 069 062 069 051 030 074 061 059 056 053 040 024 069 051 030 098 066 na na

14-14 (362) 084 076 070 062 070 052 030 074 061 059 057 055 041 025 070 052 030 099 067 061 na16 (406) 088 080 072 063 079 058 034 077 063 060 057 065 049 029 079 058 034 100 071 064 na18 (457) 093 083 075 065 089 065 038 081 064 062 058 078 058 035 089 065 038 075 068 na20 (508) 098 087 078 067 099 073 043 084 066 063 059 091 068 041 099 073 043 079 072 na22 (559) 100 091 081 068 100 080 047 088 067 064 060 100 079 047 100 080 047 083 075 na

22-14 (565) 091 081 069 081 047 088 067 064 060 080 048 081 047 084 076 06424 (610) 094 083 070 087 051 091 069 066 061 090 054 087 051 087 079 06626 (660) 098 086 072 094 055 094 070 067 062 100 061 094 055 090 082 06928 (711) 100 089 073 100 060 098 072 068 063 068 100 060 094 085 07230 (762) 092 075 064 100 074 069 064 075 064 097 088 07436 (914) 100 080 077 078 073 067 099 077 100 097 081

gt48 (1219) 090 100 088 081 072 100 100 100 094

Table 36 mdash Load adjustment factors for 1-in diameter fractional threaded rods in cracked concrete 123

1 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20(102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508)

Spac

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(s)

Edg

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ista

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(ca)

Con

cret

e Th

ickn

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(h)

mdash in

(mm

)

1-34 (44) na na na na 044 042 040 038 na na na na 009 004 003 002 017 008 006 003 na na na na5 (127) 062 059 057 054 062 056 050 044 059 055 054 053 042 019 014 008 062 037 028 017 na na na na6 (152) 064 061 058 055 069 060 053 046 061 057 055 054 055 024 018 011 069 049 037 022 na na na na

6-14 (159) 065 062 059 055 070 061 054 046 062 057 056 054 058 026 019 012 070 052 039 023 068 na na na7 (178) 067 063 060 056 075 065 057 047 063 058 056 054 069 031 023 014 075 061 046 028 072 na na na8 (203) 069 065 061 057 082 070 060 049 065 059 057 055 084 038 028 017 082 070 056 034 077 na na na9 (229) 072 067 063 058 089 075 064 051 067 060 058 056 100 045 034 020 089 075 064 040 082 na na na

10 (254) 074 069 064 058 097 080 067 053 069 061 059 056 052 039 024 097 080 067 047 086 na na na11 (279) 076 070 065 059 100 086 071 055 070 062 060 057 060 045 027 100 086 071 054 090 na na na

11-14 (286) 077 071 066 059 087 072 056 071 062 060 057 063 047 028 087 072 056 092 070 na na12 (305) 079 072 067 060 091 075 057 072 063 061 058 069 052 031 091 075 057 095 072 na na13 (330) 081 074 068 061 097 079 059 074 064 062 058 078 058 035 097 079 059 098 075 na na14 (356) 084 076 069 062 100 083 062 076 065 063 059 087 065 039 100 083 062 100 078 na na

14-14 (362) 084 076 070 062 084 062 077 065 063 059 089 067 040 084 062 079 071 na16 (406) 088 080 072 063 091 066 080 067 064 060 100 080 048 091 066 083 076 na18 (457) 093 083 075 065 100 070 083 070 066 061 095 057 100 070 088 080 na20 (508) 098 087 078 067 075 087 072 068 063 100 067 075 093 085 na22 (559) 100 091 081 068 080 091 074 070 064 077 080 098 089 na

22-14 (565) 091 081 069 080 091 074 070 064 078 080 098 089 07524 (610) 094 083 070 085 095 076 071 065 088 085 100 093 07826 (660) 098 086 072 090 098 078 073 067 099 090 096 08128 (711) 100 089 073 095 100 080 075 068 100 095 100 08430 (762) 092 075 100 083 077 069 100 08736 (914) 100 080 089 082 073 096

gt48 (1219) 090 100 093 081 1001 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

31Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 37 mdash Load adjustment factors for 1-14-in diameter fractional threaded rods in uncracked concrete 123

1-14 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25

(127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635)

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(mm

) 1-34 (44) na na na na 037 022 016 009 na na na na 005 002 001 001 011 003 002 001 na na na na6-14 (159) 062 059 057 054 063 032 024 014 059 054 053 052 037 011 008 005 063 022 016 010 na na na na

7 (178) 064 060 058 055 067 034 025 015 060 054 053 052 043 013 009 006 067 026 019 011 na na na na8 (203) 066 062 059 055 072 037 027 016 061 055 054 053 053 016 012 007 072 031 023 014 066 na na na9 (229) 068 063 060 056 078 040 029 017 062 055 054 053 063 019 014 008 078 038 028 017 070 na na na

10 (254) 070 065 061 057 083 043 031 018 064 056 055 054 074 022 016 010 083 043 031 018 074 na na na11 (279) 072 066 062 057 089 046 034 020 065 057 055 054 086 025 019 011 089 046 034 020 078 na na na12 (305) 074 068 063 058 095 049 036 021 066 057 056 054 098 029 021 013 095 049 036 021 081 na na na13 (330) 076 069 064 059 100 052 038 023 068 058 056 055 100 033 024 014 100 052 038 023 084 na na na14 (356) 077 071 066 059 056 041 024 069 059 057 055 036 027 016 056 041 024 087 058 na na

14-14 (362) 078 071 066 060 057 042 025 069 059 057 055 037 027 016 057 042 025 088 059 na na15 (381) 079 072 067 060 060 044 026 070 059 057 055 040 030 018 060 044 026 091 060 na na16 (406) 081 074 068 061 064 047 028 072 060 058 056 045 033 020 064 047 028 094 062 na na17 (432) 083 075 069 061 068 050 029 073 060 058 056 049 036 021 068 050 029 096 064 na na18 (457) 085 077 070 062 072 053 031 075 061 059 056 053 039 023 072 053 031 099 066 060 na20 (508) 089 080 072 063 080 059 035 077 062 060 057 062 046 027 080 059 035 100 070 063 na22 (559) 093 083 074 065 088 065 038 080 063 061 058 072 053 032 088 065 038 073 066 na24 (610) 097 086 077 066 096 071 042 083 065 062 058 082 060 036 096 071 042 076 069 na26 (660) 100 089 079 067 100 077 045 086 066 063 059 092 068 041 100 077 045 079 072 na28 (711) 091 081 069 083 048 088 067 064 060 100 076 045 083 048 082 074 06330 (762) 094 083 070 089 052 091 068 065 061 084 050 089 052 085 077 06536 (914) 100 090 074 100 062 099 072 068 063 100 066 100 062 094 084 071

gt48 (1219) 100 082 083 100 079 074 067 100 083 100 097 082

Table 38 mdash Load adjustment factors for 1-14-in diameter fractional threaded rods in cracked concrete 123

1-14 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25

(127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na na 042 040 039 037 na na na na 007 003 002 001 013 006 004 003 na na na na6-14 (159) 062 059 057 054 063 056 050 044 060 056 055 053 044 020 015 009 087 039 029 018 na na na na

7 (178) 064 060 058 055 067 058 052 045 061 056 055 054 052 023 017 010 095 046 035 021 na na na na8 (203) 066 062 059 055 072 062 055 046 062 057 056 054 064 028 021 013 100 056 042 025 070 na na na9 (229) 068 063 060 056 078 066 057 048 064 058 057 055 076 034 025 015 066 051 030 074 na na na

10 (254) 070 065 061 057 083 070 060 049 065 059 057 055 089 039 030 018 070 059 036 078 na na na11 (279) 072 066 062 057 089 074 063 051 067 060 058 056 100 046 034 020 074 063 041 082 na na na12 (305) 074 068 063 058 095 078 066 053 068 061 059 056 052 039 023 078 066 047 086 na na na13 (330) 076 069 064 059 100 082 069 054 070 062 060 057 059 044 026 082 069 053 089 na na na14 (356) 077 071 066 059 087 072 056 072 063 060 057 065 049 029 087 072 056 093 071 na na

14-14 (362) 078 071 066 060 088 073 056 072 063 061 058 067 050 030 088 073 056 094 071 na na15 (381) 079 072 067 060 091 075 057 073 063 061 058 073 054 033 091 075 057 096 073 na na16 (406) 081 074 068 061 096 078 059 075 064 062 058 080 060 036 096 078 059 099 076 na na17 (432) 083 075 069 061 100 081 061 076 065 063 059 087 066 039 100 081 061 100 078 na na18 (457) 085 077 070 062 085 062 078 066 063 059 095 071 043 085 062 080 073 na20 (508) 089 080 072 063 091 066 081 068 065 061 100 084 050 091 066 085 077 na22 (559) 093 083 074 065 098 069 084 070 066 062 097 058 098 069 089 081 na24 (610) 097 086 077 066 100 073 087 072 068 063 100 066 100 073 093 084 na26 (660) 100 089 079 067 077 090 073 069 064 074 077 097 088 na28 (711) 091 081 069 081 093 075 071 065 083 081 100 091 07730 (762) 094 083 070 085 096 077 072 066 092 085 094 07936 (914) 100 090 074 097 100 082 077 069 100 097 100 087

gt48 (1219) 100 082 100 100 093 086 075 100 100

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

32 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

2410 canadian limit State design

Limit State Design of anchors is described in the provisions of CSA A233 -14 (2014) Annex D for post-installed anchors tested and assessed in accordance with ACI 3552 for mechanical anchors and ACI 3554 for adhesive anchors This section contains the Limit State Design tables with unfactored characteristic loads that are based on the published loads in ICC Evaluation Services ESR-3829 These tables are followed by factored resistance tables The factored resistance tables have characteristic design loads that are prefactored by the applicable reduction factors for a single anchor with no

anchor-to-anchor spacing or edge distance adjustments for the convenience of the user of this document All the figures in the previous ACI 318-14 Chapter 17 design section are applicable to Limit State Design and the tables will reference these figures

For a detailed explanation of the tables developed in accordance with CSA A233-14 (2014) Annex D refer to Section 318 Technical assistance is available by contacting Hilti Canada at (800) 363-4458 or at wwwhiltica

Table 39 mdash Specifications for CA Rebar installed with HIT-RE 100

Setting information Symbol UnitsRebar Size

10 M 15 M 20 M 25 M 30 M

Nominal bit diameter do in 916 34 1 1-14 1-12

Effective Embedment

minimum hefminmm 60 80 90 100 120

maximum hefmaxmm 226 320 390 504 598

Minimum Concrete Thickness hminmm hef + 30 hef + 2do

Table 40 mdash Specifications for CA Rebar installed with HIT-RE 100

Rebar Size

CSA-G3018 Grade 4002

Tensile3 Nsar

lb (kN)

Shear4 Vsar

lb (kN)

Seismic shear5 Vsareq

lb (kN)

10 M 7245 4035 2825

(322) 179) (126)

15 M 14525 8090 5665

(646) (360) (252)

20 M 21570 12020 8415

(959) (535) (374)

25 M 36025 20070 14050

(1602) (893) (625)

30 M 50715 28255 19780

(2256) (1257) (880)

1 See Section 3186 to convert design strength value to ASD value2 CSA-G3018 Grade 400 rebar are considered ductile steel elements3 Tensile = AseN фs ndash R as noted in CSA A233-14 Annex D4 Shear = AseV фs 060 futa R as noted in CSA A233-14 Annex D5 Seismic Shear = αVseis Vsar Reduction factor for seismic shear only

See section 3187 for additional information on seismic applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

33Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 41 mdash Hilti HIT-RE 100 adhesive design information with CA rebar in hammer drilled holes in accordance with CSA A233-14 Annex D 19

Design parameter Symbol UnitsRebar Size Ref

A233-1410 M 15 M 20 M 25 M 30 M

Anchor OD da mm 113 160 195 252 299

Effective minimum embedment 2 hefmm 60 80 90 101 120

Effective maximum embedment 2 hefmm 226 320 390 504 598

Minimum concrete thickness 2 hminmm hef + 30 hef + 2d0

Critical edge distance cacmm See ESR-3187 section 4110

Minimum edge distance cmin3 mm 57 80 98 126 150

Minimum anchor spacing sminmm 57 80 98 126 150

Coeff for factored conc breakoutresistance uncracked concrete kcuncr

4 - 10 D622

Coeff for factored conc breakoutresistance cracked concrete kccr

4 - 7 D622

Concrete material resistance factor ϕc - 065 842 Resistance modification factor for tension and shear concrete failure modes Condition B 5 Rconc - 100 D53 (c )

Dry Concrete

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 476 476 476 476 416D652

(MPa) (33) (33) (33) (33) (29Characteristic bond stress in uncracked concrete 78 τuncr

psi 1272 1204 1156 1100 1056D652

(MPa) (88) (83) (80) (76) (73Anchor category dry concrete - - 2 2 2 2 2

D53 (c)Resistance modification factor Rdry

- 085 085 085 085 085Water Saturated Concrete

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 424 420 405 360 319D652

(MPa) (29) (29) (28) (25) (22Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1061 986 878 803D652

(MPa) (78) (73) (68) (61) (55)Anchor category water-saturated concrete - - 3 3 3 3 3

D53 (c)Resistance modification factor Rws

- 075 075 075 075 075Water-Filled Hole

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 424 420 405 360 319D652

(MPa) (29) (29) (28) (25) (22)Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1061 986 878 803D652

(MPa) (78) (73) (68) (61) (55)Anchor category water-filled hole - - 3 3 3 3 3

D53 (c)Resistance modification factor Rwf

- 075 075 075 075 075Underwater Application

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 424 420 405 360 319D652

(MPa) (29) (29) (28) (25) (22)Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1061 986 878 803D652

(MPa) (78) (73) (68) (61) (55)Anchor category underwater - - 3 3 3 3 3

D53 (c)Resistance modification factor Ruw

- 075 075 075 075 075

1 Design information in this table is taken from ICC-ES ESR-3829 dated January 2016 table 32 and 33 and converted for use with CSA A233-14 Annex D2 See figure 23 Minimum edge distance may be reduced to 45mm provided rebar remains untorqued See ESR-3829 section 4194 For all design cases ψcN = 10 The appropriate coefficient for breakout resistance for cracked concrete (kccr) or uncracked concrete (kcuncr) must be used5 For use with the load combinations of CSA A233-14 chapter 8 Condition B applies where supplementary reinforcement in conformance with CSA A233-14 section D53 is not provided or

where pullout or pryout strength governs For cases where the presence of supplementary reinforcement can be verified the resistance modification factors associated with Condition A may be used

6 Temperature range A Max short term temperature = 130degF (55degC) max long term temperature = 110degF (43degC) Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

7 Bond strength values corresponding to concrete compressive strength fʹc = 2500 psi (172 MPa) For concrete compressive strength fʹc between 2500 psi (172 MPa) and 8000 psi (552 MPa) the tabulated characteristic bond strength may be increased by a factor of (fʹc2500)01 [for SI (fʹc 172)01]

8 Bond strength values are for sustained loads including dead and live loads For load combinations consisting of short-term loads only such as wind and seismic bond strengths may be increased by 40 percent

9 For structures assigned to Seismic Design Categories C D E or F bond strength values must be multiplied by αNseis = 09

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

34 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 42 mdash Hilti HIT-RE 100 adhesive factored resistance with concrete bond failure for CA rebar in uncracked concrete 12345678910

Rebar Size

EffectiveEmbedment

Depthin (mm)

Tension mdash Nr Shear mdash Vr

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

10 M

4-12 4515 4620 4705 4840 9030 9235 9405 9680(115) (201) (205) (209) (215) (402) (411) (418) (431)

7-116 7070 7230 7360 7575 14135 14455 14720 15150(180) (314) (322) (327) (337) (629) (643) (655) (674)8-78 8875 9075 9240 9510 17750 18150 18485 19025(226) (395) (404) (411) (423) (790) (807) (822) (846)

15 M

5-1116 7630 7805 7945 8180 15260 15605 15895 16360(145) (339) (347) (353) (364) (679) (694) (707) (728)

9-1316 13155 13455 13700 14100 26315 26910 27405 28205(250) (585) (598) (609) (627) (1171) (1197) (1219) (1255)

12-58 16840 17220 17540 18050 33685 34445 35075 36100(320) (749) (766) (780) (803) (1498) (1532) (1560) (1606)

20 M

7-78 12315 12595 12825 13200 24635 25190 25655 26400(200) (548) (560) (571) (587) (1096) (1120) (1141) (1174)14 21865 22355 22765 23430 43725 44710 45535 46865

(355) (972) (994) (1013) (1042) (1945) (1989) (2025) (2085)15-38 24020 24560 25010 25740 48035 49120 50025 51485(390) (1068) (1092) (1113) (1145) (2137) (2185) (2225) (2290)

25 M

9-116 17420 17810 18140 18670 34835 35620 36280 37335(230) (775) (792) (807) (830) (1550) (1585) (1614) (1661)

15-1516 30670 31365 31940 32870 61340 62725 63880 65745(405) (1364) (1395) (1421) (1462) (2729) (2790) (2842) (2924)

19-1316 38170 39030 39750 40910 76335 78060 79495 81815(504) (1698) (1736) (1768) (1820) (3396) (3472) (3536) (3639)

30 M

10-14 22430 22935 23355 24040 44855 45870 46710 48075(260) (998) (1020) (1039) (1069) (1995) (2040) (2078) (2138)

17-1516 39250 40135 40875 42065 78500 80270 81745 84130(455) (1746) (1785) (1818) (1871) (3492) (3571) (3636) (3742)

23-916 51585 52750 53720 55285 103170 105495 107435 110575(598) (2295) (2346) (2390) (2459) (4589) (4693) (4779) (4919)

1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 40

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only Seismic design is not permitted for uncracked concrete

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

35Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 43 mdash Hilti HIT-RE 100 adhesive factored resistance with concrete bond failure for CA rebar in cracked concrete 12345678910

Rebar Size

EffectiveEmbedment

Depthin (mm)

Tension mdash Nr Shear mdash Vr

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

10 M

4-12 1690 1730 1760 1810 3380 3455 3520 3620(115) (75) (77) (78) (81) (150) (154) (157) (161)

7-116 2645 2705 2755 2835 5290 5410 5510 5670(180) (118) (120) (123) (126) (235) (241) (245) (252)8-78 3320 3395 3460 3560 6640 6790 6915 7120(226) (148) (151) (154) (158) (295) (302) (308) (317)

15 M

5-1116 3015 3085 3140 3235 6035 6170 6285 6465(145) (134) (137) (140) (144) (268) (274) (280) (288)

9-1316 5200 5320 5415 5575 10405 10640 10835 11150(250) (231) (237) (241) (248) (463) (473) (482) (496)

12-58 6660 6810 6935 7135 13315 13615 13865 14270(320) (296) (303) (308) (317) (592) (606) (617) (635)

20 M

7-78 5070 5185 5280 5435 10145 10370 10565 10870(200) (226) (231) (235) (242) (451) (461) (470) (484)14 9000 9205 9375 9650 18005 18410 18750 19295

(355) (400) (409) (417) (429) (801) (819) (834) (858)15-38 9890 10115 10300 10600 19780 20225 20600 21200(390) (440) (450) (458) (471) (880) (900) (916) (943)

25 M

9-116 7535 7705 7850 8080 15075 15415 15700 16155(230) (335) (343) (349) (359) (671) (686) (698) (719)

15-1516 13270 13570 13820 14225 26545 27145 27645 28450(405) (590) (604) (615) (633) (1181) (1207) (1230) (1265)

19-1316 16515 16890 17200 17700 33035 33780 34400 35405(504) (735) (751) (765) (787) (1469) (1503) (1530) (1575)

30 M

10-14 8835 9035 9200 9470 17670 18070 18400 18940(260) (393) (402) (409) (421) (786) (804) (819) (842)

17-1516 15460 15810 16100 16570 30925 31620 32205 33145(455) (688) (703) (716) (737) (1376) (1407) (1432) (1474)

23-916 20320 20780 21160 21780 40640 41560 42325 43560(598) (904) (924) (941) (969) (1808) (1849) (1883) (1938)

1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 40

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only For seismic loads multiply cracked concrete tabular values in tension and shear by αseis = 0675 See section 245 for additional information on seismic

applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

36 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 45 mdash Load adjustment factors for 10M rebar in uncracked concrete 123

10 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4-12 7-116 8-78 4-12 7-116 8-78 4-12 7-116 8-89 4-12 7-116 8-78 4-12 7-116 8-78 4-12 7-116 8-78(115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 025 016 012 na na na 009 006 005 018 012 009 na na na2-316 (55) 058 055 054 028 017 013 054 053 053 012 008 006 025 016 013 na na na

3 (76) 061 057 056 033 020 016 056 054 054 020 013 010 033 020 016 na na na4 (102) 065 059 057 039 024 019 058 056 055 031 020 016 039 024 019 na na na5 (127) 068 062 059 046 029 023 060 057 056 043 028 022 046 029 023 na na na

5-1116 (145) 071 063 061 053 033 026 061 058 057 053 034 027 053 033 026 066 na na6 (152) 072 064 061 056 035 027 061 059 057 057 037 029 056 035 027 068 na na7 (178) 076 066 063 065 040 032 063 060 059 072 046 037 065 040 032 073 na na8 (203) 079 069 065 074 046 036 065 061 060 088 056 045 074 046 036 078 na na

8-14 (210) 080 069 065 077 048 038 066 062 060 092 059 047 077 048 038 080 069 na9 (229) 083 071 067 084 052 041 067 063 061 100 067 053 084 052 041 083 071 na

10-116 (256) 087 074 069 094 058 046 069 064 062 080 063 094 058 046 088 076 07011 (279) 090 076 071 100 063 050 071 066 063 091 072 100 063 050 092 079 07312 (305) 094 078 072 069 054 073 067 065 100 082 069 054 096 083 07714 (356) 100 083 076 081 064 077 070 067 100 081 064 100 089 08316 (406) 088 080 092 073 081 073 070 092 073 095 08818 (457) 092 084 100 082 084 076 072 100 082 100 09424 (610) 100 095 100 096 084 079 100 10030 (762) 100 100 093 08736 (914) 100 094

gt48 (1219) 100

Table 46 mdash Load adjustment factors for 10M rebar in cracked concrete 123

10 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4-12 7-116 8-78 4-12 7-116 8-78 4-12 7-116 8-89 4-12 7-116 8-78 4-12 7-116 8-78 4-12 7-116 8-78(115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 049 044 042 na na na 017 011 009 034 022 017 na na na2-316 (55) 058 055 054 052 046 043 056 055 054 024 015 012 047 030 024 na na na

3 (76) 061 057 056 060 050 047 059 057 056 039 025 020 060 049 039 na na na4 (102) 065 059 057 070 056 051 062 059 058 059 038 030 070 056 051 na na na5 (127) 068 062 059 080 062 056 065 061 059 083 053 042 080 062 056 na na na

5-1116 (145) 071 063 061 088 066 059 067 062 061 100 065 052 088 066 059 082 na na6 (152) 072 064 061 091 068 061 068 063 061 070 056 091 068 061 084 na na7 (178) 076 066 063 100 074 065 071 065 063 088 070 100 074 065 091 na na8 (203) 079 069 065 081 070 074 067 065 100 085 081 070 097 na na

8-14 (210) 080 069 065 083 072 074 068 066 090 083 072 099 085 na9 (229) 083 071 067 088 076 077 070 067 100 088 076 100 089 na

10-116 (256) 087 074 069 096 081 080 072 069 096 081 094 08711 (279) 090 076 071 100 086 082 074 071 100 086 098 09112 (305) 094 078 072 092 085 076 073 092 100 09514 (356) 100 083 076 100 091 081 076 100 10016 (406) 088 080 097 085 08018 (457) 092 084 100 089 08424 (610) 100 095 100 09530 (762) 100 10036 (914)

gt48 (1219)

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

37Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 47 mdash Load adjustment factors for 15M rebar in uncracked concrete 123

15 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58

(145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320)

Spac

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(mm

) 1-34 (44) na na na 025 014 011 na na na 006 004 003 013 007 006 na na na3-18 (80) 059 055 054 032 018 014 055 053 053 015 009 007 031 018 014 na na na

4 (102) 062 057 055 036 020 016 056 054 054 022 013 010 036 020 016 na na na5 (127) 065 058 057 041 023 018 058 055 054 031 018 014 041 023 018 na na na6 (152) 068 060 058 047 026 020 059 056 055 040 023 018 047 026 020 na na na7 (178) 070 062 059 053 030 023 061 057 056 051 029 023 053 030 023 na na na

7-14 (184) 071 062 060 055 031 024 061 058 056 053 031 024 055 031 024 066 na na8 (203) 073 064 061 060 034 026 062 058 057 062 036 028 060 034 026 070 na na9 (229) 076 065 062 068 038 029 064 059 058 074 043 034 068 038 029 074 na na

10 (254) 079 067 063 075 042 033 065 061 059 087 050 039 075 042 033 078 na na11-38 (289) 083 069 065 086 048 037 067 062 060 100 061 048 086 048 037 083 069 na

12 (305) 085 070 066 090 051 039 068 063 061 066 052 090 051 039 085 071 na14-18 (359) 091 074 069 100 060 046 071 065 063 084 066 100 060 046 093 077 071

16 (406) 097 077 071 068 052 074 067 064 100 079 068 052 098 082 07618 (457) 100 080 074 076 059 077 069 066 095 076 059 100 087 08020 (508) 084 076 084 065 080 071 068 100 084 065 092 08522 (559) 087 079 093 072 083 073 070 093 072 096 08924 (610) 091 082 100 078 086 075 071 100 078 100 09330 (762) 100 090 098 095 082 077 098 10036 (914) 098 100 100 088 082 100

gt48 (1219) 100 100 093

Table 48 mdash Load adjustment factors for 15M rebar in cracked concrete 123

15 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58

(145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320)

Spac

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mdash in

(mm

) 1-34 (44) na na na 046 041 040 na na na 011 007 005 023 013 010 na na na3-18 (80) 059 055 054 055 046 044 057 055 054 028 016 013 055 032 025 na na na

4 (102) 062 057 055 062 050 046 059 056 055 040 023 018 062 046 036 na na na5 (127) 065 058 057 069 054 049 061 058 057 055 032 025 069 054 049 na na na6 (152) 068 060 058 077 058 052 063 059 058 073 042 033 077 058 052 na na na7 (178) 070 062 059 086 062 056 066 061 059 092 053 042 086 062 056 na na na

7-14 (184) 071 062 060 088 063 056 066 061 060 096 056 044 088 063 056 081 na na8 (203) 073 064 061 095 066 059 068 063 061 100 065 051 095 066 059 085 na na9 (229) 076 065 062 100 071 062 070 064 062 078 061 100 071 062 090 na na

10 (254) 079 067 063 076 066 072 066 063 091 071 076 066 095 na na11-38 (289) 083 069 065 082 071 076 068 065 100 086 082 071 100 084 na

12 (305) 085 070 066 086 073 077 069 066 093 086 073 087 na14-18 (359) 091 074 069 097 081 082 072 069 100 097 081 094 087

16 (406) 097 077 071 100 088 086 075 071 100 088 100 09218 (457) 100 080 074 096 090 078 074 096 09820 (508) 084 076 100 095 081 077 100 10022 (559) 087 079 099 084 07924 (610) 091 082 100 088 08230 (762) 100 090 097 09036 (914) 098 100 098

gt48 (1219) 100 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

38 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 49 mdash Load adjustment factors for 20M rebar in uncracked concrete 123

20 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38(200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390)

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(mm

)

1-34 (44) na na na 021 011 010 na na na 004 002 002 008 005 004 na na na3-78 (98) 058 055 054 028 015 014 054 053 053 014 008 007 027 015 014 na na na

4 (102) 058 055 054 029 016 014 055 053 053 014 008 007 029 016 014 na na na5 (127) 061 056 055 032 018 016 056 054 054 020 011 010 032 018 016 na na na6 (152) 063 057 057 036 020 018 057 055 054 027 015 014 036 020 018 na na na7 (178) 065 058 058 040 022 020 058 055 055 034 019 017 040 022 020 na na na8 (203) 067 060 059 044 024 022 059 056 056 041 023 021 044 024 022 na na na9 (229) 069 061 060 050 027 025 060 057 057 049 028 025 050 027 025 na na na

10 (254) 071 062 061 055 030 027 061 058 057 057 032 029 055 030 027 068 na na11 (279) 073 063 062 061 033 030 063 059 058 066 037 034 061 033 030 071 na na12 (305) 075 064 063 066 036 033 064 059 059 075 042 039 066 036 033 074 na na14 (356) 080 067 065 077 042 038 066 061 060 095 053 049 077 042 038 080 na na16 (406) 084 069 067 088 048 044 068 063 062 100 065 059 088 048 044 086 071 na18 (457) 088 071 070 100 054 049 071 064 063 078 071 100 054 049 091 075 07320 (508) 092 074 072 060 055 073 066 065 091 083 060 055 096 079 07722 (559) 097 076 074 066 060 075 067 066 100 096 066 060 100 083 08024 (610) 100 079 076 072 066 078 069 068 100 072 066 087 08426 (660) 081 078 078 071 080 070 069 078 071 090 08728 (711) 083 080 084 076 082 072 071 084 076 094 09130 (762) 086 083 090 082 084 074 072 090 082 097 09436 (914) 093 089 100 098 091 078 076 100 098 100 100

gt48 (1219) 100 100 100 100 088 085 100

Table 50 mdash Load adjustment factors for 20M rebar in cracked concrete 123

20 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38(200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390)

Spac

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(mm

)

1-34 (44) na na na 043 039 039 na na na 007 004 004 015 008 007 na na na3-78 (98) 058 055 054 053 045 044 056 054 054 024 013 012 048 027 024 na na na

4 (102) 058 055 054 054 045 044 057 055 054 025 014 013 050 028 026 na na na5 (127) 061 056 055 059 048 047 058 056 055 035 020 018 059 040 036 na na na6 (152) 063 057 057 064 051 049 060 057 056 046 026 024 064 051 047 na na na7 (178) 065 058 058 070 053 052 062 058 057 058 033 030 070 053 052 na na na8 (203) 067 060 059 076 056 054 063 059 059 071 040 036 076 056 054 na na na9 (229) 069 061 060 082 059 057 065 060 060 085 048 043 082 059 057 na na na

10 (254) 071 062 061 088 062 060 067 061 061 099 056 051 088 062 060 081 na na11 (279) 073 063 062 095 065 062 068 062 062 100 065 059 095 065 062 085 na na12 (305) 075 064 063 100 069 065 070 064 063 074 067 100 069 065 089 na na14 (356) 080 067 065 075 071 073 066 065 093 084 075 071 096 na na16 (406) 084 069 067 082 077 077 068 067 100 100 082 077 100 085 na18 (457) 088 071 070 089 083 080 070 069 089 083 090 08720 (508) 092 074 072 096 090 083 073 071 096 090 095 09222 (559) 097 076 074 100 096 086 075 073 100 096 100 09724 (610) 100 079 076 100 090 077 076 100 10026 (660) 081 078 093 079 07828 (711) 083 080 096 082 08030 (762) 086 083 100 084 08236 (914) 093 089 091 088

gt48 (1219) 100 100 100 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

39Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 51 mdash Load adjustment factors for 25M rebar in uncracked concrete 123

25 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316

(230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504)

Spac

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(s)

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(h)

mdash in

(mm

) 1-34 (44) na na na 022 012 010 na na na 003 002 001 006 003 003 na na na5 (127) 059 055 054 032 018 014 055 053 053 014 008 007 029 016 013 na na na6 (152) 061 056 055 035 019 015 055 054 053 019 011 009 035 019 015 na na na7 (178) 063 057 056 039 021 017 056 054 054 024 013 011 039 021 017 na na na8 (203) 065 058 057 042 023 018 057 055 054 029 016 013 042 023 018 na na na9 (229) 067 059 058 046 025 020 058 056 055 035 020 016 046 025 020 na na na

10 (254) 068 060 058 050 027 022 059 056 055 040 023 018 050 027 022 na na na11-916 (294) 071 062 060 057 031 025 061 057 056 050 029 023 057 031 025 065 na na

12 (305) 072 063 060 059 032 026 061 058 056 053 030 024 059 032 026 066 na na14 (356) 076 065 062 069 038 030 063 059 058 067 038 031 069 038 030 071 na na16 (406) 079 067 063 079 043 034 065 060 059 082 047 037 079 043 034 076 na na18 (457) 083 069 065 089 049 039 066 061 060 098 056 045 089 049 039 081 na na

18-716 (469) 084 069 066 091 050 040 067 062 060 100 058 046 091 050 040 082 068 na20 (508) 087 071 067 099 054 043 068 063 061 065 052 099 054 043 085 071 na

22-38 (568) 091 073 069 100 060 048 070 064 062 077 062 100 060 048 090 075 07024 (610) 094 075 070 065 052 072 065 063 085 069 065 052 094 077 07226 (660) 098 077 072 070 056 074 066 064 096 077 070 056 097 081 07528 (711) 100 079 074 076 060 076 068 065 100 087 076 060 100 084 07830 (762) 081 075 081 065 077 069 066 096 081 065 087 08136 (914) 088 080 097 078 083 073 069 100 097 078 095 088

gt48 (1219) 100 090 100 100 094 080 076 100 100 100 100

Table 52 mdash Load adjustment factors for 25M rebar in cracked concrete 123

25 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316

(230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504)

Spac

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(s)

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ickn

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(h)

mdash in

(mm

) 1-34 (44) na na na 042 039 038 na na na 005 003 002 010 006 004 na na na5 (127) 059 055 054 055 046 044 056 054 054 024 013 011 047 027 022 na na na6 (152) 061 056 055 060 048 046 058 055 055 031 018 014 060 035 028 na na na7 (178) 063 057 056 065 051 048 059 056 055 039 022 018 065 044 036 na na na8 (203) 065 058 057 070 053 050 060 057 056 048 027 022 070 053 044 na na na9 (229) 067 059 058 075 056 051 061 058 057 057 032 026 075 056 051 na na na

10 (254) 068 060 058 080 059 053 063 059 058 067 038 030 080 059 053 na na na11-916 (294) 071 062 060 089 063 057 065 060 059 083 047 038 089 063 057 077 na na

12 (305) 072 063 060 091 064 058 065 060 059 088 050 040 091 064 058 078 na na14 (356) 076 065 062 100 069 062 068 062 061 100 063 051 100 069 062 084 na na16 (406) 079 067 063 075 066 070 064 062 077 062 075 066 090 na na18 (457) 083 069 065 081 071 073 066 064 092 074 081 071 096 na na

18-716 (469) 084 069 066 083 072 074 066 064 095 076 083 072 097 080 na20 (508) 087 071 067 087 075 075 067 065 100 086 087 075 100 084 na

22-38 (568) 091 073 069 095 081 078 070 067 100 095 081 088 08224 (610) 094 075 070 100 085 081 071 068 100 085 092 08526 (660) 098 077 072 090 083 073 070 090 095 08928 (711) 100 079 074 095 086 074 071 095 099 09230 (762) 081 075 100 088 076 073 100 100 09536 (914) 088 080 096 081 077 100

gt48 (1219) 100 090 100 092 086

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

40 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 53 mdash Load adjustment factors for 30M rebar in uncracked concrete 123

30 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916

(260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598)

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mdash in

(mm

)

1-34 (44) na na na 023 013 009 na na na 002 001 001 005 003 002 na na na5-78 (150) 060 055 054 034 019 014 055 053 053 014 008 006 029 016 012 na na na

6 (152) 060 056 054 034 019 014 055 053 053 015 008 006 029 017 013 na na na7 (178) 061 057 055 037 020 015 055 054 053 018 011 008 037 020 015 na na na8 (203) 063 057 056 040 022 017 056 054 054 022 013 010 040 022 017 na na na9 (229) 065 058 056 043 024 018 057 055 054 027 015 012 043 024 018 na na na

10 (254) 066 059 057 047 026 019 058 055 054 031 018 014 047 026 019 na na na11 (279) 068 060 058 050 028 021 058 056 055 036 021 016 050 028 021 na na na12 (305) 070 061 058 054 029 022 059 056 055 041 024 018 054 029 022 na na na

13-14 (337) 072 062 059 059 033 024 060 057 056 048 027 021 059 033 024 064 na na14 (356) 073 063 060 063 034 026 061 057 056 052 030 023 063 034 026 066 na na16 (406) 076 065 061 071 039 030 062 058 057 064 036 028 071 039 030 070 na na18 (457) 079 067 063 080 044 033 064 060 058 076 043 033 080 044 033 074 na na20 (508) 083 069 064 089 049 037 065 061 059 089 051 039 089 049 037 079 na na

20-78 (531) 084 069 065 093 051 039 066 061 059 095 054 041 093 051 039 080 na na22 (559) 086 070 066 098 054 041 067 062 060 100 059 045 098 054 041 082 068 na24 (610) 089 072 067 100 059 044 068 063 061 067 051 100 059 044 086 071 na

26-916 (675) 093 075 069 065 049 070 064 062 078 059 065 049 091 075 06928 (711) 096 076 070 069 052 072 065 062 084 064 069 052 093 077 07030 (762) 099 078 071 074 055 073 066 063 093 071 074 055 096 080 07336 (914) 100 083 075 088 066 078 069 066 100 093 088 066 100 087 080

gt48 (1219) 095 084 100 089 087 075 071 100 100 089 100 100 092

Table 54 mdash Load adjustment factors for 30M rebar in cracked concrete 123

30 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916

(260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na 041 038 038 na na na 004 002 002 008 005 004 na na na5-78 (150) 060 055 054 056 047 044 057 055 054 026 015 011 052 030 022 na na na

6 (152) 060 056 054 057 047 044 057 055 054 026 015 012 053 030 023 na na na7 (178) 061 057 055 061 049 046 058 056 055 033 019 015 061 038 029 na na na8 (203) 063 057 056 065 051 047 059 056 055 041 023 018 065 047 035 na na na9 (229) 065 058 056 069 053 049 060 057 056 049 028 021 069 053 042 na na na

10 (254) 066 059 057 074 056 050 061 058 057 057 033 025 074 056 050 na na na11 (279) 068 060 058 079 058 052 063 059 057 066 038 029 079 058 052 na na na12 (305) 070 061 058 083 060 054 064 059 058 075 043 033 083 060 054 na na na

13-14 (337) 072 062 059 089 063 056 065 060 059 087 050 038 089 063 056 078 na na14 (356) 073 063 060 093 065 057 066 061 059 094 054 041 093 065 057 080 na na16 (406) 076 065 061 100 070 061 068 063 061 100 066 050 100 070 061 086 na na18 (457) 079 067 063 075 064 071 064 062 079 060 075 064 091 na na20 (508) 083 069 064 081 068 073 066 063 092 070 081 068 096 na na

20-78 (531) 084 069 065 083 070 074 066 064 098 075 083 070 098 na na22 (559) 086 070 066 086 072 075 067 064 100 081 086 072 100 083 na24 (610) 089 072 067 092 076 077 069 066 092 092 076 087 na

26-916 (675) 093 075 069 099 081 080 071 067 100 099 081 092 08428 (711) 096 076 070 100 084 082 072 068 100 084 094 08630 (762) 099 078 071 088 084 074 070 088 097 08936 (914) 100 083 075 100 091 078 074 100 100 097

gt48 (1219) 095 084 100 088 082 1001 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

41Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 55 mdash Hilti HIT-RE 100 design information with HAS threaded rods in hammer drilled holes in accordance with CSA A233-14 Annex D 19

Design parameter Symbol UnitsNominal rod diameter (in) Ref

A233-1438 12 58 34 78 1 1-14

Anchor OD da mm 95 127 159 191 222 254 318

Effective minimum embedment 2 hefmm 60 70 79 89 89 102 127

Effective maximum embedment 2 hefmm 191 254 318 381 445 508 635

Minimum concrete thickness 2 hminmm hef + 30 hef + 2d0

Critical edge distance cacmm See ESR-3829 section 4110

Minimum edge distance cmin3 mm 48 64 79 95 111 127 159

Minimum anchor spacing sminmm 48 64 79 95 111 127 159

Coeff for factored conc breakoutresistance uncracked concrete kcuncr

4 - 10 D622

Coeff for factored conc breakoutresistance cracked concrete kccr

4 - 7 D622

Concrete material resistance factor ϕc - 065 842 Resistance modification factor for tension and shear concrete failure modes Condition B 5 Rconc - 100 D53 (c )

Dry Concrete

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 616 592 592 560 516 480 408D652

(MPa) (42) (41) (41) (39) (36) (33) (28

Characteristic bond stress in uncracked concrete 78 τuncr

psi 1272 1256 1204 1164 1124 1092 1048D652

(MPa) (88) (87) (83) (80) (78) (75) (72)

Anchor category dry concrete - - 2 2 2 2 2 2 2Resistance modification factor Rdry

- 085 085 085 085 085 085 085Water Saturated Concrete

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 548 521 521 476 416 375 300D652

(MPa) (38) (36) (36) (33) (29) (26) (21)Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1106 1061 994 915 859 776D652

(MPa) (78) (76) (73) (69) (63) (59) (54)Anchor category water-saturated concrete - - 2 2 2 2 2 2 2Resistance modification factor Rws

- 085 085 085 085 085 085 085Water-Filled Hole

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 548 521 521 476 416 375 300D652

(MPa) (38) (36) (36) (33) (29) (26) (21)

Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1106 1061 994 915 859 776D652

(MPa) (78) (76) (73) (69) (63) (59) (54)

Anchor category water-filled hole - - 3 3 3 3 3 3 3D53 (c)

Resistance modification factor Rwf- 075 075 075 075 075 075 075

Underwater Application

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 548 521 521 476 416 375 300D652

(MPa) (38) (36) (36) (33) (29) (26) (21)Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1106 1061 994 915 859 776D652

(MPa) (78) (76) (73) (69) (63) (59) (54)Anchor category underwater - - 3 3 3 3 3 3 3Resistance modification factor Ruw

- 075 075 075 075 075 075 075

1 Design information in this table is taken from ICC-ES ESR-3829 dated January 2016 table 8 and 9 and converted for use with CSA A233-14 Annex D2 See figure 43 Minimum edge distance may be reduced to 45mm lt cai lt 5d provided Tinst is reduced See ESR-3829 section 4194 For all design cases ψcN = 10 The appropriate coefficient for breakout resistance for cracked concrete (kccr) or uncracked concrete (kcuncr) must be used5 For use with the load combinations of CSA A233-14 chapter 8 Condition B applies where supplementary reinforcement in conformance with CSA A233-14 section D53 is not provided or

where pullout or pryout strength governs For cases where the presence of supplementary reinforcement can be verified the resistance modification factors associated with Condition A may be used

6 Temperature range A Max short term temperature = 130degF (55degC) max long term temperature = 110degF (43degC) Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

7 Bond strength values corresponding to concrete compressive strength fʹc = 2500 psi (172 MPa) For concrete compressive strength fʹc between 2500 psi (172 MPa) and 8000 psi (552 MPa) the tabulated characteristic bond strength may be increased by a factor of (fʹc2500)01 [for SI (fʹc 172)01]

8 Bond strength values are for sustained loads including dead and live loads For load combinations consisting of short-term loads only such as wind and seismic bond strengths may be increased by 40 percent

9 For structures assigned to Seismic Design Categories C D E or F bond strength values must be multiplied by αNseis = 09

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

42 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 56 mdash Hilti HIT-RE 100 adhesive factored resistance with concrete bond failure for threaded rod in uncracked concrete 12345678910

Nominal Anchor

Diameter in (mm)

Nominal anchor diameter in (mm)

Tension mdash Nn Shear mdash Vn

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

38

2-38 1995 2040 2080 2140 1995 2040 2080 2140(60) (89) (91) (92) (95) (89) (91) (92) (95)

3-38 2840 2900 2955 3040 5675 5805 5910 6080(86) (126) (129) (131) (135) (252) (258) (263) (271)

4-12 3785 3870 3940 4055 7565 7735 7880 8110(114) (168) (172) (175) (180) (337) (344) (351) (361)7-12 6305 6450 6565 6760 12610 12895 13135 13515(191) (280) (287) (292) (301) (561) (574) (584) (601)

12

2-34 3045 3115 3170 3260 6090 6225 6340 6525(70) (135) (138) (141) (145) (271) (277) (282) (290)

4-12 4980 5095 5185 5340 9960 10185 10375 10675(114) (222) (227) (231) (237) (443) (453) (461) (475)

6 6640 6790 6915 7120 13285 13580 13830 14235(152) (295) (302) (308) (317) (591) (604) (615) (633)10 11070 11320 11525 11865 22140 22635 23055 23725

(254) (492) (503) (513) (528) (985) (1007) (1025) (1055)

58

3-18 4145 4240 4315 4440 8290 8475 8635 8885(79) (184) (189) (192) (198) (369) (377) (384) (395)

5-58 7460 7630 7770 7995 14920 15260 15540 15990(143) (332) (339) (346) (356) (664) (679) (691) (711)7-12 9950 10170 10360 10660 19895 20345 20720 21325(191) (442) (452) (461) (474) (885) (905) (922) (948)

12-12 16580 16955 17265 17770 33160 33905 34530 35540(318) (737) (754) (768) (790) (1475) (1508) (1536) (1581)

34

3-12 5385 5505 5610 5770 10770 11015 11215 11545(89) (240) (245) (249) (257) (479) (490) (499) (514)

6-34 10385 10620 10815 11130 20775 21240 21630 22265(171) (462) (472) (481) (495) (924) (945) (962) (990)

9 13850 14160 14420 14845 27695 28320 28845 29685(229) (616) (630) (642) (660) (1232) (1260) (1283) (1320)15 23080 23600 24035 24740 46160 47205 48070 49475

(381) (1027) (1050) (1069) (1100) (2053) (2100) (2138) (2201)

78

3-12 5480 6125 6320 6505 10955 12250 12635 13005(89) (244) (272) (281) (289) (487) (545) (562) (579)

7-78 13650 13960 14215 14630 27300 27920 28430 29260(200) (607) (621) (632) (651) (1214) (1242) (1265) (1302)

10-12 18200 18610 18955 19510 36405 37225 37910 39015(267) (810) (828) (843) (868) (1619) (1656) (1686) (1736)

17-12 30335 31020 31590 32515 60670 62040 63185 65025(445) (1349) (1380) (1405) (1446) (2699) (2760) (2810) (2893)

1

4 6690 7480 8020 8250 13385 14965 16035 16505(102) (298) (333) (357) (367) (595) (666) (713) (734)

9 17325 17715 18040 18565 34645 35425 36080 37130(229) (771) (788) (802) (826) (1541) (1576) (1605) (1652)12 23095 23620 24055 24755 46195 47235 48105 49510

(305) (1027) (1051) (1070) (1101) (2055) (2101) (2140) (2202)20 38495 39365 40090 41260 76990 78725 80175 82515

(508) (1712) (1751) (1783) (1835) (3425) (3502) (3566) (3670)

1-14

5 9355 10455 11455 12375 18705 20915 22910 24745(127) (416) (465) (510) (550) (832) (930) (1019) (1101)

11-14 25975 26560 27050 27840 51950 53125 54100 55680(286) (1155) (1182) (1203) (1238) (2311) (2363) (2407) (2477)15 34635 35415 36070 37120 69270 70830 72135 74240

(381) (1541) (1575) (1604) (1651) (3081) (3151) (3209) (3302)25 57725 59025 60115 61865 115450 118055 120225 123735

(635) (2568) (2626) (2674) (2752) (5135) (5251) (5348) (5504)1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 26 - 38 as necessary Compare to the steel values in table 24

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2568 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only Seismic design is not permitted for uncracked concrete

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

43Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 57 mdash Hilti HIT-RE 100 adhesive factored resistance with concrete bond failure for threaded rod in cracked concrete 12345678910

Nominal Anchor

Diameter in (mm)

Nominal anchor diameter in (mm)

Tension mdash Nn Shear mdash Vn

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

38

2-38 965 990 1005 1035 965 990 1005 1035(60) (43) (44) (45) (46) (43) (44) (45) (46)

3-38 1375 1405 1430 1475 2750 2810 2860 2945(86) (61) (63) (64) (66) (122) (125) (127) (131)

4-12 1830 1875 1910 1965 3665 3745 3815 3925(114) (81) (83) (85) (87) (163) (167) (170) (175)7-12 3055 3125 3180 3275 6105 6245 6360 6545(191) (136) (139) (141) (146) (272) (278) (283) (291)

12

2-34 1435 1465 1495 1540 2870 2935 2990 3075(70) (64) (65) (66) (68) (128) (131) (133) (137)

4-12 2350 2400 2445 2515 4695 4800 4890 5035(114) (104) (107) (109) (112) (209) (214) (218) (224)

6 3130 3200 3260 3355 6260 6400 6520 6710(152) (139) (142) (145) (149) (278) (285) (290) (298)10 5215 5335 5435 5590 10435 10670 10865 11185

(254) (232) (237) (242) (249) (464) (475) (483) (497)

58

3-18 2040 2085 2120 2185 4075 4170 4245 4370(79) (91) (93) (94) (97) (181) (185) (189) (194)

5-58 3670 3750 3820 3930 7335 7500 7640 7865(143) (163) (167) (170) (175) (326) (334) (340) (350)7-12 4890 5000 5095 5240 9780 10005 10185 10485(191) (218) (222) (227) (233) (435) (445) (453) (466)

12-12 8150 8335 8490 8735 16305 16670 16980 17475(318) (363) (371) (378) (389) (725) (742) (755) (777)

34

3-12 2590 2650 2700 2775 5180 5300 5395 5555(89) (115) (118) (120) (124) (231) (236) (240) (247)

6-34 4995 5110 5205 5355 9995 10220 10405 10710(171) (222) (227) (231) (238) (445) (455) (463) (476)

9 6665 6815 6940 7140 13325 13625 13875 14280(229) (296) (303) (309) (318) (593) (606) (617) (635)15 11105 11355 11565 11900 22210 22710 23125 23800

(381) (494) (505) (514) (529) (988) (1010) (1029) (1059)

78

3-12 2785 2850 2900 2985 5570 5695 5800 5970(89) (124) (127) (129) (133) (248) (253) (258) (266)

7-78 6265 6410 6525 6715 12535 12815 13055 13435(200) (279) (285) (290) (299) (558) (570) (581) (598)

10-12 8355 8545 8700 8955 16710 17090 17405 17910(267) (372) (380) (387) (398) (743) (760) (774) (797)

17-12 13925 14240 14505 14925 27855 28480 29005 29850(445) (619) (633) (645) (664) (1239) (1267) (1290) (1328)

1

4 3385 3460 3525 3625 6770 6920 7050 7255(102) (151) (154) (157) (161) (301) (308) (314) (323)

9 7615 7785 7930 8160 15230 15570 15860 16320(229) (339) (346) (353) (363) (677) (693) (705) (726)12 10150 10380 10575 10880 20305 20765 21145 21760

(305) (452) (462) (470) (484) (903) (924) (941) (968)20 16920 17305 17620 18135 33840 34605 35240 36270

(508) (753) (770) (784) (807) (1505) (1539) (1568) (1613)

1-14

5 4495 4595 4680 4815 8990 9190 9360 9635(127) (200) (204) (208) (214) (400) (409) (416) (429)

11-14 10115 10340 10530 10840 20225 20680 21060 21675(286) (450) (460) (468) (482) (900) (920) (937) (964)15 13485 13790 14040 14450 26965 27575 28085 28905

(381) (600) (613) (625) (643) (1200) (1227) (1249) (1286)25 22475 22980 23405 24085 44945 45960 46805 48170

(635) (1000) (1022) (1041) (1071) (1999) (2044) (2082) (2143)1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 26 - 38 as necessary Compare to the steel values in table 24

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2568 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only For seismic loads multiply cracked concrete tabular values in tension and shear by αseis = 0675 See section 245 for additional information on seismic

applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

44 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

2411 installation instructionsInstallation Instructions For Use (IFU) are included with each product package They can also be viewed or downloaded on-line at wwwushilticom (US) and wwwhiltica (Canada) mdash ldquoServiceTechnical Info gtgt Technical Downloads gtgt Anchoring Systemsrdquo Because of the possibility of changes always verify that downloaded IFU are current when used Proper installation is critical to achieve full performance Training is available on request Contact Hilti Technical Services for applications and conditions not addressed in the IFU

2412 Working time and cure time (approx)

Table 59 mdash Resistance of HIT-RE 100 to chemicals

Chemical Chemicals Tested ResistantNot

Resistant

Alkaline

Concrete drilling mud (10) pH=126 +

Concrete drilling mud (10) pH=132 +

Concrete potash solution (10) +

pH=140

Alkaline

Acetic acid (10)1 -

Nitric acid (10)1 -

Hydrochloric acid (10) 3 month -

Sulfuric acid (10) -

Solvents

Benzyl alcohol -

Ethanol -

Ethyl acetate -

Methyl ethyl ketone (MEK) -

Trichlorethylene -

Xylene (mixture) +

Chemicals used on job sites

Chemicals Concrete plasticizer +

used on job Diesel oil +

sites Oil +

Petrol +

Oil for form work (forming oil) +

Environmental chemicals

Environmental Salt water +

chemicals de-mineralized water +

salt spraying test +

SO2 +

Environmentweather +1 Concrete was dissolved by acid

Samples of the HIT-RE 100 resin were immersed in the various chemical compounds for up to one year At the time of the test period the samples were analyzed Any samples showing no visible damage and having less than a 25 reduction in bending (flexural) strength were classified as ldquoResistantrdquo Samples that were heavily damaged or destroyed were classified as ldquoNot Resistantrdquo

Note In actual use the majority of the resin is encased in the base material leaving very little surface area exposed

2414 resistance of cured hit-re 100 to chemicals

2413 materials Specifications Table 60 mdash Material properties of fully cured HIT-RE 100

adhesiveBond Strength ASTM C882-121

2 day cure 14 day cure

201 Mpa210 Mpa

2920 psi3050 psi

Compressive Strength ASTM D695-101 743 Mpa 10780 psi

Compressive Modulus ASTM D695-101 3731 Mpa 0541 x 106 psi

Tensile Strength 7 day ASTM D638-10 117 Mpa 1690 psi

Elongation at break ASTM D638-10 010

Heat Deflection Temperature ASTM D648-07

568degC 1343degF

Absorption ASTM D570-10 006

Linear Coefficient of Shrinkage on Cure ASTM D2566-86

00001

1 Minimum values obtained as the result of tests at 35degF 50degF 75degF and 110degF

Notes

Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Hilti Outperform Outlast7250 Dallas Parkway Suite 1000 Plano TX 75024 bull Hilti Inc (US) 1-800-879-8000 bull wwwushilticom bull en espantildeol 1-800-879-5000 bull Hilti (Canada) Corp 1-800-363-4458 wwwhiltica bull Hilti is an equal opportunity employer bull Hilti is a registered trademark of Hilti Corp copyCopyright 2016 by Hilti Inc (US) bull 0216 bull DBS

The data contained in this literature was current as of the date of publication Updates and changes may be made based on later testing If verification is needed that the data is still current please contact the Hilti Technical Support Specialists at 1-800-363-4458 All published load values contained in this literature represent the results of testing by Hilti or test organizations Local base materials were used Because of variations in materials on-site testing is necessary to determine performance at any specific site Laser beams represented by red lines in this publication Printed in the United States

14001 US only

Page 8: USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

8 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

246 Sustained loads and overhead Use

Sustained loading is calculated by multiplying the value of ФNn or Nr by 055 and comparing the value to the tension dead load contribution (and any sustained live loads or other loads) of the factored load Edge spacing and concrete thickness influences do not need to be accounted for when evaluating sustained loads

247 accuracy of the Simplified tables

Calculations using the Simplified Tables have the potential of providing a design strength (factored resistance) that is exactly what would be calculated using equations from ACI 318 Chapter 17 or CSA A233 Annex D

The tables for the single anchor design strength (factored resistance) for concrete bond pullout failure or steel failure have the same values that will be computed using the provisions of ACI and CSA

The load adjustment factors for edge distance influences are based on a single anchor near an edge The load adjustment factors for spacing are determined from the influence of two adjacent anchors Each reduction factor is calculated for the minimum value of either concrete or bond failure When more than one edge distance andor spacing condition exists the load adjustment factors are multiplied together This will result in a conservative design when compared to a full calculation based on ACI or CSA

Since the table values including load adjustment factors are calculated using equations that are not linear linear interpolation is not permitted Use the smaller of the two table values listed This provides a conservative value if the application falls between concrete compressive strengths embedment depths or spacing edge distance and concrete thickness

For a summary of the accuracy of the simplified tables refer to Section 3189 of the 2016 Hilti North America Product Technical Guide Volume 2 Anchor Fastening Technical Guide

Additional assistance can be given by your local Hilti representative

248 limitations Using Simplified tables

There are limitations that the Simplified Tables do not consider Refer to Section 31810 of the 2016 Hilti North America Product Technical Guide Volume 2 Anchor Fastening Technical Guide for additional information

Contact Hilti with any questions for specific applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

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248 hilti hit-re 100 adhesive with deformed reinforcing bars (rebar)

Cracked or uncracked concrete

Permissible concete conditions Permissible drilling methods

Dry concrete

Hammer Drilling with Carbide Tipped Drill Bit

Uncracked Concrete Water-saturated concrete

Cracked Concrete Water-filled holes

Submerged (underwater)

Table 1 mdash Specifications for rebar installed with HIT-RE 100 adhesive

Setting information Symbol UnitsRebar Size

3 4 5 6 7 8 9 10

Nominal bit diameter do in 12 58 34 78 1 1-18 1-38 1-12

Effective Embedment

minimum hefmin

in 2-38 2-34 3-18 3-12 3-18 4 4-12 5

(mm) (60) (70) (79) (89) (89) (102) (114) (127)

maximum hefmax

in 7-12 10 12-12 15 17-12 20 22-12 25

(mm) (191) (254) (318) (381) (445) (508) (572) (635)

Minimum Concrete Thickness hmin

in hef + 1-14hef + 2do(mm) (hef + 30)

Minimum edge distance1 cmin

in 1-78 2-12 3-18 3-34 4-38 5 5-58 6-14

(mm) (48) (64) (79) (95) (111) (127) (143) (159)

Minimum anchor spacing smin

in 1-78 2-12 3-18 3-34 4-38 5 5-58 6-14

(mm) (48) (64) (79) (95) (111) (127) (143) (159)

1 Edge distance of 1-34-inch (44mm) is permitted provided the rebar remains un-torqued

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

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Table 2 mdash Hilti HIT-RE 100 adhesive design strength with concrete bond failure for US rebar in uncracked concrete 12345678910

Rebar Size

EffectiveEmbedment

Depthin (mm)

Tension mdash ϕNn Shear mdash ϕVn

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

3

3-38 2780 2835 2915 3035 7080 7210 7420 7730(86) (124) (126) (130) (135) (315) (321) (330) (344)

4-12 3710 3775 3885 4050 9440 9615 9895 10305(114) (165) (168) (173) (180) (420) (428) (440) (458)7-12 6180 6295 6480 6745 15735 16025 16490 17175(191) (275) (280) (288) (300) (700) (713) (734) (764)

4

4-12 4885 4975 5120 5330 12430 12660 13030 13565(114) (217) (221) (228) (237) (553) (563) (580) (603)

6 6510 6630 6825 7105 16575 16875 17370 18090(152) (290) (295) (304) (316) (737) (751) (773) (805)10 10850 11050 11375 11845 27620 28130 28950 30150

(254) (483) (492) (506) (527) (1229) (1251) (1288) (1341)

5

5-58 7315 7450 7665 7985 18615 18960 19515 20320(143) (325) (331) (341) (355) (828) (843) (868) (904)7-12 9750 9930 10220 10645 24825 25280 26015 27095(191) (434) (442) (455) (474) (1104) (1125) (1157) (1205)

12-12 16255 16550 17035 17740 41370 42130 43360 45155(318) (723) (736) (758) (789) (1840) (1874) (1929) (2009)

6

6-34 10180 10370 10670 11115 25920 26395 27165 28290(171) (453) (461) (475) (494) (1153) (1174) (1208) (1258)

9 13575 13825 14230 14820 34555 35195 36220 37720(229) (604) (615) (633) (659) (1537) (1566) (1611) (1678)15 22625 23045 23715 24695 57595 58655 60365 62865

(381) (1006) (1025) (1055) (1098) (2562) (2609) (2685) (2796)

7

7-78 13385 13630 14025 14605 34065 34690 35705 37180(200) (595) (606) (624) (650) (1515) (1543) (1588) (1654)

10-12 17845 18170 18700 19475 45420 46255 47605 49575(267) (794) (808) (832) (866) (2020) (2058) (2118) (2205)

17-12 29740 30285 31170 32460 75700 77090 79340 82625(445) (1323) (1347) (1387) (1444) (3367) (3429) (3529) (3675)

8

9 16980 17295 17800 18535 43225 44020 45305 47180(229) (755) (769) (792) (824) (1923) (1958) (2015) (2099)12 22640 23060 23730 24715 57635 58695 60410 62910

(305) (1007) (1026) (1056) (1099) (2564) (2611) (2687) (2798)20 37735 38430 39555 41190 96055 97825 100680 104845

(508) (1679) (1709) (1759) (1832) (4273) (4351) (4478) (4664)

9

10-18 21020 21405 22030 22945 53505 54490 56080 58400(257) (935) (952) (980) (1021) (2380) (2424) (2495) (2598)

13-12 28025 28540 29375 30590 71340 72655 74775 77870(343) (1247) (1270) (1307) (1361) (3173) (3232) (3326) (3464)

22-12 46710 47570 48960 50985 118900 121090 124620 129780(572) (2078) (2116) (2178) (2268) (5289) (5386) (5543) (5773)

10

11-14 25465 25935 26690 27795 63395 66010 67940 70750(286) (1133) (1154) (1187) (1236) (2820) (2936) (3022) (3147)15 33955 34575 35585 37060 86425 88015 90585 94335

(381) (1510) (1538) (1583) (1649) (3844) (3915) (4029) (4196)25 56590 57630 59310 61765 144040 146690 150975 157220

(635) (2517) (2563) (2638) (2747) (6407) (6525) (6716) (6993)

1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 4

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only Seismic design is not permitted for uncracked concrete

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

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Table 3 mdash Hilti HIT-RE 100 adhesive design strength with concrete bond failure for US rebar in cracked concrete 12345678910

Rebar Size

EffectiveEmbedment

Depthin (mm)

Tension mdash ϕNn Shear mdash ϕVn

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

3

3-38 1040 1060 1090 1135 2650 2700 2775 2890(86) (46) (47) (48) (50) (118) (120) (123) (129)

4-12 1390 1415 1455 1515 3535 3600 3705 3855(114) (62) (63) (65) (67) (157) (160) (165) (171)7-12 2315 2355 2425 2525 5890 5995 6170 6425(191) (103) (105) (108) (112) (262) (267) (274) (286)

4

4-12 1850 1885 1940 2020 4710 4795 4935 5140(114) (82) (84) (86) (90) (210) (213) (220) (229)

6 2465 2515 2585 2695 6280 6395 6585 6855(152) (110) (112) (115) (120) (279) (284) (293) (305)10 4110 4190 4310 4490 10470 10660 10970 11425

(254) (183) (186) (192) (200) (466) (474) (488) (508)

5

5-58 2890 2945 3030 3155 7360 7495 7715 8035(143) (129) (131) (135) (140) (327) (333) (343) (357)7-12 3855 3925 4040 4210 9815 9995 10285 10710(191) (171) (175) (180) (187) (437) (445) (457) (476)

12-12 6425 6545 6735 7015 16355 16655 17145 17850(318) (286) (291) (300) (312) (728) (741) (763) (794)

6

6-34 4165 4240 4365 4545 10600 10795 11110 11570(171) (185) (189) (194) (202) (472) (480) (494) (515)

9 5550 5655 5820 6060 14130 14390 14810 15425(229) (247) (252) (259) (270) (629) (640) (659) (686)15 9255 9425 9700 10100 23555 23985 24685 25705

(381) (412) (419) (431) (449) (1048) (1067) (1098) (1143)

7

7-78 5665 5770 5940 6185 14425 14690 15120 15745(200) (252) (257) (264) (275) (642) (653) (673) (700)

10-12 7555 7695 7920 8250 19235 19590 20160 20995(267) (336) (342) (352) (367) (856) (871) (897) (934)

17-12 12595 12825 13200 13745 32060 32645 33600 34990(445) (560) (570) (587) (611) (1426) (1452) (1495) (1556)

8

9 7030 7160 7365 7670 17890 18220 18755 19530(229) (313) (318) (328) (341) (796) (810) (834) (869)12 9370 9545 9825 10230 23855 24295 25005 26040

(305) (417) (425) (437) (455) (1061) (1081) (1112) (1158)20 15620 15905 16370 17050 39760 40490 41675 43400

(508) (695) (707) (728) (758) (1769) (1801) (1854) (1931)

9

10-18 8425 8580 8830 9195 21440 21835 22475 23405(257) (375) (382) (393) (409) (954) (971) (1000) (1041)

13-12 11230 11440 11770 12260 28590 29115 29965 31205(343) (500) (509) (524) (545) (1272) (1295) (1333) (1388)

22-12 18720 19065 19620 20430 47650 48525 49940 52010(572) (833) (848) (873) (909) (2120) (2158) (2221) (2314)

10

11-14 9915 10095 10390 10820 25235 25700 26450 27545(286) (441) (449) (462) (481) (1123) (1143) (1177) (1225)15 13220 13460 13855 14430 33645 34265 35265 36725

(381) (588) (599) (616) (642) (1497) (1524) (1569) (1634)25 22030 22435 23090 24045 56075 57110 58775 61210

(635) (980) (998) (1027) (1070) (2494) (2540) (2614) (2723)

1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 4

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0607 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 T abular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only For seismic loads multiply cracked concrete tabular values in tension and shear by αseis = 0675 See section 245 for additional information on seismic

applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

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Table 4 mdash Steel design strength for US rebar 1

Rebar Size

ASTM A 615 Grade 40 2 ASTM A 615 Grade 60 2 ASTM A 706 Grade 60 2 Tensile3

ϕNsa

lb (kN)

Shear4

ϕVsa

lb (kN)

Seismic Shear5

ϕVsaeq

lb (kN)

Tensile3

ϕNsa

lb (kN)

Shear4

ϕVsa

lb (kN)

Seismic Shear5

ϕVsaeq

lb (kN)

Tensile3

ϕNsa

lb (kN)

Shear4

ϕVsa

lb (kN)

Seismic Shear5

ϕVsaeq

lb (kN)

34290 2375 1665 6435 3565 2495 6600 3430 2400(191) (106) (74) (286) (159) (111) (294) (153) (107)

47800 4320 3025 11700 6480 4535 12000 6240 4370(347) (192) (135) (520) (288) (202) (534) (278) (194)

512090 6695 4685 18135 10045 7030 18600 9670 6770(538) (298) (208) (807) (447) (313) (827) (430) (301)

617160 9505 6655 25740 14255 9980 26400 13730 9610(763) (423) (296) (1145) (634) (444) (1174) (611) (427)

723400 12960 9070 35100 19440 13610 36000 18720 13105(1041) (576) (403) (1561) (865) (605) (1601) (833) (583)

830810 17065 11945 46215 25595 17915 47400 24650 17255(1370) (759) (531) (2056) (1139) (797) (2108) (1096) (768)

939000 21600 15120 58500 32400 22680 60000 31200 21840(1735) (961) (673) (2602) (1441) (1009) (2669) (1388) (971)

1049530 27430 19200 74295 41150 28805 76200 39625 27740(2203) (1220) (854) (3305) (1830) (1281) (3390) (1763) (1234)

1 See Section 244 to convert design strength value to ASD value2 ASTM A706 Grade 60 rebar are considered ductile steel elements ASTM A 615 Grade 40 and 60 rebar are considered brittle steel elements3 Tensile = ϕ AseN futa as noted in ACI 318-14 Chapter 174 Shear = ϕ 060 AseN futa as noted in ACI 318-14 Chapter 175 Seismic Shear = αVseis ϕVsa Reduction for seismic shear only See section 245 for additional information on seismic applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

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Table 5 mdash Load adjustment factors for 3 rebar in uncracked concrete 123

3Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12(86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 032 023 013 na na na 010 008 005 021 016 009 na na na1-78 (48) 059 057 054 033 024 014 054 053 052 012 009 005 023 017 010 na na na

2 (51) 060 057 054 034 025 014 054 053 052 013 010 006 025 019 011 na na na3 (76) 065 061 057 042 031 018 056 055 054 023 018 011 042 031 018 na na na4 (102) 070 065 059 052 038 022 058 057 055 036 027 016 052 038 022 na na na

4-58 (117) 073 067 060 060 043 025 060 058 056 045 034 020 060 043 025 062 na na5 (127) 075 069 061 064 047 027 061 059 056 050 038 023 064 047 027 065 na na

5-34 (146) 078 071 063 074 054 031 062 060 057 062 046 028 074 054 031 070 063 na6 (152) 080 072 063 077 056 033 063 060 057 066 050 030 077 056 033 071 065 na7 (178) 085 076 066 090 066 038 065 062 059 083 062 037 090 066 038 077 070 na8 (203) 090 080 068 100 075 043 067 064 060 100 076 046 100 075 043 082 075 na

8-34 (222) 093 082 069 082 048 068 065 061 087 052 082 048 086 078 0669 (229) 094 083 070 084 049 069 066 061 091 055 084 049 087 079 067

10 (254) 099 087 072 094 054 071 067 062 100 064 094 054 092 083 07011 (279) 100 091 074 100 060 073 069 064 074 100 060 096 087 07412 (305) 094 077 065 075 071 065 084 065 100 091 07714 (356) 100 081 076 080 074 067 100 076 099 08316 (406) 086 087 084 078 070 087 100 08918 (457) 090 098 088 081 072 098 09424 (610) 100 100 100 092 080 100 10030 (762) 100 08736 (914) 095

gt48 (1219) 100

Table 6 mdash Load adjustment factors for 3 rebar in cracked concrete 123

3Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear5

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12(86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 054 049 043 na na na 020 015 009 040 030 018 na na na1-78 (48) 059 057 054 056 050 044 056 055 054 022 017 010 044 033 020 na na na

2 (51) 060 057 054 057 051 044 056 055 054 024 018 011 049 036 022 na na na3 (76) 065 061 057 070 060 049 060 058 056 045 033 020 070 060 040 na na na4 (102) 070 065 059 084 070 055 063 061 058 069 051 031 084 070 055 na na na

4-58 (117) 073 067 060 093 076 058 065 062 059 085 064 038 093 076 058 077 na na5 (127) 075 069 061 099 080 060 066 063 060 096 072 043 099 080 060 081 na na

5-34 (146) 078 071 063 100 088 064 069 065 061 100 089 053 100 088 064 086 078 na6 (152) 080 072 063 091 066 069 066 061 095 057 091 066 088 080 na7 (178) 085 076 066 100 072 073 069 063 100 072 100 072 095 087 na8 (203) 090 080 068 078 076 071 065 087 078 100 093 na

8-34 (222) 093 082 069 083 078 073 067 100 083 097 0829 (229) 094 083 070 085 079 074 067 085 098 083

10 (254) 099 087 072 091 082 077 069 091 100 08711 (279) 100 091 074 098 086 079 071 098 09212 (305) 094 077 100 089 082 073 100 09614 (356) 100 081 095 087 077 10016 (406) 086 100 093 08018 (457) 090 098 08424 (610) 100 100 09630 (762) 10036 (914)

gt48 (1219)1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

14 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 7 mdash Load adjustment factors for 4 rebar in uncracked concrete 123

4Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10(114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na 027 020 012 na na na 007 005 003 014 010 006 na na na2-12 (64) 059 057 054 032 023 014 054 053 052 012 009 005 023 018 011 na na na

3 (76) 061 058 055 035 026 015 055 054 053 015 012 007 031 023 014 na na na4 (102) 065 061 057 041 030 018 056 055 054 024 018 011 041 030 018 na na na5 (127) 069 064 058 048 035 021 058 057 055 033 025 015 048 035 021 na na na

5-34 (146) 071 066 060 054 040 023 059 058 055 041 031 018 054 040 023 061 na na6 (152) 072 067 060 057 042 024 060 058 056 043 033 020 057 042 024 062 na na7 (178) 076 069 062 066 048 028 061 059 057 055 041 025 066 048 028 067 na na

7-14 (184) 077 070 062 068 050 029 062 060 057 058 043 026 068 050 029 068 062 na8 (203) 080 072 063 075 055 032 063 061 057 067 050 030 075 055 032 071 065 na9 (229) 083 075 065 085 062 036 064 062 058 080 060 036 085 062 036 076 069 na

10 (254) 087 078 067 094 069 040 066 063 059 094 070 042 094 069 040 080 073 na11-14 (286) 092 081 069 100 078 046 068 065 061 100 084 050 100 078 046 085 077 065

12 (305) 094 083 070 083 049 069 066 061 092 055 083 049 087 079 06714 (356) 100 089 073 097 057 072 068 063 100 070 097 057 094 086 07216 (406) 094 077 100 065 076 071 065 085 100 065 100 092 07718 (457) 100 080 073 079 074 067 100 073 097 08220 (508) 083 081 082 076 069 081 100 08722 (559) 087 089 085 079 071 089 09124 (610) 090 097 088 082 072 097 09530 (762) 100 100 098 089 078 100 10036 (914) 100 097 084

gt48 (1219) 100 095

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 8 mdash Load adjustment factors for 4 rebar in cracked concrete 123

4Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10(114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254)

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) 1-34 (44) na na na 049 045 041 na na na 013 010 006 026 019 012 na na na2-12 (64) 059 057 054 056 050 044 056 055 054 022 017 010 044 033 020 na na na

3 (76) 061 058 055 060 053 046 057 056 054 029 022 013 058 043 026 na na na4 (102) 065 061 057 070 060 049 060 058 056 045 033 020 070 060 040 na na na5 (127) 069 064 058 080 067 053 062 060 057 062 047 028 080 067 053 na na na

5-34 (146) 071 066 060 088 073 056 064 062 058 077 058 035 088 073 056 075 na na6 (152) 072 067 060 091 075 057 065 062 059 082 061 037 091 075 057 076 na na7 (178) 076 069 062 100 083 062 067 064 060 100 077 046 100 083 062 083 na na

7-14 (184) 077 070 062 085 063 068 065 060 082 049 085 063 084 076 na8 (203) 080 072 063 091 066 069 066 061 095 057 091 066 088 080 na9 (229) 083 075 065 100 070 072 068 063 100 068 100 070 094 085 na

10 (254) 087 078 067 075 074 070 064 079 075 099 090 na11-14 (286) 092 081 069 081 077 073 066 095 081 100 095 080

12 (305) 094 083 070 085 079 074 067 100 085 098 08314 (356) 100 089 073 095 084 078 070 095 100 08916 (406) 094 077 100 089 082 073 100 09618 (457) 100 080 094 086 076 10020 (508) 083 099 090 07922 (559) 087 100 094 08124 (610) 090 098 08430 (762) 100 100 09336 (914) 100

gt48 (1219)

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

15Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 9 mdash Load adjustment factors for 5 rebar in uncracked concrete 123

5Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12(143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318)

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(mm

)

1-34 (44) na na na 025 019 011 na na na 005 004 002 010 008 005 na na na3-18 (79) 059 057 054 032 023 014 054 053 052 012 009 005 024 018 011 na na na

4 (102) 062 059 055 036 027 016 055 054 053 018 013 008 035 026 016 na na na5 (127) 065 061 057 042 031 018 057 055 054 025 019 011 042 031 018 na na na6 (152) 068 063 058 047 035 020 058 056 055 032 024 015 047 035 020 na na na7 (178) 071 066 059 053 039 023 059 058 055 041 031 018 053 039 023 na na na

7-18 (181) 071 066 060 054 040 023 059 058 055 042 031 019 054 040 023 061 na na8 (203) 074 068 061 061 045 026 060 059 056 050 037 022 061 045 026 065 na na9 (229) 077 070 062 069 051 030 062 060 057 060 045 027 069 051 030 069 062 na

10 (254) 080 072 063 076 056 033 063 061 058 070 052 031 076 056 033 072 066 na11 (279) 083 074 065 084 062 036 064 062 058 081 060 036 084 062 036 076 069 na12 (305) 086 077 066 092 067 039 066 063 059 092 069 041 092 067 039 079 072 na14 (356) 091 081 069 100 079 046 068 065 061 100 087 052 100 079 046 086 078 06616 (406) 097 086 071 090 053 071 067 062 100 064 090 053 092 083 07018 (457) 100 090 074 100 059 074 069 064 076 100 059 097 088 07420 (508) 094 077 066 076 072 065 089 066 100 093 07822 (559) 099 079 072 079 074 067 100 072 098 08224 (610) 100 082 079 081 076 068 079 100 08626 (660) 085 085 084 078 070 085 09028 (711) 087 092 087 080 072 092 09330 (762) 090 099 089 082 073 099 09636 (914) 098 100 097 089 078 100 100

gt48 (1219) 100 100 100 087

Table 10 mdash Load adjustment factors for 5 rebar in cracked concrete 123

5Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12(143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318)

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(mm

) 1-34 (44) na na na 046 043 040 na na na 009 007 004 018 014 008 na na na3-18 (79) 059 057 054 056 050 044 056 055 054 022 017 010 044 033 020 na na na

4 (102) 062 059 055 062 055 046 058 056 055 032 024 014 062 048 029 na na na5 (127) 065 061 057 070 060 049 060 058 056 045 033 020 070 060 040 na na na6 (152) 068 063 058 078 066 053 062 060 057 059 044 026 078 066 053 na na na7 (178) 071 066 059 087 072 056 064 061 058 074 055 033 087 072 056 na na na

7-18 (181) 071 066 060 088 073 056 064 061 058 076 057 034 088 073 056 074 na na8 (203) 074 068 061 096 078 059 066 063 059 090 068 041 096 078 059 079 na na9 (229) 077 070 062 100 085 062 068 064 060 100 081 048 100 085 062 084 076 na

10 (254) 080 072 063 091 066 069 066 061 095 057 091 066 088 080 na11 (279) 083 074 065 098 069 071 068 063 100 065 098 069 093 084 na12 (305) 086 077 066 100 073 073 069 064 075 100 073 097 088 na14 (356) 091 081 069 081 077 072 066 094 081 100 095 08016 (406) 097 086 071 089 081 076 068 100 089 100 08618 (457) 100 090 074 097 085 079 071 097 09120 (508) 094 077 100 089 082 073 100 09622 (559) 099 079 093 085 075 10024 (610) 100 082 097 089 07726 (660) 085 100 092 08028 (711) 087 095 08230 (762) 090 098 08436 (914) 098 100 091

gt48 (1219) 100 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

16 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 11 mdash Load adjustment factors for 6 rebar in uncracked concrete 123

6Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15(171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381)

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(mm

) 1-34 (44) na na na 024 018 010 na na na 004 003 002 008 006 004 na na na3-34 (95) 059 057 054 032 023 014 054 053 052 012 009 006 025 019 011 na na na

4 (102) 060 057 054 033 024 014 054 054 053 014 010 006 027 020 012 na na na5 (127) 062 059 056 037 027 016 056 055 053 019 014 009 037 027 016 na na na6 (152) 065 061 057 042 031 018 057 055 054 025 019 011 042 031 018 na na na7 (178) 067 063 058 047 034 020 058 056 055 032 024 014 047 034 020 na na na8 (203) 070 065 059 052 038 022 059 057 055 039 029 017 052 038 022 na na na

8-12 (216) 071 066 059 055 040 024 059 058 056 042 032 019 055 040 024 061 na na9 (229) 072 067 060 058 043 025 060 058 056 046 034 021 058 043 025 063 na na

10 (254) 075 069 061 064 047 028 061 059 056 054 040 024 064 047 028 066 na na10-34 (273) 077 070 062 069 051 030 062 060 057 060 045 027 069 051 030 069 063 na

12 (305) 080 072 063 077 057 033 063 061 058 071 053 032 077 057 033 073 066 na14 (356) 085 076 066 090 066 039 065 063 059 089 067 040 090 066 039 079 071 na16 (406) 090 080 068 100 076 044 068 065 060 100 082 049 100 076 044 084 076 na

16-34 (425) 091 081 069 079 046 068 065 061 087 052 079 046 086 078 06618 (457) 094 083 070 085 050 070 066 062 097 058 085 050 089 081 06820 (508) 099 087 072 095 055 072 068 063 100 068 095 055 094 085 07222 (559) 100 091 074 100 061 074 070 064 079 100 061 099 089 07524 (610) 094 077 067 076 072 066 090 067 100 093 07926 (660) 098 079 072 079 074 067 100 072 097 08228 (711) 100 081 078 081 075 068 078 100 08530 (762) 083 083 083 077 069 083 08836 (914) 090 100 090 083 073 100 097

gt48 (1219) 100 100 094 081 100

Table 12 mdash Load adjustment factors for 6 rebar in cracked concrete 123

6Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcreteThickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15(171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381)

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(mm

)

1-34 (44) na na na 044 042 039 na na na 007 005 003 014 010 006 na na na3-34 (95) 059 057 054 056 050 044 056 055 054 022 016 010 043 032 019 na na na

4 (102) 060 057 054 057 051 044 056 055 054 024 018 011 048 036 021 na na na5 (127) 062 059 056 063 056 047 058 057 055 033 025 015 063 050 030 na na na6 (152) 065 061 057 070 060 049 060 058 056 044 033 020 070 060 039 na na na7 (178) 067 063 058 077 065 052 061 059 057 055 041 025 077 065 050 na na na8 (203) 070 065 059 084 070 055 063 061 058 067 050 030 084 070 055 na na na

8-12 (216) 071 066 059 088 072 056 064 061 058 074 055 033 088 072 056 074 na na9 (229) 072 067 060 091 075 057 064 062 058 080 060 036 091 075 057 076 na na

10 (254) 075 069 061 099 080 060 066 063 059 094 070 042 099 080 060 080 na na10-34 (273) 077 070 062 100 084 062 067 064 060 100 079 047 100 084 062 083 075 na

12 (305) 080 072 063 091 066 069 066 061 100 093 056 091 066 088 080 na14 (356) 085 076 066 100 072 072 068 063 100 070 100 072 095 086 na16 (406) 090 080 068 078 076 071 065 086 078 100 092 na

16-34 (425) 091 081 069 081 077 072 066 092 081 094 07918 (457) 094 083 070 085 079 074 067 100 085 097 08220 (508) 099 087 072 091 082 076 069 091 100 08722 (559) 100 091 074 098 085 079 071 098 09124 (610) 094 077 100 088 082 073 100 09526 (660) 098 079 092 084 074 09928 (711) 100 081 095 087 076 10030 (762) 083 098 090 07836 (914) 090 100 098 084

gt48 (1219) 100 100 095

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

17Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 13 mdash Load adjustment factors for 7 rebar in uncracked concrete 123

7Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12(200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445)

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(mm

) 1-34 (44) na na na 023 017 010 na na na 003 002 001 006 004 003 na na na4-38 (111) 059 057 054 032 024 014 054 053 052 012 009 005 024 018 011 na na na

5 (127) 061 058 055 034 025 015 055 054 053 014 011 007 029 022 013 na na na6 (152) 063 060 056 038 028 016 056 055 053 019 014 009 038 028 016 na na na7 (178) 065 061 057 042 031 018 056 055 054 024 018 011 042 031 018 na na na8 (203) 067 063 058 046 034 020 057 056 054 029 022 013 046 034 020 na na na9 (229) 069 064 059 051 037 022 058 057 055 035 026 016 051 037 022 na na na

9-78 (251) 071 066 059 055 041 024 059 057 055 040 030 018 055 041 024 060 na na10 (254) 071 066 060 056 041 024 059 058 055 041 031 018 056 041 024 061 na na11 (279) 073 067 060 061 045 026 060 058 056 047 035 021 061 045 026 064 na na12 (305) 075 069 061 067 049 029 061 059 056 054 040 024 067 049 029 066 na na

12-12 (318) 076 070 062 070 051 030 061 059 057 057 043 026 070 051 030 068 062 na14 (356) 080 072 063 078 058 034 063 061 058 068 051 031 078 058 034 072 065 na16 (406) 084 075 065 089 066 039 065 062 059 083 062 037 089 066 039 077 070 na18 (457) 088 079 067 100 074 043 067 064 060 099 074 044 100 074 043 081 074 na

19-12 (495) 091 081 069 080 047 068 065 061 100 084 050 080 047 085 077 06520 (508) 092 082 069 082 048 068 065 061 087 052 082 048 086 078 06622 (559) 097 085 071 090 053 070 067 062 100 060 090 053 090 082 06924 (610) 100 088 073 099 058 072 068 063 068 099 058 094 085 07226 (660) 091 075 100 063 074 070 064 077 100 063 098 089 07528 (711) 094 077 067 076 071 065 086 067 100 092 07830 (762) 098 079 072 078 073 066 096 072 095 08036 (914) 100 084 087 083 077 069 100 087 100 088

gt48 (1219) 096 100 094 086 076 100 100

Table 14 mdash Load adjustment factors for 7 rebar in cracked concrete 123

7Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12(200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445)

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(mm

) 1-34 (44) na na na 043 041 038 na na na 005 004 002 010 008 005 na na na4-38 (111) 059 057 054 056 050 044 056 055 053 020 015 009 040 030 018 na na na

5 (127) 061 058 055 059 052 045 057 055 054 024 018 011 049 037 022 na na na6 (152) 063 060 056 064 056 047 058 056 055 032 024 014 064 048 029 na na na7 (178) 065 061 057 070 060 049 059 058 055 040 030 018 070 060 036 na na na8 (203) 067 063 058 076 064 052 060 059 056 049 037 022 076 064 044 na na na9 (229) 069 064 059 082 068 054 062 060 057 059 044 027 082 068 053 na na na

9-78 (251) 071 066 059 087 072 056 063 061 058 068 051 030 087 072 056 072 na na10 (254) 071 066 060 088 073 056 063 061 058 069 052 031 088 073 056 072 na na11 (279) 073 067 060 095 077 059 064 062 058 080 060 036 095 077 059 076 na na12 (305) 075 069 061 100 082 061 066 063 059 091 068 041 100 082 061 079 na na

12-12 (318) 076 070 062 084 062 066 063 060 097 072 043 084 062 081 073 na14 (356) 080 072 063 091 066 068 065 061 100 086 051 091 066 085 078 na16 (406) 084 075 065 100 071 071 067 062 100 063 100 071 091 083 na18 (457) 088 079 067 076 073 069 064 075 076 097 088 na

19-12 (495) 091 081 069 080 075 071 065 085 080 100 092 07720 (508) 092 082 069 082 076 071 065 088 082 093 07822 (559) 097 085 071 087 079 074 067 100 087 097 08224 (610) 100 088 073 093 081 076 068 093 100 08626 (660) 091 075 099 084 078 070 099 08928 (711) 094 077 100 086 080 071 100 09330 (762) 098 079 089 082 073 09636 (914) 100 084 097 089 078 100

gt48 (1219) 096 100 100 087

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

18 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 15 mdash Load adjustment factors for 8 rebar in uncracked concrete 123

8Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

9 12 20 9 12 20 9 12 20 9 12 20 9 12 20 9 12 20(229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 023 017 010 na na na 002 002 001 005 004 002 na na na5 (127) 059 057 054 032 024 014 054 053 052 011 009 005 023 017 010 na na na6 (152) 061 058 055 035 026 015 055 054 053 015 011 007 030 022 013 na na na7 (178) 063 060 056 039 029 017 055 055 053 019 014 009 038 028 017 na na na8 (203) 065 061 057 042 031 018 056 055 054 023 017 010 042 031 018 na na na9 (229) 067 063 058 046 034 020 057 056 054 028 021 012 046 034 020 na na na

10 (254) 069 064 058 050 037 021 058 056 055 032 024 015 050 037 021 na na na11 (279) 070 065 059 054 040 023 059 057 055 037 028 017 054 040 023 na na na

11-14 (286) 071 066 059 056 041 024 059 057 055 038 029 017 056 041 024 059 na na12 (305) 072 067 060 059 044 026 059 058 056 042 032 019 059 044 026 061 na na13 (330) 074 068 061 064 047 028 060 058 056 048 036 022 064 047 028 064 na na14 (356) 076 069 062 069 051 030 061 059 056 053 040 024 069 051 030 066 na na

14-14 (362) 076 070 062 070 052 030 061 059 057 055 041 025 070 052 030 067 061 na16 (406) 080 072 063 079 058 034 063 060 057 065 049 029 079 058 034 071 064 na18 (457) 083 075 065 089 065 038 064 062 058 078 058 035 089 065 038 075 068 na20 (508) 087 078 067 099 073 043 066 063 059 091 068 041 099 073 043 079 072 na22 (559) 091 081 068 100 080 047 067 064 060 100 079 047 100 080 047 083 075 na

22-14 (565) 091 081 069 081 047 067 064 060 080 048 081 047 084 076 06424 (610) 094 083 070 087 051 069 066 061 090 054 087 051 087 079 06626 (660) 098 086 072 094 055 070 067 062 100 061 094 055 090 082 06928 (711) 100 089 073 100 060 072 068 063 068 100 060 094 085 07230 (762) 092 075 064 074 069 064 075 064 097 088 07436 (914) 100 080 077 078 073 067 099 077 100 097 081

gt48 (1219) 090 100 088 081 072 100 100 100 094

Table 16 mdash Load adjustment factors for 8 rebar in cracked concrete 123

8Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

9 12 20 9 12 20 9 12 20 9 12 20 9 12 20 9 12 20(229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 042 040 038 na na na 004 003 002 008 006 004 na na na5 (127) 059 057 054 056 050 044 056 055 053 020 015 009 039 030 018 na na na6 (152) 061 058 055 060 053 046 057 056 054 026 019 012 052 039 023 na na na7 (178) 063 060 056 065 057 047 058 057 055 033 024 015 065 049 029 na na na8 (203) 065 061 057 070 060 049 059 057 055 040 030 018 070 060 036 na na na9 (229) 067 063 058 075 064 051 060 058 056 048 036 021 075 064 043 na na na

10 (254) 069 064 058 080 067 053 061 059 057 056 042 025 080 067 050 na na na11 (279) 070 065 059 086 071 055 062 060 057 064 048 029 086 071 055 na na na

11-14 (286) 071 066 059 087 072 056 063 060 057 066 050 030 087 072 056 071 na na12 (305) 072 067 060 091 075 057 064 061 058 073 055 033 091 075 057 074 na na13 (330) 074 068 061 097 079 059 065 062 059 083 062 037 097 079 059 077 na na14 (356) 076 069 062 100 083 062 066 063 059 092 069 042 100 083 062 079 na na

14-14 (362) 076 070 062 084 062 066 063 059 095 071 043 084 062 080 073 na16 (406) 080 072 063 091 066 068 065 061 100 085 051 091 066 085 077 na18 (457) 083 075 065 100 070 070 067 062 100 061 100 070 090 082 na20 (508) 087 078 067 075 073 069 063 071 075 095 086 na22 (559) 091 081 068 080 075 070 065 082 080 100 091 na

22-14 (565) 091 081 069 080 075 071 065 083 080 091 07724 (610) 094 083 070 085 077 072 066 093 085 095 08026 (660) 098 086 072 090 079 074 067 100 090 098 08328 (711) 100 089 073 095 082 076 069 095 100 08630 (762) 092 075 100 084 078 070 100 08936 (914) 100 080 091 084 074 098

gt48 (1219) 090 100 095 082 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

19Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 17 mdash Load adjustment factors for 9 rebar in uncracked concrete 123

9Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12(257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 022 016 010 na na na 002 001 001 004 003 002 na na na5-58 (143) 059 057 054 032 024 014 054 053 052 011 008 005 022 016 010 na na na

6 (152) 060 057 054 034 025 014 054 053 052 012 009 005 024 018 011 na na na7 (178) 062 059 055 037 027 016 055 054 053 015 011 007 031 023 014 na na na8 (203) 063 060 056 040 029 017 055 054 053 019 014 008 037 028 017 na na na9 (229) 065 061 057 043 031 018 056 055 054 022 017 010 043 031 018 na na na

10 (254) 066 062 057 046 034 020 057 056 054 026 020 012 046 034 020 na na na11 (279) 068 064 058 050 036 021 057 056 054 030 023 014 050 036 021 na na na12 (305) 070 065 059 054 039 023 058 057 055 034 026 015 054 039 023 na na na

12-78 (327) 071 066 060 057 042 025 059 057 055 038 029 017 057 042 025 059 na na13 (330) 071 066 060 058 043 025 059 057 055 039 029 017 058 043 025 059 na na14 (356) 073 067 060 062 046 027 060 058 056 043 032 019 062 046 027 062 na na16 (406) 076 070 062 071 052 031 061 059 056 053 040 024 071 052 031 066 na na

16-14 (413) 077 070 062 072 053 031 061 059 056 054 040 024 072 053 031 066 060 na18 (457) 080 072 063 080 059 035 062 060 057 063 047 028 080 059 035 070 064 na20 (508) 083 075 065 089 066 038 064 061 058 074 055 033 089 066 038 074 067 na22 (559) 086 077 066 098 072 042 065 062 059 085 064 038 098 072 042 077 070 na24 (610) 090 080 068 100 079 046 066 063 060 097 073 044 100 079 046 081 073 na

25-14 (641) 092 081 069 083 048 067 064 060 100 078 047 083 048 083 075 06426 (660) 093 082 069 085 050 068 065 060 082 049 085 050 084 076 06428 (711) 096 085 071 092 054 069 066 061 092 055 092 054 087 079 06730 (762) 099 087 072 098 058 070 067 062 100 061 098 058 090 082 06936 (914) 100 094 077 100 069 074 070 064 080 100 069 099 090 076

gt48 (1219) 100 086 092 083 077 069 100 092 100 100 088

Table 18 mdash Load adjustment factors for 9 rebar in cracked concrete 123

9Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12(257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 041 039 038 na na na 003 003 002 007 005 003 na na na5-58 (143) 059 057 054 056 050 044 056 055 053 020 015 009 039 029 018 na na na

6 (152) 060 057 054 057 051 044 056 055 054 022 016 010 043 032 019 na na na7 (178) 062 059 055 061 054 046 057 056 054 027 020 012 054 041 024 na na na8 (203) 063 060 056 065 057 048 058 057 055 033 025 015 065 050 030 na na na9 (229) 065 061 057 070 060 049 059 057 055 040 030 018 070 059 036 na na na

10 (254) 066 062 057 074 063 051 060 058 056 046 035 021 074 063 042 na na na11 (279) 068 064 058 079 067 053 061 059 056 054 040 024 079 067 048 na na na12 (305) 070 065 059 084 070 055 062 060 057 061 046 027 084 070 055 na na na

12-78 (327) 071 066 060 088 073 056 063 061 058 068 051 031 088 073 056 072 na na13 (330) 071 066 060 089 073 056 063 061 058 069 052 031 089 073 056 072 na na14 (356) 073 067 060 094 077 058 064 062 058 077 058 035 094 077 058 075 na na16 (406) 076 070 062 100 084 062 066 063 059 094 071 042 100 084 062 080 na na

16-14 (413) 077 070 062 085 063 066 063 060 096 072 043 085 063 081 073 na18 (457) 080 072 063 091 066 068 065 061 100 084 050 091 066 085 077 na20 (508) 083 075 065 099 070 070 067 062 099 059 099 070 089 081 na22 (559) 086 077 066 100 074 072 068 063 100 068 100 074 094 085 na24 (610) 090 080 068 078 074 070 064 078 078 098 089 na

25-14 (641) 092 081 069 081 075 071 065 084 081 100 091 07726 (660) 093 082 069 082 076 071 065 088 082 093 07828 (711) 096 085 071 087 078 073 066 098 087 096 08130 (762) 099 087 072 091 080 075 068 100 091 100 08436 (914) 100 094 077 100 086 080 071 100 092

gt48 (1219) 100 086 100 098 090 078 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

20 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 19 mdash Load adjustment factors for 10 rebar in uncracked concrete 123

10Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25(286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 022 016 009 na na na 002 001 001 003 002 001 na na na6-14 (159) 059 057 054 032 024 014 054 053 052 011 008 005 022 016 010 na na na

7 (178) 060 058 055 034 025 015 054 053 052 013 009 006 026 019 011 na na na8 (203) 062 059 055 037 027 016 055 054 053 016 012 007 031 023 014 na na na9 (229) 063 060 056 040 029 017 055 054 053 019 014 008 038 028 017 na na na

10 (254) 065 061 057 043 032 018 056 055 054 022 016 010 043 032 018 na na na11 (279) 066 062 057 046 034 020 057 055 054 025 019 011 046 034 020 na na na12 (305) 068 063 058 049 036 021 057 056 054 029 021 013 049 036 021 na na na13 (330) 069 064 059 053 039 023 058 056 055 033 024 014 053 039 023 na na na14 (356) 071 066 059 057 042 024 059 057 055 036 027 016 057 042 024 na na na

14-14 (362) 071 066 060 058 042 025 059 057 055 037 027 016 058 042 025 059 na na15 (381) 072 067 060 061 045 026 059 057 055 040 030 018 061 045 026 060 na na16 (406) 074 068 061 065 047 028 060 058 056 045 033 020 065 047 028 062 na na17 (432) 075 069 061 069 050 030 060 058 056 049 036 021 069 050 030 064 na na18 (457) 077 070 062 073 053 031 061 059 056 053 039 023 073 053 031 066 060 na20 (508) 080 072 063 081 059 035 062 060 057 062 046 027 081 059 035 070 063 na22 (559) 083 074 065 089 065 038 063 061 058 072 053 032 089 065 038 073 066 na24 (610) 086 077 066 097 071 042 065 062 058 082 060 036 097 071 042 076 069 na26 (660) 089 079 067 100 077 045 066 063 059 092 068 041 100 077 045 079 072 na28 (711) 091 081 069 100 083 049 067 064 060 100 076 045 083 049 082 074 06330 (762) 094 083 070 089 052 068 065 061 084 050 089 052 085 077 06536 (914) 100 090 074 100 063 072 068 063 100 066 100 063 094 084 071

gt48 (1219) 100 082 083 079 074 067 100 083 100 097 082

Table 20 mdash Load adjustment factors for 10 rebar in cracked concrete 123

10Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25(286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 040 039 037 na na na 003 002 001 006 004 003 na na na6-14 (159) 059 057 054 056 050 044 056 055 053 020 015 009 039 029 018 na na na

7 (178) 060 058 055 058 052 045 056 055 054 023 017 010 046 035 021 na na na8 (203) 062 059 055 062 055 046 057 056 054 028 021 013 056 042 025 na na na9 (229) 063 060 056 066 057 048 058 057 055 034 025 015 066 051 030 na na na

10 (254) 065 061 057 070 060 049 059 057 055 039 030 018 070 059 036 na na na11 (279) 066 062 057 074 063 051 060 058 056 046 034 020 074 063 041 na na na12 (305) 068 063 058 078 066 053 061 059 056 052 039 023 078 066 047 na na na13 (330) 069 064 059 082 069 054 062 060 057 059 044 026 082 069 053 na na na14 (356) 071 066 059 087 072 056 063 060 057 065 049 029 087 072 056 na na na

14-14 (362) 071 066 060 088 073 056 063 061 058 067 050 030 088 073 056 071 na na15 (381) 072 067 060 091 075 057 063 061 058 073 054 033 091 075 057 073 na na16 (406) 074 068 061 096 078 059 064 062 058 080 060 036 096 078 059 076 na na17 (432) 075 069 061 100 081 061 065 063 059 087 066 039 100 081 061 078 na na18 (457) 077 070 062 085 062 066 063 059 095 071 043 085 062 080 073 na20 (508) 080 072 063 091 066 068 065 061 100 084 050 091 066 085 077 na22 (559) 083 074 065 098 069 070 066 062 097 058 098 069 089 081 na24 (610) 086 077 066 100 073 072 068 063 100 066 100 073 093 084 na26 (660) 089 079 067 077 073 069 064 074 077 097 088 na28 (711) 091 081 069 081 075 071 065 083 081 100 091 07730 (762) 094 083 070 085 077 072 066 092 085 094 07936 (914) 100 090 074 097 082 077 069 100 097 100 087

gt48 (1219) 100 082 100 093 086 075 100 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

21Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

249 hilti hit-re 100 adhesive with hilti haS threaded rod

Cracked or uncracked concrete

Permissible concete conditions Permissible drilling methods

Dry concrete

Hammer Drilling with Carbide Tipped Drill Bit

Uncracked Concrete Water-saturated concrete

Cracked Concrete Water-filled holes

Submerged (underwater)

Hilti HAS Threaded Rod

Hilti HIT-V Threaded Rod

Table 21 mdash Specifications for fractional threaded rod installed with HIT-RE 100 adhesive

Setting information Symbol UnitsNominal anchor diameter

38 12 58 34 78 1 1-14

Nominal bit diameter do in 716 916 34 78 1 1-18 1-38

Standard effective embedment hefstd

in 3-38 4-12 5-58 6-34 7-78 9 11-14

(mm) (86) (114) (143) (171) (200) (229) (286)

Effective Embedment

minimum hefmin

in 2-38 2-34 3-18 3-12 3-12 4 5

(mm) (60) (70) (79) (89) (89) (102) (127)

maximum hefmax

in 7-12 10 12-12 15 17-12 20 25

(mm) (191) (254) (318) (381) (445) (508) (635)

Minimum diameter of fixture hole

through-set

in 12 58 13161 15161 1-181 1-141 1-121

preset

in 716 1916 1116 1316 1516 1-18 1-38

Installation torque Tinst

ft-lb 15 30 60 100 125 150 200

(Nm) (20) (40) (80) (136) (169) (203) (271)

Minimum Concrete Thickness hmin

in hef + 1-14 58 to 78 rods also have min conc

hef + 2 hef + 3

(mm) (hef + 51) thickness = hef+2do (hef + 57) (hef + 76)

Minimum edge distance2 cmin

in 1-78 2-12 3-18 3-34 4-38 5 5-58

(mm) (48) (64) (79) (95) (111) (127) (143)

Minimum anchor spacing smin

in 1-78 2-12 3-18 3-34 4-38 5 5-58

(mm) (48) (64) (79) (95) (111) (127) (143)

1 Install using (2) washers See Figure 52 Edge distance of 1-34-inch (44mm) is permitted provided the installation torque is reduced to 030 T inst for 5d lt s lt 16-in and to 05

Tinst for sgt16-in

min

Figure 4 mdash HASHIT-V threaded rods

Figure 5 mdash Installation with (2) washers

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

22 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 22 mdash Hilti HIT-RE 100 adhesive design strength with concrete bond failure for fractional threaded rod in uncracked concrete 12345678910

Nominal Anchor

Diameter in (mm)

Nominal anchor diameter in (mm)

Tension mdash ФNn Shear mdash ФVn

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

f´c = 2500 psi(172 MPa)

lb (kN)

f´c = 3000 psi(207 MPa)

lb (kN)

f´c = 4000 psi(276 MPa)

lb (kN)

f´c = 6000 psi(414 MPa)

lb (kN)

38

2-38 1955 1995 2050 2135 2490 2535 2610 2720(60) (87) (89) (91) (95) (111) (113) (116) (121)

3-38 2780 2835 2915 3035 7080 7210 7420 7730(86) (124) (126) (130) (135) (315) (321) (330) (344)

4-12 3710 3775 3885 4050 9440 9615 9895 10305(114) (165) (168) (173) (180) (420) (428) (440) (458)7-12 6180 6295 6480 6745 15735 16025 16490 17175(191) (275) (280) (288) (300) (700) (713) (734) (764)

12

2-34 2985 3040 3130 3255 7595 7735 7960 8290(70) (133) (135) (139) (145) (338) (344) (354) (369)

4-12 4885 4975 5120 5330 12430 12660 13030 13565(114) (217) (221) (228) (237) (553) (563) (580) (603)

6 6510 6630 6825 7105 16575 16875 17370 18090(152) (290) (295) (304) (316) (737) (751) (773) (805)10 10850 11050 11375 11845 27620 28130 28950 30150

(254) (483) (492) (506) (527) (1229) (1251) (1288) (1341)

58

3-18 4065 4140 4260 4435 9280 10165 10840 11290(79) (181) (184) (189) (197) (413) (452) (482) (502)

5-58 7315 7450 7665 7985 18615 18960 19515 20320(143) (325) (331) (341) (355) (828) (843) (868) (904)7-12 9750 9930 10220 10645 24825 25280 26015 27095(191) (434) (442) (455) (474) (1104) (1125) (1157) (1205)

12-12 16255 16550 17035 17740 41370 42130 43360 45155(318) (723) (736) (758) (789) (1840) (1874) (1929) (2009)

34

3-12 5105 5375 5535 5765 11000 12050 13915 14670(89) (227) (239) (246) (256) (489) (536) (619) (653)

6-34 10180 10370 10670 11115 25920 26395 27165 28290(171) (453) (461) (475) (494) (1153) (1174) (1208) (1258)

9 13575 13825 14230 14820 34555 35195 36220 37720(229) (604) (615) (633) (659) (1537) (1566) (1611) (1678)15 22625 23045 23715 24695 57595 58655 60365 62865

(381) (1006) (1025) (1055) (1098) (2562) (2609) (2685) (2796)

78

3-12 5105 5595 6235 6490 11000 12050 13915 16525(89) (227) (249) (277) (289) (489) (536) (619) (735)

7-78 13385 13630 14025 14605 34065 34690 35705 37180(200) (595) (606) (624) (650) (1515) (1543) (1588) (1654)

10-12 17845 18170 18700 19475 45420 46255 47605 49575(267) (794) (808) (832) (866) (2020) (2058) (2118) (2205)

17-12 29740 30285 31170 32460 75700 77090 79340 82625(445) (1323) (1347) (1387) (1444) (3367) (3429) (3529) (3675)

1

4 6240 6835 7895 8240 13440 14725 17000 20820(102) (278) (304) (351) (367) (598) (655) (756) (926)

9 16980 17295 17800 18535 43225 44020 45305 47180(229) (755) (769) (792) (824) (1923) (1958) (2015) (2099)12 22640 23060 23730 24715 57635 58695 60410 62910

(305) (1007) (1026) (1056) (1099) (2564) (2611) (2687) (2798)20 37735 38430 39555 41190 96055 97825 100680 104845

(508) (1679) (1709) (1759) (1832) (4273) (4351) (4478) (4664)

1-14

5 8720 9555 11030 12355 18785 20575 23760 29100(127) (388) (425) (491) (550) (836) (915) (1057) (1294)

11-14 25465 25935 26690 27795 63395 66010 67940 70750(286) (1133) (1154) (1187) (1236) (2820) (2936) (3022) (3147)15 33955 34575 35585 37060 86425 88015 90585 94335

(381) (1510) (1538) (1583) (1649) (3844) (3915) (4029) (4196)25 56590 57630 59310 61765 144040 146690 150975 157220

(635) (2517) (2563) (2638) (2747) (6407) (6525) (6716) (6993)1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 26-38 as necessary Compare to the steel values in table 24

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only Seismic design is not permitted for uncracked concrete

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

23Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 23 mdash Hilti HIT-RE 100 adhesive design strength with concrete bond failure for threaded rod in cracked concrete 12345678910

Nominal anchor

diameter in (mm)

Effective Embedment

Depth in (mm)

Tension mdash ФNn Shear mdash ФVn

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

f´c = 2500 psi(172 MPa)

lb (kN)

f´c = 3000 psi(207 MPa)

lb (kN)

f´c = 4000 psi(276 MPa)

lb (kN)

f´c = 6000 psi(414 MPa)

lb (kN)

38

2-38 950 965 995 1035 1205 1230 1265 1315(60) (42) (43) (44) (46) (54) (55) (56) (58)

3-38 1345 1370 1410 1470 3430 3490 3595 3745(86) (60) (61) (63) (65) (153) (155) (160) (167)

4-12 1795 1830 1885 1960 4570 4655 4790 4990(114) (80) (81) (84) (87) (203) (207) (213) (222)7-12 2995 3050 3140 3265 7620 7760 7985 8315(191) (133) (136) (140) (145) (339) (345) (355) (370)

12

2-34 1405 1430 1475 1535 3580 3645 3750 3910(70) (62) (64) (66) (68) (159) (162) (167) (174)

4-12 2300 2345 2410 2510 5860 5965 6140 6395(114) (102) (104) (107) (112) (261) (265) (273) (284)

6 3070 3125 3215 3350 7810 7955 8185 8525(152) (137) (139) (143) (149) (347) (354) (364) (379)10 5115 5210 5360 5580 13020 13260 13645 14210

(254) (228) (232) (238) (248) (579) (590) (607) (632)

58

3-18 2000 2035 2095 2180 5085 5180 5330 5550(79) (89) (91) (93) (97) (226) (230) (237) (247)

5-58 3595 3660 3770 3925 9155 9320 9595 9990(143) (160) (163) (168) (175) (407) (415) (427) (444)7-12 4795 4885 5025 5235 12205 12430 12790 13320(191) (213) (217) (224) (233) (543) (553) (569) (593)

12-12 7990 8140 8375 8725 20340 20715 21320 22205(318) (355) (362) (373) (388) (905) (921) (948) (988)

34

3-12 2540 2585 2660 2770 6465 6585 6775 7055(89) (113) (115) (118) (123) (288) (293) (301) (314)

6-34 4900 4990 5135 5345 12470 12700 13070 13610(171) (218) (222) (228) (238) (555) (565) (581) (605)

9 6530 6650 6845 7130 16625 16930 17425 18145(229) (290) (296) (304) (317) (740) (753) (775) (807)15 10885 11085 11410 11880 27710 28220 29040 30245

(381) (484) (493) (508) (528) (1233) (1255) (1292) (1345)

78

3-12 2730 2780 2860 2980 6950 7080 7285 7585(89) (121) (124) (127) (133) (309) (315) (324) (337)

7-78 6145 6255 6440 6705 15640 15925 16390 17070(200) (273) (278) (286) (298) (696) (708) (729) (759)

10-12 8190 8340 8585 8940 20850 21235 21855 22760(267) (364) (371) (382) (398) (927) (945) (972) (1012)

17-12 13650 13905 14310 14900 34750 35390 36425 37930(445) (607) (619) (637) (663) (1546) (1574) (1620) (1687)

1

4 3320 3380 3475 3620 8445 8600 8850 9215(102) (148) (150) (155) (161) (376) (383) (394) (410)

9 7465 7600 7825 8145 19000 19350 19915 20740(229) (332) (338) (348) (362) (845) (861) (886) (923)12 9955 10135 10430 10865 25335 25800 26555 27650

(305) (443) (451) (464) (483) (1127) (1148) (1181) (1230)20 16590 16895 17385 18105 42225 43000 44255 46085

(508) (738) (752) (773) (805) (1878) (1913) (1969) (2050)

1-14

5 4405 4485 4620 4810 11215 11420 11755 12240(127) (196) (200) (206) (214) (499) (508) (523) (544)

11-14 9915 10095 10390 10820 25235 25700 26450 27545(286) (441) (449) (462) (481) (1123) (1143) (1177) (1225)15 13220 13460 13855 14430 33645 34265 35265 36725

(381) (588) (599) (616) (642) (1497) (1524) (1569) (1634)25 22030 22435 23090 24045 56075 57110 58775 61210

(635) (980) (998) (1027) (1070) (2494) (2540) (2614) (2723)1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 24

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only For seismic loads multiply cracked concrete tabular values in tension and shear by αseis = 0675 See section 245 for additional information on seismic

applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

24 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 24 mdash Steel design strength for Hilti HIT-V and HAS threaded rods 1

Nominalanchor

diameterin (mm)

HAS-EISO 898 Class 58 2

HAS-E-B7ASTM A193 B7 3

HAS-R stainless steelASTM F 593 - AISI 304316 SS 2

Tensile4

ϕNsa

lb (kN)

Shear5

ϕVsa

lb (kN)

Seismic Shear6

ϕVsaeq

lb (kN)

Tensile4

ϕNsa

lb (kN)

Shear5

ϕVsa

lb (kN)

Seismic Shear6

ϕVsaeq

lb (kN)

Tensile4

ϕNsa

lb (kN)

Shear5

ϕVsa

lb (kN)

Seismic Shear6

ϕVsaeq

lb (kN)

383655 2020 1415 7265 3775 2645 5040 2790 1955(163) (90) (63) (323) (168) (118) (224) (124) (87)

126690 3705 2595 13300 6915 4840 9225 5110 3575(298) (165) (115) (592) (308) (215) (410) (227) (159)

5810650 5900 4130 21190 11020 7715 14690 8135 5695(474) (262) (184) (943) (490) (343) (653) (362) (253)

3415765 8730 6110 31360 16305 11415 18480 10235 7165(701) (388) (272) (1395) (725) (508) (822) (455) (319)

7821755 12050 8435 43285 22505 15755 25510 14125 9890(968) (536) (375) (1925) (1001) (701) (1135) (628) (440)

128540 15805 11065 56785 29525 20670 33465 18535 12975(1270) (703) (492) (2526) (1313) (919) (1489) (824) (577)

1-1445670 25295 17705 90850 47240 33070 53540 29655 20760(2031) (1125) (788) (4041) (2101) (1471) (2382) (1319) (923)

1 See Section 244 to convert design strength value to ASD value2 HAS-E and HAS-R threaded rods are considered brittle steel elements

HAS-E does not comply with elongation requirements of ISO 898-13 HAS-E-B7 rods are considered ductile steel elements4 Tensile = ϕ AseN futa as noted inACI 318-14 Chapter 175 Shear = ϕ 060 AseV futa as noted inACI 318-14 Chapter 17 For 38-in diameter threaded rod shear = ϕ 050 AseV futa6 Seismic Shear = αVseis ϕVsa Reduction for seismic shear only See section 245 for additional information on seismic applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

25Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 25 mdash Load adjustment factors for 38-in diameter fractional threaded rods in uncracked concrete 123

38 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12(60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na na 043 032 023 013 na na na na 028 010 008 005 043 021 016 009 na na na na1-78 (48) 061 059 057 054 045 033 024 014 058 054 053 052 031 012 009 005 045 023 017 010 na na na na

2 (51) 062 060 057 054 047 034 025 014 058 054 053 052 034 013 010 006 047 025 019 011 na na na na3 (76) 068 065 061 057 060 042 031 018 062 056 055 054 063 023 018 011 060 042 031 018 na na na na

3-58 (92) 072 068 063 058 070 048 035 020 065 058 056 054 084 031 023 014 070 048 035 020 077 na na na4 (102) 074 070 065 059 077 052 038 022 066 058 057 055 098 036 027 016 077 052 038 022 081 na na na

4-58 (117) 077 073 067 060 089 060 043 025 069 060 058 056 100 045 034 020 089 060 043 025 087 062 na na5 (127) 080 075 069 061 096 064 047 027 070 061 059 056 050 038 023 096 064 047 027 091 065 na na

5-34 (146) 084 078 071 063 100 074 054 031 074 062 060 057 062 046 028 100 074 054 031 097 070 063 na6 (152) 086 080 072 063 077 056 033 075 063 060 057 066 050 030 077 056 033 099 071 065 na7 (178) 092 085 076 066 090 066 038 079 065 062 059 083 062 037 090 066 038 100 077 070 na8 (203) 097 090 080 068 100 075 043 083 067 064 060 100 076 046 100 075 043 082 075 na

8-34 (222) 100 093 082 069 082 048 086 068 065 061 087 052 082 048 086 078 0669 (229) 094 083 070 084 049 087 069 066 061 091 055 084 049 087 079 067

10 (254) 099 087 072 094 054 091 071 067 062 100 064 094 054 092 083 07011 (279) 100 091 074 100 060 095 073 069 064 074 100 060 096 087 07412 (305) 094 077 065 099 075 071 065 084 065 100 091 07714 (356) 100 081 076 100 080 074 067 100 076 099 08316 (406) 086 087 084 078 070 087 100 08918 (457) 090 098 088 081 072 098 09424 (610) 100 100 100 092 080 100 10030 (762) 100 08736 (914) 095

gt48 (1219) 100

Table 26 mdash Load adjustment factors for 38-in diameter fractional threaded rods in cracked concrete 123

38 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12(60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na na 058 054 049 043 na na na na 042 015 012 007 058 031 023 014 na na na na1-78 (48) 061 059 057 054 060 056 050 044 060 055 054 053 046 017 013 008 060 034 026 015 na na na na

2 (51) 062 060 057 054 062 057 051 044 061 055 055 053 051 019 014 008 062 038 028 017 na na na na3 (76) 068 065 061 057 078 070 060 049 066 058 057 055 093 034 026 016 078 069 052 031 na na na na

3-58 (92) 072 068 063 058 089 078 066 053 069 060 058 056 100 046 034 021 089 078 066 041 088 na na na4 (102) 074 070 065 059 096 084 070 055 071 061 059 056 053 040 024 096 084 070 048 092 na na na

4-58 (117) 077 073 067 060 100 093 076 058 075 063 060 057 066 049 030 100 093 076 058 099 071 na na5 (127) 080 075 069 061 099 080 060 077 064 061 058 074 056 033 099 080 060 100 074 na na

5-34 (146) 084 078 071 063 100 088 064 081 066 063 059 091 069 041 100 088 064 079 072 na6 (152) 086 080 072 063 091 066 082 066 064 060 097 073 044 091 066 081 074 na7 (178) 092 085 076 066 100 072 087 069 066 061 100 092 055 100 072 087 079 na8 (203) 097 090 080 068 078 092 072 068 063 100 068 078 093 085 na

8-34 (222) 100 093 082 069 083 096 074 070 064 077 083 098 089 0759 (229) 094 083 070 085 098 075 070 064 081 085 099 090 07610 (254) 099 087 072 091 100 077 073 066 094 091 100 095 08011 (279) 100 091 074 098 080 075 068 100 098 100 08412 (305) 094 077 100 083 077 069 100 08814 (356) 100 081 088 082 072 09516 (406) 086 094 086 076 10018 (457) 090 099 091 07924 (610) 100 100 100 08830 (762) 09836 (914) 100

gt48 (1219)1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

26 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 27 mdash Load adjustment factors for 12-in diameter fractional threaded rods in uncracked concrete 123

12 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10(70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na na 040 027 020 012 na na na na 010 007 005 003 021 014 010 006 na na na na2-12 (64) 061 059 057 054 048 032 023 014 055 054 053 052 018 012 009 005 035 023 018 011 na na na na

3 (76) 063 061 058 055 053 035 026 015 056 055 054 053 023 015 012 007 047 031 023 014 na na na na4 (102) 068 065 061 057 066 041 030 018 058 056 055 054 036 024 018 011 066 041 030 018 058 na na na5 (127) 072 069 064 058 082 048 035 021 061 058 057 055 050 033 025 015 082 048 035 021 065 na na na

5-34 (146) 076 071 066 060 094 054 040 023 062 059 058 055 062 041 031 018 094 054 040 023 070 061 na na6 (152) 077 072 067 060 098 057 042 024 063 060 058 056 066 043 033 020 098 057 042 024 071 062 na na7 (178) 081 076 069 062 100 066 048 028 065 061 059 057 083 055 041 025 100 066 048 028 077 067 na na

7-14 (184) 082 077 070 062 068 050 029 065 062 060 057 088 058 043 026 068 050 029 078 068 062 na8 (203) 086 080 072 063 075 055 032 067 063 061 057 100 067 050 030 075 055 032 082 071 065 na9 (229) 090 083 075 065 085 062 036 069 064 062 058 080 060 036 085 062 036 087 076 069 na

10 (254) 095 087 078 067 094 069 040 071 066 063 059 094 070 042 094 069 040 092 080 073 na11-14 (286) 100 092 081 069 100 078 046 074 068 065 061 100 084 050 100 078 046 097 085 077 065

12 (305) 094 083 070 083 049 075 069 066 061 092 055 083 049 100 087 079 06714 (356) 100 089 073 097 057 079 072 068 063 100 070 097 057 094 086 07216 (406) 094 077 100 065 084 076 071 065 085 100 065 100 092 07718 (457) 100 080 073 088 079 074 067 100 073 097 08220 (508) 083 081 092 082 076 069 081 100 08722 (559) 087 089 096 085 079 071 089 09124 (610) 090 097 100 088 082 072 097 09530 (762) 100 100 098 089 078 100 10036 (914) 100 097 084

gt48 (1219) 100 095

Table 28 mdash Load adjustment factors for 12-in diameter fractional threaded rods in cracked concrete 123

12 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10(70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254)

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1-34 (44) na na na na 052 049 045 041 na na na na 016 010 008 005 032 021 016 009 na na na na2-12 (64) 061 059 057 054 060 056 050 044 057 055 054 053 027 018 013 008 054 035 027 016 na na na na

3 (76) 063 061 058 055 066 060 053 046 058 056 055 054 035 023 017 010 066 047 035 021 na na na na4 (102) 068 065 061 057 079 070 060 049 061 058 057 055 054 036 027 016 079 070 054 032 067 na na na5 (127) 072 069 064 058 092 080 067 053 064 061 059 056 076 050 038 023 092 080 067 045 075 na na na

5-34 (146) 076 071 066 060 100 088 073 056 066 062 060 057 094 062 046 028 100 088 073 056 080 070 na na6 (152) 077 072 067 060 091 075 057 067 063 060 057 100 066 049 030 091 075 057 082 071 na na7 (178) 081 076 069 062 100 083 062 069 065 062 059 083 062 037 100 083 062 088 077 na na

7-14 (184) 082 077 070 062 085 063 070 065 063 059 087 066 039 085 063 090 078 071 na8 (203) 086 080 072 063 091 066 072 067 064 060 100 076 046 091 066 094 082 075 na9 (229) 090 083 075 065 100 070 075 069 066 061 091 054 100 070 100 087 079 na

10 (254) 095 087 078 067 075 078 071 067 062 100 064 075 092 083 na11-14 (286) 100 092 081 069 081 081 074 070 064 076 081 097 088 075

12 (305) 094 083 070 085 083 075 071 065 084 085 100 091 07714 (356) 100 089 073 095 089 079 074 067 100 095 099 08316 (406) 094 077 100 094 084 078 070 100 100 08918 (457) 100 080 100 088 081 072 09420 (508) 083 092 085 075 09922 (559) 087 096 088 077 10024 (610) 090 100 092 08030 (762) 100 100 08736 (914) 094

gt48 (1219) 100

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

27Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 29 mdash Load adjustment factors for 58-in diameter fractional threaded rods in uncracked concrete 123

58 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12

(79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318)

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1-34 (44) na na na na 039 025 019 011 na na na na 009 005 004 002 019 010 008 005 na na na na3-18 (79) 061 059 057 054 052 032 023 014 056 054 053 052 022 012 009 005 045 024 018 011 na na na na

4 (102) 065 062 059 055 061 036 027 016 058 055 054 053 032 018 013 008 061 035 026 016 na na na na4-58 (117) 067 064 060 056 068 040 029 017 059 056 055 054 040 022 016 010 068 040 029 017 060 na na na

5 (127) 068 065 061 057 074 042 031 018 060 057 055 054 045 025 019 011 074 042 031 018 063 na na na6 (152) 072 068 063 058 089 047 035 020 062 058 056 055 059 032 024 015 089 047 035 020 069 na na na7 (178) 076 071 066 059 100 053 039 023 064 059 058 055 075 041 031 018 100 053 039 023 074 na na na

7-18 (181) 076 071 066 060 054 040 023 064 059 058 055 077 042 031 019 054 040 023 075 061 na na8 (203) 079 074 068 061 061 045 026 066 060 059 056 091 050 037 022 061 045 026 079 065 na na9 (229) 083 077 070 062 069 051 030 068 062 060 057 100 060 045 027 069 051 030 084 069 062 na

10 (254) 087 080 072 063 076 056 033 070 063 061 058 070 052 031 076 056 033 089 072 066 na11 (279) 090 083 074 065 084 062 036 072 064 062 058 081 060 036 084 062 036 093 076 069 na12 (305) 094 086 077 066 092 067 039 074 066 063 059 092 069 041 092 067 039 097 079 072 na14 (356) 100 091 081 069 100 079 046 077 068 065 061 100 087 052 100 079 046 100 086 078 06616 (406) 097 086 071 090 053 081 071 067 062 100 064 090 053 092 083 07018 (457) 100 090 074 100 059 085 074 069 064 076 100 059 097 088 07420 (508) 094 077 066 089 076 072 065 089 066 100 093 07822 (559) 099 079 072 093 079 074 067 100 072 098 08224 (610) 100 082 079 097 081 076 068 079 100 08626 (660) 085 085 100 084 078 070 085 09028 (711) 087 092 087 080 072 092 09330 (762) 090 099 089 082 073 099 09636 (914) 098 100 097 089 078 100 100

gt48 (1219) 100 100 100 087

Table 30 mdash Load adjustment factors for 58-in diameter fractional threaded rods in cracked concrete 123

58 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12

(79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318)

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1-34 (44) na na na na 049 046 043 040 na na na na 012 007 006 003 024 015 011 007 na na na na3-18 (79) 061 059 057 054 061 056 050 044 057 055 054 053 029 018 013 008 058 035 027 016 na na na na

4 (102) 065 062 059 055 069 062 055 046 059 057 056 054 042 026 019 012 069 051 038 023 na na na na4-58 (117) 067 064 060 056 076 067 058 048 061 058 056 055 052 032 024 014 076 064 048 029 066 na na na

5 (127) 068 065 061 057 080 070 060 049 062 058 057 055 059 036 027 016 080 070 054 032 068 na na na6 (152) 072 068 063 058 091 078 066 053 064 060 058 056 077 047 035 021 091 078 066 042 075 na na na7 (178) 076 071 066 059 100 087 072 056 066 062 060 057 097 059 045 027 100 087 072 053 081 na na na

7-18 (181) 076 071 066 060 088 073 056 067 062 060 057 100 061 046 027 088 073 055 082 069 na na8 (203) 079 074 068 061 096 078 059 069 063 061 058 073 054 033 096 078 059 087 073 na na9 (229) 083 077 070 062 100 085 062 071 065 062 059 087 065 039 100 085 062 092 078 071 na

10 (254) 087 080 072 063 091 066 073 067 064 060 100 076 046 091 066 097 082 075 na11 (279) 090 083 074 065 098 069 076 069 065 061 088 053 098 069 100 086 078 na12 (305) 094 086 077 066 100 073 078 070 067 062 100 060 100 073 090 082 na14 (356) 100 091 081 069 081 083 074 069 064 076 081 097 088 07416 (406) 097 086 071 089 087 077 072 066 092 089 100 094 08018 (457) 100 090 074 097 092 080 075 068 100 097 100 08420 (508) 094 077 100 097 084 078 070 100 08922 (559) 099 079 100 087 081 072 09324 (610) 100 082 090 083 074 09726 (660) 085 094 086 076 10028 (711) 087 097 089 07830 (762) 090 100 092 08036 (914) 098 100 086

gt48 (1219) 100 0971 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

28 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 31 mdash Load adjustment factors for 34-in diameter fractional threaded rods in uncracked concrete 123

34 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15(89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381)

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1-34 (44) na na na na 038 024 018 010 na na na na 009 004 003 002 017 008 006 004 na na na na3-34 (95) 062 059 057 054 055 032 023 014 057 054 053 052 027 012 009 006 053 025 019 011 na na na na

4 (102) 062 060 057 054 058 033 024 014 057 054 054 053 029 014 010 006 058 027 020 012 na na na na5 (127) 066 062 059 056 068 037 027 016 059 056 055 053 041 019 014 009 068 037 027 016 na na na na

5-14 (133) 066 063 060 056 071 038 028 017 060 056 055 053 044 020 015 009 071 038 028 017 062 na na na6 (152) 069 065 061 057 081 042 031 018 061 057 055 054 054 025 019 011 081 042 031 018 066 na na na7 (178) 072 067 063 058 090 047 034 020 063 058 056 055 068 032 024 014 090 047 034 020 072 na na na8 (203) 075 070 065 059 099 052 038 022 065 059 057 055 083 039 029 017 099 052 038 022 077 na na na

8-12 (216) 076 071 066 059 100 055 040 024 066 059 058 056 091 042 032 019 100 055 040 024 079 061 na na9 (229) 078 072 067 060 058 043 025 067 060 058 056 099 046 034 021 058 043 025 081 063 na na

10 (254) 081 075 069 061 064 047 028 068 061 059 056 100 054 040 024 064 047 028 086 066 na na10-34 (273) 083 077 070 062 069 051 030 070 062 060 057 060 045 027 069 051 030 089 069 063 na

12 (305) 087 080 072 063 077 057 033 072 063 061 058 071 053 032 077 057 033 094 073 066 na14 (356) 093 085 076 066 090 066 039 076 065 063 059 089 067 040 090 066 039 100 079 071 na16 (406) 100 090 080 068 100 076 044 079 068 065 060 100 082 049 100 076 044 084 076 na

16-34 (425) 091 081 069 079 046 081 068 065 061 087 052 079 046 086 078 06618 (457) 094 083 070 085 050 083 070 066 062 097 058 085 050 089 081 06820 (508) 099 087 072 095 055 087 072 068 063 100 068 095 055 094 085 07222 (559) 100 091 074 100 061 091 074 070 064 079 100 061 099 089 07524 (610) 094 077 067 094 076 072 066 090 067 100 093 07926 (660) 098 079 072 098 079 074 067 100 072 097 08228 (711) 100 081 078 100 081 075 068 078 100 08530 (762) 083 083 083 077 069 083 08836 (914) 090 100 090 083 073 100 097

gt48 (1219) 100 100 094 081 100

Table 32 mdash Load adjustment factors for 34-in diameter fractional threaded rods in cracked concrete 123

34 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15(89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381)

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1-34 (44) na na na na 047 044 042 039 na na na na 010 006 004 003 021 012 009 005 na na na na3-34 (95) 062 059 057 054 062 056 050 044 058 055 054 053 032 018 014 008 062 037 028 017 na na na na

4 (102) 062 060 057 054 064 057 051 044 058 056 055 053 036 020 015 009 064 040 030 018 na na na na5 (127) 066 062 059 056 072 063 056 047 060 057 056 054 050 028 021 013 072 056 042 025 na na na na

5-14 (133) 066 063 060 056 074 065 057 047 061 058 056 054 054 030 023 014 074 061 046 027 066 na na na6 (152) 069 065 061 057 081 070 060 049 063 059 057 055 066 037 028 017 081 070 056 033 071 na na na7 (178) 072 067 063 058 090 077 065 052 065 060 058 056 083 047 035 021 090 077 065 042 077 na na na8 (203) 075 070 065 059 099 084 070 055 067 061 059 057 100 057 043 026 099 084 070 051 082 na na na

8-12 (216) 076 071 066 059 100 088 072 056 068 062 060 057 063 047 028 100 088 072 056 084 070 na na9 (229) 078 072 067 060 091 075 057 069 063 061 058 068 051 031 091 075 057 087 072 na na

10 (254) 081 075 069 061 099 080 060 071 064 062 058 080 060 036 099 080 060 092 076 na na10-34 (273) 083 077 070 062 100 084 062 073 065 063 059 089 067 040 100 084 062 095 079 071 na

12 (305) 087 080 072 063 091 066 075 067 064 060 100 079 047 091 066 100 083 075 na14 (356) 093 085 076 066 100 072 079 070 067 062 099 060 100 072 090 081 na16 (406) 100 090 080 068 078 084 073 069 063 100 073 078 096 087 na

16-34 (425) 091 081 069 081 085 074 070 064 078 081 098 089 07518 (457) 094 083 070 085 088 076 071 065 087 085 100 092 07820 (508) 099 087 072 091 092 079 074 067 100 091 097 08222 (559) 100 091 074 098 096 082 076 069 098 100 08624 (610) 094 077 100 100 084 078 070 100 09026 (660) 098 079 087 081 072 09428 (711) 100 081 090 083 074 09730 (762) 083 093 086 075 10036 (914) 090 100 093 080

gt48 (1219) 100 100 0901 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

29Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 33 mdash Load adjustment factors for 78-in diameter fractional threaded rods in uncracked concrete 123

78 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12

(89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445)

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1-34 (44) na na na na 039 023 017 010 na na na na 009 003 002 001 018 006 004 003 na na na na4-38 (111) 062 059 057 054 062 032 024 014 058 054 053 052 035 012 009 005 062 024 018 011 na na na na

5 (127) 064 061 058 055 066 034 025 015 059 055 054 053 043 014 011 007 066 029 022 013 na na na na5-12 (140) 065 062 059 055 070 036 027 016 060 055 054 053 050 017 013 008 070 033 025 015 065 na na na

6 (152) 066 063 060 056 074 038 028 016 061 056 055 053 057 019 014 009 074 038 028 016 068 na na na7 (178) 069 065 061 057 081 042 031 018 063 056 055 054 071 024 018 011 081 042 031 018 073 na na na8 (203) 072 067 063 058 090 046 034 020 065 057 056 054 087 029 022 013 090 046 034 020 078 na na na9 (229) 074 069 064 059 098 051 037 022 067 058 057 055 100 035 026 016 098 051 037 022 083 na na na

9-78 (251) 077 071 066 059 100 055 041 024 069 059 057 055 040 030 018 100 055 041 024 087 060 na na10 (254) 077 071 066 060 056 041 024 069 059 058 055 041 031 018 056 041 024 087 061 na na11 (279) 080 073 067 060 061 045 026 071 060 058 056 047 035 021 061 045 026 091 064 na na12 (305) 082 075 069 061 067 049 029 073 061 059 056 054 040 024 067 049 029 095 066 na na

12-12 (318) 084 076 070 062 070 051 030 074 061 059 057 057 043 026 070 051 030 097 068 062 na14 (356) 088 080 072 063 078 058 034 077 063 061 058 068 051 031 078 058 034 100 072 065 na16 (406) 093 084 075 065 089 066 039 080 065 062 059 083 062 037 089 066 039 077 070 na18 (457) 099 088 079 067 100 074 043 084 067 064 060 099 074 044 100 074 043 081 074 na

19-12 (495) 100 091 081 069 080 047 087 068 065 061 100 084 050 080 047 085 077 06520 (508) 092 082 069 082 048 088 068 065 061 087 052 082 048 086 078 06622 (559) 097 085 071 090 053 092 070 067 062 100 060 090 053 090 082 06924 (610) 100 088 073 099 058 096 072 068 063 068 099 058 094 085 07226 (660) 091 075 100 063 099 074 070 064 077 100 063 098 089 07528 (711) 094 077 067 100 076 071 065 086 067 100 092 07830 (762) 098 079 072 078 073 066 096 072 095 08036 (914) 100 084 087 083 077 069 100 087 100 088

gt48 (1219) 096 100 094 086 076 100 100

Table 34 mdash Load adjustment factors for 78-in diameter fractional threaded rods in cracked concrete 123

78 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12

(89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445)

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Con

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ickn

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mdash in

(mm

)

1-34 (44) na na na na 045 043 041 038 na na na na 010 005 003 002 020 009 007 004 na na na na4-38 (111) 062 059 057 054 062 056 050 044 059 055 054 053 040 018 014 008 062 037 028 017 na na na na

5 (127) 064 061 058 055 066 059 052 045 060 056 055 054 049 023 017 010 066 045 034 020 na na na na5-12 (140) 065 062 059 055 070 062 054 046 061 057 056 054 056 026 019 012 070 052 039 023 067 na na na

6 (152) 066 063 060 056 074 064 056 047 062 057 056 054 064 030 022 013 074 059 044 027 070 na na na7 (178) 069 065 061 057 081 070 060 049 064 059 057 055 081 037 028 017 081 070 056 034 076 na na na8 (203) 072 067 063 058 090 076 064 052 066 060 058 056 098 046 034 021 090 076 064 041 081 na na na9 (229) 074 069 064 059 098 082 068 054 069 061 059 057 100 054 041 024 098 082 068 049 086 na na na

9-78 (251) 077 071 066 059 100 087 072 056 070 062 060 057 063 047 028 100 087 072 056 090 070 na na10 (254) 077 071 066 060 088 073 056 071 062 060 057 064 048 029 088 073 056 091 070 na na11 (279) 080 073 067 060 095 077 059 073 064 061 058 073 055 033 095 077 059 095 074 na na12 (305) 082 075 069 061 100 082 061 075 065 062 059 084 063 038 100 082 061 099 077 na na

12-12 (318) 084 076 070 062 084 062 076 065 063 059 089 067 040 084 062 100 079 071 na14 (356) 088 080 072 063 091 066 079 067 064 060 100 079 047 091 066 083 076 na16 (406) 093 084 075 065 100 071 083 070 066 062 097 058 100 071 089 081 na18 (457) 099 088 079 067 076 087 072 068 063 100 069 076 094 086 na

19-12 (495) 100 091 081 069 080 090 074 070 064 078 080 098 089 07520 (508) 092 082 069 082 091 075 070 064 081 082 099 090 07622 (559) 097 085 071 087 095 077 072 066 094 087 100 095 08024 (610) 100 088 073 093 099 080 074 067 100 093 099 08326 (660) 091 075 099 100 082 076 069 099 100 08728 (711) 094 077 100 085 079 070 100 09030 (762) 098 079 087 081 072 09336 (914) 100 084 094 087 076 100

gt48 (1219) 096 100 099 0851 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

30 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 35 mdash Load adjustment factors for 1-in diameter fractional threaded rods in uncracked concrete 123

1 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20(102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508)

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Con

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ickn

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(h)

mdash in

(mm

)

1-34 (44) na na na na 038 023 017 010 na na na na 008 002 002 001 015 005 004 002 na na na na5 (127) 062 059 057 054 062 032 024 014 059 054 053 052 037 011 009 005 062 023 017 010 na na na na6 (152) 064 061 058 055 069 035 026 015 060 055 054 053 048 015 011 007 069 030 022 013 na na na na

6-14 (159) 065 062 059 055 070 036 027 016 061 055 054 053 051 016 012 007 070 032 024 014 065 na na na7 (178) 067 063 060 056 075 039 029 017 062 055 055 053 061 019 014 009 075 038 028 017 069 na na na8 (203) 069 065 061 057 082 042 031 018 064 056 055 054 074 023 017 010 082 042 031 018 074 na na na9 (229) 072 067 063 058 089 046 034 020 065 057 056 054 089 028 021 012 089 046 034 020 078 na na na

10 (254) 074 069 064 058 097 050 037 021 067 058 056 055 100 032 024 015 097 050 037 021 083 na na na11 (279) 076 070 065 059 100 054 040 023 069 059 057 055 037 028 017 100 054 040 023 087 na na na

11-14 (286) 077 071 066 059 056 041 024 069 059 057 055 038 029 017 056 041 024 088 059 na na12 (305) 079 072 067 060 059 044 026 070 059 058 056 042 032 019 059 044 026 091 061 na na13 (330) 081 074 068 061 064 047 028 072 060 058 056 048 036 022 064 047 028 094 064 na na14 (356) 084 076 069 062 069 051 030 074 061 059 056 053 040 024 069 051 030 098 066 na na

14-14 (362) 084 076 070 062 070 052 030 074 061 059 057 055 041 025 070 052 030 099 067 061 na16 (406) 088 080 072 063 079 058 034 077 063 060 057 065 049 029 079 058 034 100 071 064 na18 (457) 093 083 075 065 089 065 038 081 064 062 058 078 058 035 089 065 038 075 068 na20 (508) 098 087 078 067 099 073 043 084 066 063 059 091 068 041 099 073 043 079 072 na22 (559) 100 091 081 068 100 080 047 088 067 064 060 100 079 047 100 080 047 083 075 na

22-14 (565) 091 081 069 081 047 088 067 064 060 080 048 081 047 084 076 06424 (610) 094 083 070 087 051 091 069 066 061 090 054 087 051 087 079 06626 (660) 098 086 072 094 055 094 070 067 062 100 061 094 055 090 082 06928 (711) 100 089 073 100 060 098 072 068 063 068 100 060 094 085 07230 (762) 092 075 064 100 074 069 064 075 064 097 088 07436 (914) 100 080 077 078 073 067 099 077 100 097 081

gt48 (1219) 090 100 088 081 072 100 100 100 094

Table 36 mdash Load adjustment factors for 1-in diameter fractional threaded rods in cracked concrete 123

1 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20(102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508)

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(s)

Edg

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(ca)

Con

cret

e Th

ickn

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(h)

mdash in

(mm

)

1-34 (44) na na na na 044 042 040 038 na na na na 009 004 003 002 017 008 006 003 na na na na5 (127) 062 059 057 054 062 056 050 044 059 055 054 053 042 019 014 008 062 037 028 017 na na na na6 (152) 064 061 058 055 069 060 053 046 061 057 055 054 055 024 018 011 069 049 037 022 na na na na

6-14 (159) 065 062 059 055 070 061 054 046 062 057 056 054 058 026 019 012 070 052 039 023 068 na na na7 (178) 067 063 060 056 075 065 057 047 063 058 056 054 069 031 023 014 075 061 046 028 072 na na na8 (203) 069 065 061 057 082 070 060 049 065 059 057 055 084 038 028 017 082 070 056 034 077 na na na9 (229) 072 067 063 058 089 075 064 051 067 060 058 056 100 045 034 020 089 075 064 040 082 na na na

10 (254) 074 069 064 058 097 080 067 053 069 061 059 056 052 039 024 097 080 067 047 086 na na na11 (279) 076 070 065 059 100 086 071 055 070 062 060 057 060 045 027 100 086 071 054 090 na na na

11-14 (286) 077 071 066 059 087 072 056 071 062 060 057 063 047 028 087 072 056 092 070 na na12 (305) 079 072 067 060 091 075 057 072 063 061 058 069 052 031 091 075 057 095 072 na na13 (330) 081 074 068 061 097 079 059 074 064 062 058 078 058 035 097 079 059 098 075 na na14 (356) 084 076 069 062 100 083 062 076 065 063 059 087 065 039 100 083 062 100 078 na na

14-14 (362) 084 076 070 062 084 062 077 065 063 059 089 067 040 084 062 079 071 na16 (406) 088 080 072 063 091 066 080 067 064 060 100 080 048 091 066 083 076 na18 (457) 093 083 075 065 100 070 083 070 066 061 095 057 100 070 088 080 na20 (508) 098 087 078 067 075 087 072 068 063 100 067 075 093 085 na22 (559) 100 091 081 068 080 091 074 070 064 077 080 098 089 na

22-14 (565) 091 081 069 080 091 074 070 064 078 080 098 089 07524 (610) 094 083 070 085 095 076 071 065 088 085 100 093 07826 (660) 098 086 072 090 098 078 073 067 099 090 096 08128 (711) 100 089 073 095 100 080 075 068 100 095 100 08430 (762) 092 075 100 083 077 069 100 08736 (914) 100 080 089 082 073 096

gt48 (1219) 090 100 093 081 1001 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

31Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 37 mdash Load adjustment factors for 1-14-in diameter fractional threaded rods in uncracked concrete 123

1-14 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25

(127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635)

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Edg

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(ca)

Con

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e Th

ickn

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(h)

mdash in

(mm

) 1-34 (44) na na na na 037 022 016 009 na na na na 005 002 001 001 011 003 002 001 na na na na6-14 (159) 062 059 057 054 063 032 024 014 059 054 053 052 037 011 008 005 063 022 016 010 na na na na

7 (178) 064 060 058 055 067 034 025 015 060 054 053 052 043 013 009 006 067 026 019 011 na na na na8 (203) 066 062 059 055 072 037 027 016 061 055 054 053 053 016 012 007 072 031 023 014 066 na na na9 (229) 068 063 060 056 078 040 029 017 062 055 054 053 063 019 014 008 078 038 028 017 070 na na na

10 (254) 070 065 061 057 083 043 031 018 064 056 055 054 074 022 016 010 083 043 031 018 074 na na na11 (279) 072 066 062 057 089 046 034 020 065 057 055 054 086 025 019 011 089 046 034 020 078 na na na12 (305) 074 068 063 058 095 049 036 021 066 057 056 054 098 029 021 013 095 049 036 021 081 na na na13 (330) 076 069 064 059 100 052 038 023 068 058 056 055 100 033 024 014 100 052 038 023 084 na na na14 (356) 077 071 066 059 056 041 024 069 059 057 055 036 027 016 056 041 024 087 058 na na

14-14 (362) 078 071 066 060 057 042 025 069 059 057 055 037 027 016 057 042 025 088 059 na na15 (381) 079 072 067 060 060 044 026 070 059 057 055 040 030 018 060 044 026 091 060 na na16 (406) 081 074 068 061 064 047 028 072 060 058 056 045 033 020 064 047 028 094 062 na na17 (432) 083 075 069 061 068 050 029 073 060 058 056 049 036 021 068 050 029 096 064 na na18 (457) 085 077 070 062 072 053 031 075 061 059 056 053 039 023 072 053 031 099 066 060 na20 (508) 089 080 072 063 080 059 035 077 062 060 057 062 046 027 080 059 035 100 070 063 na22 (559) 093 083 074 065 088 065 038 080 063 061 058 072 053 032 088 065 038 073 066 na24 (610) 097 086 077 066 096 071 042 083 065 062 058 082 060 036 096 071 042 076 069 na26 (660) 100 089 079 067 100 077 045 086 066 063 059 092 068 041 100 077 045 079 072 na28 (711) 091 081 069 083 048 088 067 064 060 100 076 045 083 048 082 074 06330 (762) 094 083 070 089 052 091 068 065 061 084 050 089 052 085 077 06536 (914) 100 090 074 100 062 099 072 068 063 100 066 100 062 094 084 071

gt48 (1219) 100 082 083 100 079 074 067 100 083 100 097 082

Table 38 mdash Load adjustment factors for 1-14-in diameter fractional threaded rods in cracked concrete 123

1-14 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25

(127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635)

Spac

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(s)

Edg

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ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na na 042 040 039 037 na na na na 007 003 002 001 013 006 004 003 na na na na6-14 (159) 062 059 057 054 063 056 050 044 060 056 055 053 044 020 015 009 087 039 029 018 na na na na

7 (178) 064 060 058 055 067 058 052 045 061 056 055 054 052 023 017 010 095 046 035 021 na na na na8 (203) 066 062 059 055 072 062 055 046 062 057 056 054 064 028 021 013 100 056 042 025 070 na na na9 (229) 068 063 060 056 078 066 057 048 064 058 057 055 076 034 025 015 066 051 030 074 na na na

10 (254) 070 065 061 057 083 070 060 049 065 059 057 055 089 039 030 018 070 059 036 078 na na na11 (279) 072 066 062 057 089 074 063 051 067 060 058 056 100 046 034 020 074 063 041 082 na na na12 (305) 074 068 063 058 095 078 066 053 068 061 059 056 052 039 023 078 066 047 086 na na na13 (330) 076 069 064 059 100 082 069 054 070 062 060 057 059 044 026 082 069 053 089 na na na14 (356) 077 071 066 059 087 072 056 072 063 060 057 065 049 029 087 072 056 093 071 na na

14-14 (362) 078 071 066 060 088 073 056 072 063 061 058 067 050 030 088 073 056 094 071 na na15 (381) 079 072 067 060 091 075 057 073 063 061 058 073 054 033 091 075 057 096 073 na na16 (406) 081 074 068 061 096 078 059 075 064 062 058 080 060 036 096 078 059 099 076 na na17 (432) 083 075 069 061 100 081 061 076 065 063 059 087 066 039 100 081 061 100 078 na na18 (457) 085 077 070 062 085 062 078 066 063 059 095 071 043 085 062 080 073 na20 (508) 089 080 072 063 091 066 081 068 065 061 100 084 050 091 066 085 077 na22 (559) 093 083 074 065 098 069 084 070 066 062 097 058 098 069 089 081 na24 (610) 097 086 077 066 100 073 087 072 068 063 100 066 100 073 093 084 na26 (660) 100 089 079 067 077 090 073 069 064 074 077 097 088 na28 (711) 091 081 069 081 093 075 071 065 083 081 100 091 07730 (762) 094 083 070 085 096 077 072 066 092 085 094 07936 (914) 100 090 074 097 100 082 077 069 100 097 100 087

gt48 (1219) 100 082 100 100 093 086 075 100 100

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

32 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

2410 canadian limit State design

Limit State Design of anchors is described in the provisions of CSA A233 -14 (2014) Annex D for post-installed anchors tested and assessed in accordance with ACI 3552 for mechanical anchors and ACI 3554 for adhesive anchors This section contains the Limit State Design tables with unfactored characteristic loads that are based on the published loads in ICC Evaluation Services ESR-3829 These tables are followed by factored resistance tables The factored resistance tables have characteristic design loads that are prefactored by the applicable reduction factors for a single anchor with no

anchor-to-anchor spacing or edge distance adjustments for the convenience of the user of this document All the figures in the previous ACI 318-14 Chapter 17 design section are applicable to Limit State Design and the tables will reference these figures

For a detailed explanation of the tables developed in accordance with CSA A233-14 (2014) Annex D refer to Section 318 Technical assistance is available by contacting Hilti Canada at (800) 363-4458 or at wwwhiltica

Table 39 mdash Specifications for CA Rebar installed with HIT-RE 100

Setting information Symbol UnitsRebar Size

10 M 15 M 20 M 25 M 30 M

Nominal bit diameter do in 916 34 1 1-14 1-12

Effective Embedment

minimum hefminmm 60 80 90 100 120

maximum hefmaxmm 226 320 390 504 598

Minimum Concrete Thickness hminmm hef + 30 hef + 2do

Table 40 mdash Specifications for CA Rebar installed with HIT-RE 100

Rebar Size

CSA-G3018 Grade 4002

Tensile3 Nsar

lb (kN)

Shear4 Vsar

lb (kN)

Seismic shear5 Vsareq

lb (kN)

10 M 7245 4035 2825

(322) 179) (126)

15 M 14525 8090 5665

(646) (360) (252)

20 M 21570 12020 8415

(959) (535) (374)

25 M 36025 20070 14050

(1602) (893) (625)

30 M 50715 28255 19780

(2256) (1257) (880)

1 See Section 3186 to convert design strength value to ASD value2 CSA-G3018 Grade 400 rebar are considered ductile steel elements3 Tensile = AseN фs ndash R as noted in CSA A233-14 Annex D4 Shear = AseV фs 060 futa R as noted in CSA A233-14 Annex D5 Seismic Shear = αVseis Vsar Reduction factor for seismic shear only

See section 3187 for additional information on seismic applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

33Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 41 mdash Hilti HIT-RE 100 adhesive design information with CA rebar in hammer drilled holes in accordance with CSA A233-14 Annex D 19

Design parameter Symbol UnitsRebar Size Ref

A233-1410 M 15 M 20 M 25 M 30 M

Anchor OD da mm 113 160 195 252 299

Effective minimum embedment 2 hefmm 60 80 90 101 120

Effective maximum embedment 2 hefmm 226 320 390 504 598

Minimum concrete thickness 2 hminmm hef + 30 hef + 2d0

Critical edge distance cacmm See ESR-3187 section 4110

Minimum edge distance cmin3 mm 57 80 98 126 150

Minimum anchor spacing sminmm 57 80 98 126 150

Coeff for factored conc breakoutresistance uncracked concrete kcuncr

4 - 10 D622

Coeff for factored conc breakoutresistance cracked concrete kccr

4 - 7 D622

Concrete material resistance factor ϕc - 065 842 Resistance modification factor for tension and shear concrete failure modes Condition B 5 Rconc - 100 D53 (c )

Dry Concrete

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 476 476 476 476 416D652

(MPa) (33) (33) (33) (33) (29Characteristic bond stress in uncracked concrete 78 τuncr

psi 1272 1204 1156 1100 1056D652

(MPa) (88) (83) (80) (76) (73Anchor category dry concrete - - 2 2 2 2 2

D53 (c)Resistance modification factor Rdry

- 085 085 085 085 085Water Saturated Concrete

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 424 420 405 360 319D652

(MPa) (29) (29) (28) (25) (22Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1061 986 878 803D652

(MPa) (78) (73) (68) (61) (55)Anchor category water-saturated concrete - - 3 3 3 3 3

D53 (c)Resistance modification factor Rws

- 075 075 075 075 075Water-Filled Hole

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 424 420 405 360 319D652

(MPa) (29) (29) (28) (25) (22)Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1061 986 878 803D652

(MPa) (78) (73) (68) (61) (55)Anchor category water-filled hole - - 3 3 3 3 3

D53 (c)Resistance modification factor Rwf

- 075 075 075 075 075Underwater Application

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 424 420 405 360 319D652

(MPa) (29) (29) (28) (25) (22)Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1061 986 878 803D652

(MPa) (78) (73) (68) (61) (55)Anchor category underwater - - 3 3 3 3 3

D53 (c)Resistance modification factor Ruw

- 075 075 075 075 075

1 Design information in this table is taken from ICC-ES ESR-3829 dated January 2016 table 32 and 33 and converted for use with CSA A233-14 Annex D2 See figure 23 Minimum edge distance may be reduced to 45mm provided rebar remains untorqued See ESR-3829 section 4194 For all design cases ψcN = 10 The appropriate coefficient for breakout resistance for cracked concrete (kccr) or uncracked concrete (kcuncr) must be used5 For use with the load combinations of CSA A233-14 chapter 8 Condition B applies where supplementary reinforcement in conformance with CSA A233-14 section D53 is not provided or

where pullout or pryout strength governs For cases where the presence of supplementary reinforcement can be verified the resistance modification factors associated with Condition A may be used

6 Temperature range A Max short term temperature = 130degF (55degC) max long term temperature = 110degF (43degC) Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

7 Bond strength values corresponding to concrete compressive strength fʹc = 2500 psi (172 MPa) For concrete compressive strength fʹc between 2500 psi (172 MPa) and 8000 psi (552 MPa) the tabulated characteristic bond strength may be increased by a factor of (fʹc2500)01 [for SI (fʹc 172)01]

8 Bond strength values are for sustained loads including dead and live loads For load combinations consisting of short-term loads only such as wind and seismic bond strengths may be increased by 40 percent

9 For structures assigned to Seismic Design Categories C D E or F bond strength values must be multiplied by αNseis = 09

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

34 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 42 mdash Hilti HIT-RE 100 adhesive factored resistance with concrete bond failure for CA rebar in uncracked concrete 12345678910

Rebar Size

EffectiveEmbedment

Depthin (mm)

Tension mdash Nr Shear mdash Vr

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

10 M

4-12 4515 4620 4705 4840 9030 9235 9405 9680(115) (201) (205) (209) (215) (402) (411) (418) (431)

7-116 7070 7230 7360 7575 14135 14455 14720 15150(180) (314) (322) (327) (337) (629) (643) (655) (674)8-78 8875 9075 9240 9510 17750 18150 18485 19025(226) (395) (404) (411) (423) (790) (807) (822) (846)

15 M

5-1116 7630 7805 7945 8180 15260 15605 15895 16360(145) (339) (347) (353) (364) (679) (694) (707) (728)

9-1316 13155 13455 13700 14100 26315 26910 27405 28205(250) (585) (598) (609) (627) (1171) (1197) (1219) (1255)

12-58 16840 17220 17540 18050 33685 34445 35075 36100(320) (749) (766) (780) (803) (1498) (1532) (1560) (1606)

20 M

7-78 12315 12595 12825 13200 24635 25190 25655 26400(200) (548) (560) (571) (587) (1096) (1120) (1141) (1174)14 21865 22355 22765 23430 43725 44710 45535 46865

(355) (972) (994) (1013) (1042) (1945) (1989) (2025) (2085)15-38 24020 24560 25010 25740 48035 49120 50025 51485(390) (1068) (1092) (1113) (1145) (2137) (2185) (2225) (2290)

25 M

9-116 17420 17810 18140 18670 34835 35620 36280 37335(230) (775) (792) (807) (830) (1550) (1585) (1614) (1661)

15-1516 30670 31365 31940 32870 61340 62725 63880 65745(405) (1364) (1395) (1421) (1462) (2729) (2790) (2842) (2924)

19-1316 38170 39030 39750 40910 76335 78060 79495 81815(504) (1698) (1736) (1768) (1820) (3396) (3472) (3536) (3639)

30 M

10-14 22430 22935 23355 24040 44855 45870 46710 48075(260) (998) (1020) (1039) (1069) (1995) (2040) (2078) (2138)

17-1516 39250 40135 40875 42065 78500 80270 81745 84130(455) (1746) (1785) (1818) (1871) (3492) (3571) (3636) (3742)

23-916 51585 52750 53720 55285 103170 105495 107435 110575(598) (2295) (2346) (2390) (2459) (4589) (4693) (4779) (4919)

1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 40

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only Seismic design is not permitted for uncracked concrete

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

35Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 43 mdash Hilti HIT-RE 100 adhesive factored resistance with concrete bond failure for CA rebar in cracked concrete 12345678910

Rebar Size

EffectiveEmbedment

Depthin (mm)

Tension mdash Nr Shear mdash Vr

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

10 M

4-12 1690 1730 1760 1810 3380 3455 3520 3620(115) (75) (77) (78) (81) (150) (154) (157) (161)

7-116 2645 2705 2755 2835 5290 5410 5510 5670(180) (118) (120) (123) (126) (235) (241) (245) (252)8-78 3320 3395 3460 3560 6640 6790 6915 7120(226) (148) (151) (154) (158) (295) (302) (308) (317)

15 M

5-1116 3015 3085 3140 3235 6035 6170 6285 6465(145) (134) (137) (140) (144) (268) (274) (280) (288)

9-1316 5200 5320 5415 5575 10405 10640 10835 11150(250) (231) (237) (241) (248) (463) (473) (482) (496)

12-58 6660 6810 6935 7135 13315 13615 13865 14270(320) (296) (303) (308) (317) (592) (606) (617) (635)

20 M

7-78 5070 5185 5280 5435 10145 10370 10565 10870(200) (226) (231) (235) (242) (451) (461) (470) (484)14 9000 9205 9375 9650 18005 18410 18750 19295

(355) (400) (409) (417) (429) (801) (819) (834) (858)15-38 9890 10115 10300 10600 19780 20225 20600 21200(390) (440) (450) (458) (471) (880) (900) (916) (943)

25 M

9-116 7535 7705 7850 8080 15075 15415 15700 16155(230) (335) (343) (349) (359) (671) (686) (698) (719)

15-1516 13270 13570 13820 14225 26545 27145 27645 28450(405) (590) (604) (615) (633) (1181) (1207) (1230) (1265)

19-1316 16515 16890 17200 17700 33035 33780 34400 35405(504) (735) (751) (765) (787) (1469) (1503) (1530) (1575)

30 M

10-14 8835 9035 9200 9470 17670 18070 18400 18940(260) (393) (402) (409) (421) (786) (804) (819) (842)

17-1516 15460 15810 16100 16570 30925 31620 32205 33145(455) (688) (703) (716) (737) (1376) (1407) (1432) (1474)

23-916 20320 20780 21160 21780 40640 41560 42325 43560(598) (904) (924) (941) (969) (1808) (1849) (1883) (1938)

1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 40

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only For seismic loads multiply cracked concrete tabular values in tension and shear by αseis = 0675 See section 245 for additional information on seismic

applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

36 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 45 mdash Load adjustment factors for 10M rebar in uncracked concrete 123

10 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4-12 7-116 8-78 4-12 7-116 8-78 4-12 7-116 8-89 4-12 7-116 8-78 4-12 7-116 8-78 4-12 7-116 8-78(115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 025 016 012 na na na 009 006 005 018 012 009 na na na2-316 (55) 058 055 054 028 017 013 054 053 053 012 008 006 025 016 013 na na na

3 (76) 061 057 056 033 020 016 056 054 054 020 013 010 033 020 016 na na na4 (102) 065 059 057 039 024 019 058 056 055 031 020 016 039 024 019 na na na5 (127) 068 062 059 046 029 023 060 057 056 043 028 022 046 029 023 na na na

5-1116 (145) 071 063 061 053 033 026 061 058 057 053 034 027 053 033 026 066 na na6 (152) 072 064 061 056 035 027 061 059 057 057 037 029 056 035 027 068 na na7 (178) 076 066 063 065 040 032 063 060 059 072 046 037 065 040 032 073 na na8 (203) 079 069 065 074 046 036 065 061 060 088 056 045 074 046 036 078 na na

8-14 (210) 080 069 065 077 048 038 066 062 060 092 059 047 077 048 038 080 069 na9 (229) 083 071 067 084 052 041 067 063 061 100 067 053 084 052 041 083 071 na

10-116 (256) 087 074 069 094 058 046 069 064 062 080 063 094 058 046 088 076 07011 (279) 090 076 071 100 063 050 071 066 063 091 072 100 063 050 092 079 07312 (305) 094 078 072 069 054 073 067 065 100 082 069 054 096 083 07714 (356) 100 083 076 081 064 077 070 067 100 081 064 100 089 08316 (406) 088 080 092 073 081 073 070 092 073 095 08818 (457) 092 084 100 082 084 076 072 100 082 100 09424 (610) 100 095 100 096 084 079 100 10030 (762) 100 100 093 08736 (914) 100 094

gt48 (1219) 100

Table 46 mdash Load adjustment factors for 10M rebar in cracked concrete 123

10 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4-12 7-116 8-78 4-12 7-116 8-78 4-12 7-116 8-89 4-12 7-116 8-78 4-12 7-116 8-78 4-12 7-116 8-78(115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 049 044 042 na na na 017 011 009 034 022 017 na na na2-316 (55) 058 055 054 052 046 043 056 055 054 024 015 012 047 030 024 na na na

3 (76) 061 057 056 060 050 047 059 057 056 039 025 020 060 049 039 na na na4 (102) 065 059 057 070 056 051 062 059 058 059 038 030 070 056 051 na na na5 (127) 068 062 059 080 062 056 065 061 059 083 053 042 080 062 056 na na na

5-1116 (145) 071 063 061 088 066 059 067 062 061 100 065 052 088 066 059 082 na na6 (152) 072 064 061 091 068 061 068 063 061 070 056 091 068 061 084 na na7 (178) 076 066 063 100 074 065 071 065 063 088 070 100 074 065 091 na na8 (203) 079 069 065 081 070 074 067 065 100 085 081 070 097 na na

8-14 (210) 080 069 065 083 072 074 068 066 090 083 072 099 085 na9 (229) 083 071 067 088 076 077 070 067 100 088 076 100 089 na

10-116 (256) 087 074 069 096 081 080 072 069 096 081 094 08711 (279) 090 076 071 100 086 082 074 071 100 086 098 09112 (305) 094 078 072 092 085 076 073 092 100 09514 (356) 100 083 076 100 091 081 076 100 10016 (406) 088 080 097 085 08018 (457) 092 084 100 089 08424 (610) 100 095 100 09530 (762) 100 10036 (914)

gt48 (1219)

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

37Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 47 mdash Load adjustment factors for 15M rebar in uncracked concrete 123

15 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58

(145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 025 014 011 na na na 006 004 003 013 007 006 na na na3-18 (80) 059 055 054 032 018 014 055 053 053 015 009 007 031 018 014 na na na

4 (102) 062 057 055 036 020 016 056 054 054 022 013 010 036 020 016 na na na5 (127) 065 058 057 041 023 018 058 055 054 031 018 014 041 023 018 na na na6 (152) 068 060 058 047 026 020 059 056 055 040 023 018 047 026 020 na na na7 (178) 070 062 059 053 030 023 061 057 056 051 029 023 053 030 023 na na na

7-14 (184) 071 062 060 055 031 024 061 058 056 053 031 024 055 031 024 066 na na8 (203) 073 064 061 060 034 026 062 058 057 062 036 028 060 034 026 070 na na9 (229) 076 065 062 068 038 029 064 059 058 074 043 034 068 038 029 074 na na

10 (254) 079 067 063 075 042 033 065 061 059 087 050 039 075 042 033 078 na na11-38 (289) 083 069 065 086 048 037 067 062 060 100 061 048 086 048 037 083 069 na

12 (305) 085 070 066 090 051 039 068 063 061 066 052 090 051 039 085 071 na14-18 (359) 091 074 069 100 060 046 071 065 063 084 066 100 060 046 093 077 071

16 (406) 097 077 071 068 052 074 067 064 100 079 068 052 098 082 07618 (457) 100 080 074 076 059 077 069 066 095 076 059 100 087 08020 (508) 084 076 084 065 080 071 068 100 084 065 092 08522 (559) 087 079 093 072 083 073 070 093 072 096 08924 (610) 091 082 100 078 086 075 071 100 078 100 09330 (762) 100 090 098 095 082 077 098 10036 (914) 098 100 100 088 082 100

gt48 (1219) 100 100 093

Table 48 mdash Load adjustment factors for 15M rebar in cracked concrete 123

15 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58

(145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 046 041 040 na na na 011 007 005 023 013 010 na na na3-18 (80) 059 055 054 055 046 044 057 055 054 028 016 013 055 032 025 na na na

4 (102) 062 057 055 062 050 046 059 056 055 040 023 018 062 046 036 na na na5 (127) 065 058 057 069 054 049 061 058 057 055 032 025 069 054 049 na na na6 (152) 068 060 058 077 058 052 063 059 058 073 042 033 077 058 052 na na na7 (178) 070 062 059 086 062 056 066 061 059 092 053 042 086 062 056 na na na

7-14 (184) 071 062 060 088 063 056 066 061 060 096 056 044 088 063 056 081 na na8 (203) 073 064 061 095 066 059 068 063 061 100 065 051 095 066 059 085 na na9 (229) 076 065 062 100 071 062 070 064 062 078 061 100 071 062 090 na na

10 (254) 079 067 063 076 066 072 066 063 091 071 076 066 095 na na11-38 (289) 083 069 065 082 071 076 068 065 100 086 082 071 100 084 na

12 (305) 085 070 066 086 073 077 069 066 093 086 073 087 na14-18 (359) 091 074 069 097 081 082 072 069 100 097 081 094 087

16 (406) 097 077 071 100 088 086 075 071 100 088 100 09218 (457) 100 080 074 096 090 078 074 096 09820 (508) 084 076 100 095 081 077 100 10022 (559) 087 079 099 084 07924 (610) 091 082 100 088 08230 (762) 100 090 097 09036 (914) 098 100 098

gt48 (1219) 100 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

38 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 49 mdash Load adjustment factors for 20M rebar in uncracked concrete 123

20 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38(200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390)

Spac

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(mm

)

1-34 (44) na na na 021 011 010 na na na 004 002 002 008 005 004 na na na3-78 (98) 058 055 054 028 015 014 054 053 053 014 008 007 027 015 014 na na na

4 (102) 058 055 054 029 016 014 055 053 053 014 008 007 029 016 014 na na na5 (127) 061 056 055 032 018 016 056 054 054 020 011 010 032 018 016 na na na6 (152) 063 057 057 036 020 018 057 055 054 027 015 014 036 020 018 na na na7 (178) 065 058 058 040 022 020 058 055 055 034 019 017 040 022 020 na na na8 (203) 067 060 059 044 024 022 059 056 056 041 023 021 044 024 022 na na na9 (229) 069 061 060 050 027 025 060 057 057 049 028 025 050 027 025 na na na

10 (254) 071 062 061 055 030 027 061 058 057 057 032 029 055 030 027 068 na na11 (279) 073 063 062 061 033 030 063 059 058 066 037 034 061 033 030 071 na na12 (305) 075 064 063 066 036 033 064 059 059 075 042 039 066 036 033 074 na na14 (356) 080 067 065 077 042 038 066 061 060 095 053 049 077 042 038 080 na na16 (406) 084 069 067 088 048 044 068 063 062 100 065 059 088 048 044 086 071 na18 (457) 088 071 070 100 054 049 071 064 063 078 071 100 054 049 091 075 07320 (508) 092 074 072 060 055 073 066 065 091 083 060 055 096 079 07722 (559) 097 076 074 066 060 075 067 066 100 096 066 060 100 083 08024 (610) 100 079 076 072 066 078 069 068 100 072 066 087 08426 (660) 081 078 078 071 080 070 069 078 071 090 08728 (711) 083 080 084 076 082 072 071 084 076 094 09130 (762) 086 083 090 082 084 074 072 090 082 097 09436 (914) 093 089 100 098 091 078 076 100 098 100 100

gt48 (1219) 100 100 100 100 088 085 100

Table 50 mdash Load adjustment factors for 20M rebar in cracked concrete 123

20 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38(200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390)

Spac

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(h)

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(mm

)

1-34 (44) na na na 043 039 039 na na na 007 004 004 015 008 007 na na na3-78 (98) 058 055 054 053 045 044 056 054 054 024 013 012 048 027 024 na na na

4 (102) 058 055 054 054 045 044 057 055 054 025 014 013 050 028 026 na na na5 (127) 061 056 055 059 048 047 058 056 055 035 020 018 059 040 036 na na na6 (152) 063 057 057 064 051 049 060 057 056 046 026 024 064 051 047 na na na7 (178) 065 058 058 070 053 052 062 058 057 058 033 030 070 053 052 na na na8 (203) 067 060 059 076 056 054 063 059 059 071 040 036 076 056 054 na na na9 (229) 069 061 060 082 059 057 065 060 060 085 048 043 082 059 057 na na na

10 (254) 071 062 061 088 062 060 067 061 061 099 056 051 088 062 060 081 na na11 (279) 073 063 062 095 065 062 068 062 062 100 065 059 095 065 062 085 na na12 (305) 075 064 063 100 069 065 070 064 063 074 067 100 069 065 089 na na14 (356) 080 067 065 075 071 073 066 065 093 084 075 071 096 na na16 (406) 084 069 067 082 077 077 068 067 100 100 082 077 100 085 na18 (457) 088 071 070 089 083 080 070 069 089 083 090 08720 (508) 092 074 072 096 090 083 073 071 096 090 095 09222 (559) 097 076 074 100 096 086 075 073 100 096 100 09724 (610) 100 079 076 100 090 077 076 100 10026 (660) 081 078 093 079 07828 (711) 083 080 096 082 08030 (762) 086 083 100 084 08236 (914) 093 089 091 088

gt48 (1219) 100 100 100 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

39Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 51 mdash Load adjustment factors for 25M rebar in uncracked concrete 123

25 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316

(230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504)

Spac

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(s)

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(ca)

Con

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(h)

mdash in

(mm

) 1-34 (44) na na na 022 012 010 na na na 003 002 001 006 003 003 na na na5 (127) 059 055 054 032 018 014 055 053 053 014 008 007 029 016 013 na na na6 (152) 061 056 055 035 019 015 055 054 053 019 011 009 035 019 015 na na na7 (178) 063 057 056 039 021 017 056 054 054 024 013 011 039 021 017 na na na8 (203) 065 058 057 042 023 018 057 055 054 029 016 013 042 023 018 na na na9 (229) 067 059 058 046 025 020 058 056 055 035 020 016 046 025 020 na na na

10 (254) 068 060 058 050 027 022 059 056 055 040 023 018 050 027 022 na na na11-916 (294) 071 062 060 057 031 025 061 057 056 050 029 023 057 031 025 065 na na

12 (305) 072 063 060 059 032 026 061 058 056 053 030 024 059 032 026 066 na na14 (356) 076 065 062 069 038 030 063 059 058 067 038 031 069 038 030 071 na na16 (406) 079 067 063 079 043 034 065 060 059 082 047 037 079 043 034 076 na na18 (457) 083 069 065 089 049 039 066 061 060 098 056 045 089 049 039 081 na na

18-716 (469) 084 069 066 091 050 040 067 062 060 100 058 046 091 050 040 082 068 na20 (508) 087 071 067 099 054 043 068 063 061 065 052 099 054 043 085 071 na

22-38 (568) 091 073 069 100 060 048 070 064 062 077 062 100 060 048 090 075 07024 (610) 094 075 070 065 052 072 065 063 085 069 065 052 094 077 07226 (660) 098 077 072 070 056 074 066 064 096 077 070 056 097 081 07528 (711) 100 079 074 076 060 076 068 065 100 087 076 060 100 084 07830 (762) 081 075 081 065 077 069 066 096 081 065 087 08136 (914) 088 080 097 078 083 073 069 100 097 078 095 088

gt48 (1219) 100 090 100 100 094 080 076 100 100 100 100

Table 52 mdash Load adjustment factors for 25M rebar in cracked concrete 123

25 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316

(230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504)

Spac

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(ca)

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mdash in

(mm

) 1-34 (44) na na na 042 039 038 na na na 005 003 002 010 006 004 na na na5 (127) 059 055 054 055 046 044 056 054 054 024 013 011 047 027 022 na na na6 (152) 061 056 055 060 048 046 058 055 055 031 018 014 060 035 028 na na na7 (178) 063 057 056 065 051 048 059 056 055 039 022 018 065 044 036 na na na8 (203) 065 058 057 070 053 050 060 057 056 048 027 022 070 053 044 na na na9 (229) 067 059 058 075 056 051 061 058 057 057 032 026 075 056 051 na na na

10 (254) 068 060 058 080 059 053 063 059 058 067 038 030 080 059 053 na na na11-916 (294) 071 062 060 089 063 057 065 060 059 083 047 038 089 063 057 077 na na

12 (305) 072 063 060 091 064 058 065 060 059 088 050 040 091 064 058 078 na na14 (356) 076 065 062 100 069 062 068 062 061 100 063 051 100 069 062 084 na na16 (406) 079 067 063 075 066 070 064 062 077 062 075 066 090 na na18 (457) 083 069 065 081 071 073 066 064 092 074 081 071 096 na na

18-716 (469) 084 069 066 083 072 074 066 064 095 076 083 072 097 080 na20 (508) 087 071 067 087 075 075 067 065 100 086 087 075 100 084 na

22-38 (568) 091 073 069 095 081 078 070 067 100 095 081 088 08224 (610) 094 075 070 100 085 081 071 068 100 085 092 08526 (660) 098 077 072 090 083 073 070 090 095 08928 (711) 100 079 074 095 086 074 071 095 099 09230 (762) 081 075 100 088 076 073 100 100 09536 (914) 088 080 096 081 077 100

gt48 (1219) 100 090 100 092 086

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

40 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 53 mdash Load adjustment factors for 30M rebar in uncracked concrete 123

30 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916

(260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598)

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(s)

Edg

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(h)

mdash in

(mm

)

1-34 (44) na na na 023 013 009 na na na 002 001 001 005 003 002 na na na5-78 (150) 060 055 054 034 019 014 055 053 053 014 008 006 029 016 012 na na na

6 (152) 060 056 054 034 019 014 055 053 053 015 008 006 029 017 013 na na na7 (178) 061 057 055 037 020 015 055 054 053 018 011 008 037 020 015 na na na8 (203) 063 057 056 040 022 017 056 054 054 022 013 010 040 022 017 na na na9 (229) 065 058 056 043 024 018 057 055 054 027 015 012 043 024 018 na na na

10 (254) 066 059 057 047 026 019 058 055 054 031 018 014 047 026 019 na na na11 (279) 068 060 058 050 028 021 058 056 055 036 021 016 050 028 021 na na na12 (305) 070 061 058 054 029 022 059 056 055 041 024 018 054 029 022 na na na

13-14 (337) 072 062 059 059 033 024 060 057 056 048 027 021 059 033 024 064 na na14 (356) 073 063 060 063 034 026 061 057 056 052 030 023 063 034 026 066 na na16 (406) 076 065 061 071 039 030 062 058 057 064 036 028 071 039 030 070 na na18 (457) 079 067 063 080 044 033 064 060 058 076 043 033 080 044 033 074 na na20 (508) 083 069 064 089 049 037 065 061 059 089 051 039 089 049 037 079 na na

20-78 (531) 084 069 065 093 051 039 066 061 059 095 054 041 093 051 039 080 na na22 (559) 086 070 066 098 054 041 067 062 060 100 059 045 098 054 041 082 068 na24 (610) 089 072 067 100 059 044 068 063 061 067 051 100 059 044 086 071 na

26-916 (675) 093 075 069 065 049 070 064 062 078 059 065 049 091 075 06928 (711) 096 076 070 069 052 072 065 062 084 064 069 052 093 077 07030 (762) 099 078 071 074 055 073 066 063 093 071 074 055 096 080 07336 (914) 100 083 075 088 066 078 069 066 100 093 088 066 100 087 080

gt48 (1219) 095 084 100 089 087 075 071 100 100 089 100 100 092

Table 54 mdash Load adjustment factors for 30M rebar in cracked concrete 123

30 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916

(260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598)

Spac

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(s)

Edg

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ista

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(ca)

Con

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ickn

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(h)

mdash in

(mm

)

1-34 (44) na na na 041 038 038 na na na 004 002 002 008 005 004 na na na5-78 (150) 060 055 054 056 047 044 057 055 054 026 015 011 052 030 022 na na na

6 (152) 060 056 054 057 047 044 057 055 054 026 015 012 053 030 023 na na na7 (178) 061 057 055 061 049 046 058 056 055 033 019 015 061 038 029 na na na8 (203) 063 057 056 065 051 047 059 056 055 041 023 018 065 047 035 na na na9 (229) 065 058 056 069 053 049 060 057 056 049 028 021 069 053 042 na na na

10 (254) 066 059 057 074 056 050 061 058 057 057 033 025 074 056 050 na na na11 (279) 068 060 058 079 058 052 063 059 057 066 038 029 079 058 052 na na na12 (305) 070 061 058 083 060 054 064 059 058 075 043 033 083 060 054 na na na

13-14 (337) 072 062 059 089 063 056 065 060 059 087 050 038 089 063 056 078 na na14 (356) 073 063 060 093 065 057 066 061 059 094 054 041 093 065 057 080 na na16 (406) 076 065 061 100 070 061 068 063 061 100 066 050 100 070 061 086 na na18 (457) 079 067 063 075 064 071 064 062 079 060 075 064 091 na na20 (508) 083 069 064 081 068 073 066 063 092 070 081 068 096 na na

20-78 (531) 084 069 065 083 070 074 066 064 098 075 083 070 098 na na22 (559) 086 070 066 086 072 075 067 064 100 081 086 072 100 083 na24 (610) 089 072 067 092 076 077 069 066 092 092 076 087 na

26-916 (675) 093 075 069 099 081 080 071 067 100 099 081 092 08428 (711) 096 076 070 100 084 082 072 068 100 084 094 08630 (762) 099 078 071 088 084 074 070 088 097 08936 (914) 100 083 075 100 091 078 074 100 100 097

gt48 (1219) 095 084 100 088 082 1001 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

41Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 55 mdash Hilti HIT-RE 100 design information with HAS threaded rods in hammer drilled holes in accordance with CSA A233-14 Annex D 19

Design parameter Symbol UnitsNominal rod diameter (in) Ref

A233-1438 12 58 34 78 1 1-14

Anchor OD da mm 95 127 159 191 222 254 318

Effective minimum embedment 2 hefmm 60 70 79 89 89 102 127

Effective maximum embedment 2 hefmm 191 254 318 381 445 508 635

Minimum concrete thickness 2 hminmm hef + 30 hef + 2d0

Critical edge distance cacmm See ESR-3829 section 4110

Minimum edge distance cmin3 mm 48 64 79 95 111 127 159

Minimum anchor spacing sminmm 48 64 79 95 111 127 159

Coeff for factored conc breakoutresistance uncracked concrete kcuncr

4 - 10 D622

Coeff for factored conc breakoutresistance cracked concrete kccr

4 - 7 D622

Concrete material resistance factor ϕc - 065 842 Resistance modification factor for tension and shear concrete failure modes Condition B 5 Rconc - 100 D53 (c )

Dry Concrete

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 616 592 592 560 516 480 408D652

(MPa) (42) (41) (41) (39) (36) (33) (28

Characteristic bond stress in uncracked concrete 78 τuncr

psi 1272 1256 1204 1164 1124 1092 1048D652

(MPa) (88) (87) (83) (80) (78) (75) (72)

Anchor category dry concrete - - 2 2 2 2 2 2 2Resistance modification factor Rdry

- 085 085 085 085 085 085 085Water Saturated Concrete

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 548 521 521 476 416 375 300D652

(MPa) (38) (36) (36) (33) (29) (26) (21)Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1106 1061 994 915 859 776D652

(MPa) (78) (76) (73) (69) (63) (59) (54)Anchor category water-saturated concrete - - 2 2 2 2 2 2 2Resistance modification factor Rws

- 085 085 085 085 085 085 085Water-Filled Hole

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 548 521 521 476 416 375 300D652

(MPa) (38) (36) (36) (33) (29) (26) (21)

Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1106 1061 994 915 859 776D652

(MPa) (78) (76) (73) (69) (63) (59) (54)

Anchor category water-filled hole - - 3 3 3 3 3 3 3D53 (c)

Resistance modification factor Rwf- 075 075 075 075 075 075 075

Underwater Application

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 548 521 521 476 416 375 300D652

(MPa) (38) (36) (36) (33) (29) (26) (21)Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1106 1061 994 915 859 776D652

(MPa) (78) (76) (73) (69) (63) (59) (54)Anchor category underwater - - 3 3 3 3 3 3 3Resistance modification factor Ruw

- 075 075 075 075 075 075 075

1 Design information in this table is taken from ICC-ES ESR-3829 dated January 2016 table 8 and 9 and converted for use with CSA A233-14 Annex D2 See figure 43 Minimum edge distance may be reduced to 45mm lt cai lt 5d provided Tinst is reduced See ESR-3829 section 4194 For all design cases ψcN = 10 The appropriate coefficient for breakout resistance for cracked concrete (kccr) or uncracked concrete (kcuncr) must be used5 For use with the load combinations of CSA A233-14 chapter 8 Condition B applies where supplementary reinforcement in conformance with CSA A233-14 section D53 is not provided or

where pullout or pryout strength governs For cases where the presence of supplementary reinforcement can be verified the resistance modification factors associated with Condition A may be used

6 Temperature range A Max short term temperature = 130degF (55degC) max long term temperature = 110degF (43degC) Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

7 Bond strength values corresponding to concrete compressive strength fʹc = 2500 psi (172 MPa) For concrete compressive strength fʹc between 2500 psi (172 MPa) and 8000 psi (552 MPa) the tabulated characteristic bond strength may be increased by a factor of (fʹc2500)01 [for SI (fʹc 172)01]

8 Bond strength values are for sustained loads including dead and live loads For load combinations consisting of short-term loads only such as wind and seismic bond strengths may be increased by 40 percent

9 For structures assigned to Seismic Design Categories C D E or F bond strength values must be multiplied by αNseis = 09

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

42 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 56 mdash Hilti HIT-RE 100 adhesive factored resistance with concrete bond failure for threaded rod in uncracked concrete 12345678910

Nominal Anchor

Diameter in (mm)

Nominal anchor diameter in (mm)

Tension mdash Nn Shear mdash Vn

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

38

2-38 1995 2040 2080 2140 1995 2040 2080 2140(60) (89) (91) (92) (95) (89) (91) (92) (95)

3-38 2840 2900 2955 3040 5675 5805 5910 6080(86) (126) (129) (131) (135) (252) (258) (263) (271)

4-12 3785 3870 3940 4055 7565 7735 7880 8110(114) (168) (172) (175) (180) (337) (344) (351) (361)7-12 6305 6450 6565 6760 12610 12895 13135 13515(191) (280) (287) (292) (301) (561) (574) (584) (601)

12

2-34 3045 3115 3170 3260 6090 6225 6340 6525(70) (135) (138) (141) (145) (271) (277) (282) (290)

4-12 4980 5095 5185 5340 9960 10185 10375 10675(114) (222) (227) (231) (237) (443) (453) (461) (475)

6 6640 6790 6915 7120 13285 13580 13830 14235(152) (295) (302) (308) (317) (591) (604) (615) (633)10 11070 11320 11525 11865 22140 22635 23055 23725

(254) (492) (503) (513) (528) (985) (1007) (1025) (1055)

58

3-18 4145 4240 4315 4440 8290 8475 8635 8885(79) (184) (189) (192) (198) (369) (377) (384) (395)

5-58 7460 7630 7770 7995 14920 15260 15540 15990(143) (332) (339) (346) (356) (664) (679) (691) (711)7-12 9950 10170 10360 10660 19895 20345 20720 21325(191) (442) (452) (461) (474) (885) (905) (922) (948)

12-12 16580 16955 17265 17770 33160 33905 34530 35540(318) (737) (754) (768) (790) (1475) (1508) (1536) (1581)

34

3-12 5385 5505 5610 5770 10770 11015 11215 11545(89) (240) (245) (249) (257) (479) (490) (499) (514)

6-34 10385 10620 10815 11130 20775 21240 21630 22265(171) (462) (472) (481) (495) (924) (945) (962) (990)

9 13850 14160 14420 14845 27695 28320 28845 29685(229) (616) (630) (642) (660) (1232) (1260) (1283) (1320)15 23080 23600 24035 24740 46160 47205 48070 49475

(381) (1027) (1050) (1069) (1100) (2053) (2100) (2138) (2201)

78

3-12 5480 6125 6320 6505 10955 12250 12635 13005(89) (244) (272) (281) (289) (487) (545) (562) (579)

7-78 13650 13960 14215 14630 27300 27920 28430 29260(200) (607) (621) (632) (651) (1214) (1242) (1265) (1302)

10-12 18200 18610 18955 19510 36405 37225 37910 39015(267) (810) (828) (843) (868) (1619) (1656) (1686) (1736)

17-12 30335 31020 31590 32515 60670 62040 63185 65025(445) (1349) (1380) (1405) (1446) (2699) (2760) (2810) (2893)

1

4 6690 7480 8020 8250 13385 14965 16035 16505(102) (298) (333) (357) (367) (595) (666) (713) (734)

9 17325 17715 18040 18565 34645 35425 36080 37130(229) (771) (788) (802) (826) (1541) (1576) (1605) (1652)12 23095 23620 24055 24755 46195 47235 48105 49510

(305) (1027) (1051) (1070) (1101) (2055) (2101) (2140) (2202)20 38495 39365 40090 41260 76990 78725 80175 82515

(508) (1712) (1751) (1783) (1835) (3425) (3502) (3566) (3670)

1-14

5 9355 10455 11455 12375 18705 20915 22910 24745(127) (416) (465) (510) (550) (832) (930) (1019) (1101)

11-14 25975 26560 27050 27840 51950 53125 54100 55680(286) (1155) (1182) (1203) (1238) (2311) (2363) (2407) (2477)15 34635 35415 36070 37120 69270 70830 72135 74240

(381) (1541) (1575) (1604) (1651) (3081) (3151) (3209) (3302)25 57725 59025 60115 61865 115450 118055 120225 123735

(635) (2568) (2626) (2674) (2752) (5135) (5251) (5348) (5504)1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 26 - 38 as necessary Compare to the steel values in table 24

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2568 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only Seismic design is not permitted for uncracked concrete

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

43Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 57 mdash Hilti HIT-RE 100 adhesive factored resistance with concrete bond failure for threaded rod in cracked concrete 12345678910

Nominal Anchor

Diameter in (mm)

Nominal anchor diameter in (mm)

Tension mdash Nn Shear mdash Vn

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

38

2-38 965 990 1005 1035 965 990 1005 1035(60) (43) (44) (45) (46) (43) (44) (45) (46)

3-38 1375 1405 1430 1475 2750 2810 2860 2945(86) (61) (63) (64) (66) (122) (125) (127) (131)

4-12 1830 1875 1910 1965 3665 3745 3815 3925(114) (81) (83) (85) (87) (163) (167) (170) (175)7-12 3055 3125 3180 3275 6105 6245 6360 6545(191) (136) (139) (141) (146) (272) (278) (283) (291)

12

2-34 1435 1465 1495 1540 2870 2935 2990 3075(70) (64) (65) (66) (68) (128) (131) (133) (137)

4-12 2350 2400 2445 2515 4695 4800 4890 5035(114) (104) (107) (109) (112) (209) (214) (218) (224)

6 3130 3200 3260 3355 6260 6400 6520 6710(152) (139) (142) (145) (149) (278) (285) (290) (298)10 5215 5335 5435 5590 10435 10670 10865 11185

(254) (232) (237) (242) (249) (464) (475) (483) (497)

58

3-18 2040 2085 2120 2185 4075 4170 4245 4370(79) (91) (93) (94) (97) (181) (185) (189) (194)

5-58 3670 3750 3820 3930 7335 7500 7640 7865(143) (163) (167) (170) (175) (326) (334) (340) (350)7-12 4890 5000 5095 5240 9780 10005 10185 10485(191) (218) (222) (227) (233) (435) (445) (453) (466)

12-12 8150 8335 8490 8735 16305 16670 16980 17475(318) (363) (371) (378) (389) (725) (742) (755) (777)

34

3-12 2590 2650 2700 2775 5180 5300 5395 5555(89) (115) (118) (120) (124) (231) (236) (240) (247)

6-34 4995 5110 5205 5355 9995 10220 10405 10710(171) (222) (227) (231) (238) (445) (455) (463) (476)

9 6665 6815 6940 7140 13325 13625 13875 14280(229) (296) (303) (309) (318) (593) (606) (617) (635)15 11105 11355 11565 11900 22210 22710 23125 23800

(381) (494) (505) (514) (529) (988) (1010) (1029) (1059)

78

3-12 2785 2850 2900 2985 5570 5695 5800 5970(89) (124) (127) (129) (133) (248) (253) (258) (266)

7-78 6265 6410 6525 6715 12535 12815 13055 13435(200) (279) (285) (290) (299) (558) (570) (581) (598)

10-12 8355 8545 8700 8955 16710 17090 17405 17910(267) (372) (380) (387) (398) (743) (760) (774) (797)

17-12 13925 14240 14505 14925 27855 28480 29005 29850(445) (619) (633) (645) (664) (1239) (1267) (1290) (1328)

1

4 3385 3460 3525 3625 6770 6920 7050 7255(102) (151) (154) (157) (161) (301) (308) (314) (323)

9 7615 7785 7930 8160 15230 15570 15860 16320(229) (339) (346) (353) (363) (677) (693) (705) (726)12 10150 10380 10575 10880 20305 20765 21145 21760

(305) (452) (462) (470) (484) (903) (924) (941) (968)20 16920 17305 17620 18135 33840 34605 35240 36270

(508) (753) (770) (784) (807) (1505) (1539) (1568) (1613)

1-14

5 4495 4595 4680 4815 8990 9190 9360 9635(127) (200) (204) (208) (214) (400) (409) (416) (429)

11-14 10115 10340 10530 10840 20225 20680 21060 21675(286) (450) (460) (468) (482) (900) (920) (937) (964)15 13485 13790 14040 14450 26965 27575 28085 28905

(381) (600) (613) (625) (643) (1200) (1227) (1249) (1286)25 22475 22980 23405 24085 44945 45960 46805 48170

(635) (1000) (1022) (1041) (1071) (1999) (2044) (2082) (2143)1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 26 - 38 as necessary Compare to the steel values in table 24

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2568 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only For seismic loads multiply cracked concrete tabular values in tension and shear by αseis = 0675 See section 245 for additional information on seismic

applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

44 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

2411 installation instructionsInstallation Instructions For Use (IFU) are included with each product package They can also be viewed or downloaded on-line at wwwushilticom (US) and wwwhiltica (Canada) mdash ldquoServiceTechnical Info gtgt Technical Downloads gtgt Anchoring Systemsrdquo Because of the possibility of changes always verify that downloaded IFU are current when used Proper installation is critical to achieve full performance Training is available on request Contact Hilti Technical Services for applications and conditions not addressed in the IFU

2412 Working time and cure time (approx)

Table 59 mdash Resistance of HIT-RE 100 to chemicals

Chemical Chemicals Tested ResistantNot

Resistant

Alkaline

Concrete drilling mud (10) pH=126 +

Concrete drilling mud (10) pH=132 +

Concrete potash solution (10) +

pH=140

Alkaline

Acetic acid (10)1 -

Nitric acid (10)1 -

Hydrochloric acid (10) 3 month -

Sulfuric acid (10) -

Solvents

Benzyl alcohol -

Ethanol -

Ethyl acetate -

Methyl ethyl ketone (MEK) -

Trichlorethylene -

Xylene (mixture) +

Chemicals used on job sites

Chemicals Concrete plasticizer +

used on job Diesel oil +

sites Oil +

Petrol +

Oil for form work (forming oil) +

Environmental chemicals

Environmental Salt water +

chemicals de-mineralized water +

salt spraying test +

SO2 +

Environmentweather +1 Concrete was dissolved by acid

Samples of the HIT-RE 100 resin were immersed in the various chemical compounds for up to one year At the time of the test period the samples were analyzed Any samples showing no visible damage and having less than a 25 reduction in bending (flexural) strength were classified as ldquoResistantrdquo Samples that were heavily damaged or destroyed were classified as ldquoNot Resistantrdquo

Note In actual use the majority of the resin is encased in the base material leaving very little surface area exposed

2414 resistance of cured hit-re 100 to chemicals

2413 materials Specifications Table 60 mdash Material properties of fully cured HIT-RE 100

adhesiveBond Strength ASTM C882-121

2 day cure 14 day cure

201 Mpa210 Mpa

2920 psi3050 psi

Compressive Strength ASTM D695-101 743 Mpa 10780 psi

Compressive Modulus ASTM D695-101 3731 Mpa 0541 x 106 psi

Tensile Strength 7 day ASTM D638-10 117 Mpa 1690 psi

Elongation at break ASTM D638-10 010

Heat Deflection Temperature ASTM D648-07

568degC 1343degF

Absorption ASTM D570-10 006

Linear Coefficient of Shrinkage on Cure ASTM D2566-86

00001

1 Minimum values obtained as the result of tests at 35degF 50degF 75degF and 110degF

Notes

Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Hilti Outperform Outlast7250 Dallas Parkway Suite 1000 Plano TX 75024 bull Hilti Inc (US) 1-800-879-8000 bull wwwushilticom bull en espantildeol 1-800-879-5000 bull Hilti (Canada) Corp 1-800-363-4458 wwwhiltica bull Hilti is an equal opportunity employer bull Hilti is a registered trademark of Hilti Corp copyCopyright 2016 by Hilti Inc (US) bull 0216 bull DBS

The data contained in this literature was current as of the date of publication Updates and changes may be made based on later testing If verification is needed that the data is still current please contact the Hilti Technical Support Specialists at 1-800-363-4458 All published load values contained in this literature represent the results of testing by Hilti or test organizations Local base materials were used Because of variations in materials on-site testing is necessary to determine performance at any specific site Laser beams represented by red lines in this publication Printed in the United States

14001 US only

Page 9: USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

9Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

248 hilti hit-re 100 adhesive with deformed reinforcing bars (rebar)

Cracked or uncracked concrete

Permissible concete conditions Permissible drilling methods

Dry concrete

Hammer Drilling with Carbide Tipped Drill Bit

Uncracked Concrete Water-saturated concrete

Cracked Concrete Water-filled holes

Submerged (underwater)

Table 1 mdash Specifications for rebar installed with HIT-RE 100 adhesive

Setting information Symbol UnitsRebar Size

3 4 5 6 7 8 9 10

Nominal bit diameter do in 12 58 34 78 1 1-18 1-38 1-12

Effective Embedment

minimum hefmin

in 2-38 2-34 3-18 3-12 3-18 4 4-12 5

(mm) (60) (70) (79) (89) (89) (102) (114) (127)

maximum hefmax

in 7-12 10 12-12 15 17-12 20 22-12 25

(mm) (191) (254) (318) (381) (445) (508) (572) (635)

Minimum Concrete Thickness hmin

in hef + 1-14hef + 2do(mm) (hef + 30)

Minimum edge distance1 cmin

in 1-78 2-12 3-18 3-34 4-38 5 5-58 6-14

(mm) (48) (64) (79) (95) (111) (127) (143) (159)

Minimum anchor spacing smin

in 1-78 2-12 3-18 3-34 4-38 5 5-58 6-14

(mm) (48) (64) (79) (95) (111) (127) (143) (159)

1 Edge distance of 1-34-inch (44mm) is permitted provided the rebar remains un-torqued

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

10 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 2 mdash Hilti HIT-RE 100 adhesive design strength with concrete bond failure for US rebar in uncracked concrete 12345678910

Rebar Size

EffectiveEmbedment

Depthin (mm)

Tension mdash ϕNn Shear mdash ϕVn

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

3

3-38 2780 2835 2915 3035 7080 7210 7420 7730(86) (124) (126) (130) (135) (315) (321) (330) (344)

4-12 3710 3775 3885 4050 9440 9615 9895 10305(114) (165) (168) (173) (180) (420) (428) (440) (458)7-12 6180 6295 6480 6745 15735 16025 16490 17175(191) (275) (280) (288) (300) (700) (713) (734) (764)

4

4-12 4885 4975 5120 5330 12430 12660 13030 13565(114) (217) (221) (228) (237) (553) (563) (580) (603)

6 6510 6630 6825 7105 16575 16875 17370 18090(152) (290) (295) (304) (316) (737) (751) (773) (805)10 10850 11050 11375 11845 27620 28130 28950 30150

(254) (483) (492) (506) (527) (1229) (1251) (1288) (1341)

5

5-58 7315 7450 7665 7985 18615 18960 19515 20320(143) (325) (331) (341) (355) (828) (843) (868) (904)7-12 9750 9930 10220 10645 24825 25280 26015 27095(191) (434) (442) (455) (474) (1104) (1125) (1157) (1205)

12-12 16255 16550 17035 17740 41370 42130 43360 45155(318) (723) (736) (758) (789) (1840) (1874) (1929) (2009)

6

6-34 10180 10370 10670 11115 25920 26395 27165 28290(171) (453) (461) (475) (494) (1153) (1174) (1208) (1258)

9 13575 13825 14230 14820 34555 35195 36220 37720(229) (604) (615) (633) (659) (1537) (1566) (1611) (1678)15 22625 23045 23715 24695 57595 58655 60365 62865

(381) (1006) (1025) (1055) (1098) (2562) (2609) (2685) (2796)

7

7-78 13385 13630 14025 14605 34065 34690 35705 37180(200) (595) (606) (624) (650) (1515) (1543) (1588) (1654)

10-12 17845 18170 18700 19475 45420 46255 47605 49575(267) (794) (808) (832) (866) (2020) (2058) (2118) (2205)

17-12 29740 30285 31170 32460 75700 77090 79340 82625(445) (1323) (1347) (1387) (1444) (3367) (3429) (3529) (3675)

8

9 16980 17295 17800 18535 43225 44020 45305 47180(229) (755) (769) (792) (824) (1923) (1958) (2015) (2099)12 22640 23060 23730 24715 57635 58695 60410 62910

(305) (1007) (1026) (1056) (1099) (2564) (2611) (2687) (2798)20 37735 38430 39555 41190 96055 97825 100680 104845

(508) (1679) (1709) (1759) (1832) (4273) (4351) (4478) (4664)

9

10-18 21020 21405 22030 22945 53505 54490 56080 58400(257) (935) (952) (980) (1021) (2380) (2424) (2495) (2598)

13-12 28025 28540 29375 30590 71340 72655 74775 77870(343) (1247) (1270) (1307) (1361) (3173) (3232) (3326) (3464)

22-12 46710 47570 48960 50985 118900 121090 124620 129780(572) (2078) (2116) (2178) (2268) (5289) (5386) (5543) (5773)

10

11-14 25465 25935 26690 27795 63395 66010 67940 70750(286) (1133) (1154) (1187) (1236) (2820) (2936) (3022) (3147)15 33955 34575 35585 37060 86425 88015 90585 94335

(381) (1510) (1538) (1583) (1649) (3844) (3915) (4029) (4196)25 56590 57630 59310 61765 144040 146690 150975 157220

(635) (2517) (2563) (2638) (2747) (6407) (6525) (6716) (6993)

1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 4

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only Seismic design is not permitted for uncracked concrete

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

11Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 3 mdash Hilti HIT-RE 100 adhesive design strength with concrete bond failure for US rebar in cracked concrete 12345678910

Rebar Size

EffectiveEmbedment

Depthin (mm)

Tension mdash ϕNn Shear mdash ϕVn

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

3

3-38 1040 1060 1090 1135 2650 2700 2775 2890(86) (46) (47) (48) (50) (118) (120) (123) (129)

4-12 1390 1415 1455 1515 3535 3600 3705 3855(114) (62) (63) (65) (67) (157) (160) (165) (171)7-12 2315 2355 2425 2525 5890 5995 6170 6425(191) (103) (105) (108) (112) (262) (267) (274) (286)

4

4-12 1850 1885 1940 2020 4710 4795 4935 5140(114) (82) (84) (86) (90) (210) (213) (220) (229)

6 2465 2515 2585 2695 6280 6395 6585 6855(152) (110) (112) (115) (120) (279) (284) (293) (305)10 4110 4190 4310 4490 10470 10660 10970 11425

(254) (183) (186) (192) (200) (466) (474) (488) (508)

5

5-58 2890 2945 3030 3155 7360 7495 7715 8035(143) (129) (131) (135) (140) (327) (333) (343) (357)7-12 3855 3925 4040 4210 9815 9995 10285 10710(191) (171) (175) (180) (187) (437) (445) (457) (476)

12-12 6425 6545 6735 7015 16355 16655 17145 17850(318) (286) (291) (300) (312) (728) (741) (763) (794)

6

6-34 4165 4240 4365 4545 10600 10795 11110 11570(171) (185) (189) (194) (202) (472) (480) (494) (515)

9 5550 5655 5820 6060 14130 14390 14810 15425(229) (247) (252) (259) (270) (629) (640) (659) (686)15 9255 9425 9700 10100 23555 23985 24685 25705

(381) (412) (419) (431) (449) (1048) (1067) (1098) (1143)

7

7-78 5665 5770 5940 6185 14425 14690 15120 15745(200) (252) (257) (264) (275) (642) (653) (673) (700)

10-12 7555 7695 7920 8250 19235 19590 20160 20995(267) (336) (342) (352) (367) (856) (871) (897) (934)

17-12 12595 12825 13200 13745 32060 32645 33600 34990(445) (560) (570) (587) (611) (1426) (1452) (1495) (1556)

8

9 7030 7160 7365 7670 17890 18220 18755 19530(229) (313) (318) (328) (341) (796) (810) (834) (869)12 9370 9545 9825 10230 23855 24295 25005 26040

(305) (417) (425) (437) (455) (1061) (1081) (1112) (1158)20 15620 15905 16370 17050 39760 40490 41675 43400

(508) (695) (707) (728) (758) (1769) (1801) (1854) (1931)

9

10-18 8425 8580 8830 9195 21440 21835 22475 23405(257) (375) (382) (393) (409) (954) (971) (1000) (1041)

13-12 11230 11440 11770 12260 28590 29115 29965 31205(343) (500) (509) (524) (545) (1272) (1295) (1333) (1388)

22-12 18720 19065 19620 20430 47650 48525 49940 52010(572) (833) (848) (873) (909) (2120) (2158) (2221) (2314)

10

11-14 9915 10095 10390 10820 25235 25700 26450 27545(286) (441) (449) (462) (481) (1123) (1143) (1177) (1225)15 13220 13460 13855 14430 33645 34265 35265 36725

(381) (588) (599) (616) (642) (1497) (1524) (1569) (1634)25 22030 22435 23090 24045 56075 57110 58775 61210

(635) (980) (998) (1027) (1070) (2494) (2540) (2614) (2723)

1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 4

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0607 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 T abular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only For seismic loads multiply cracked concrete tabular values in tension and shear by αseis = 0675 See section 245 for additional information on seismic

applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

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Table 4 mdash Steel design strength for US rebar 1

Rebar Size

ASTM A 615 Grade 40 2 ASTM A 615 Grade 60 2 ASTM A 706 Grade 60 2 Tensile3

ϕNsa

lb (kN)

Shear4

ϕVsa

lb (kN)

Seismic Shear5

ϕVsaeq

lb (kN)

Tensile3

ϕNsa

lb (kN)

Shear4

ϕVsa

lb (kN)

Seismic Shear5

ϕVsaeq

lb (kN)

Tensile3

ϕNsa

lb (kN)

Shear4

ϕVsa

lb (kN)

Seismic Shear5

ϕVsaeq

lb (kN)

34290 2375 1665 6435 3565 2495 6600 3430 2400(191) (106) (74) (286) (159) (111) (294) (153) (107)

47800 4320 3025 11700 6480 4535 12000 6240 4370(347) (192) (135) (520) (288) (202) (534) (278) (194)

512090 6695 4685 18135 10045 7030 18600 9670 6770(538) (298) (208) (807) (447) (313) (827) (430) (301)

617160 9505 6655 25740 14255 9980 26400 13730 9610(763) (423) (296) (1145) (634) (444) (1174) (611) (427)

723400 12960 9070 35100 19440 13610 36000 18720 13105(1041) (576) (403) (1561) (865) (605) (1601) (833) (583)

830810 17065 11945 46215 25595 17915 47400 24650 17255(1370) (759) (531) (2056) (1139) (797) (2108) (1096) (768)

939000 21600 15120 58500 32400 22680 60000 31200 21840(1735) (961) (673) (2602) (1441) (1009) (2669) (1388) (971)

1049530 27430 19200 74295 41150 28805 76200 39625 27740(2203) (1220) (854) (3305) (1830) (1281) (3390) (1763) (1234)

1 See Section 244 to convert design strength value to ASD value2 ASTM A706 Grade 60 rebar are considered ductile steel elements ASTM A 615 Grade 40 and 60 rebar are considered brittle steel elements3 Tensile = ϕ AseN futa as noted in ACI 318-14 Chapter 174 Shear = ϕ 060 AseN futa as noted in ACI 318-14 Chapter 175 Seismic Shear = αVseis ϕVsa Reduction for seismic shear only See section 245 for additional information on seismic applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

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Table 5 mdash Load adjustment factors for 3 rebar in uncracked concrete 123

3Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12(86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 032 023 013 na na na 010 008 005 021 016 009 na na na1-78 (48) 059 057 054 033 024 014 054 053 052 012 009 005 023 017 010 na na na

2 (51) 060 057 054 034 025 014 054 053 052 013 010 006 025 019 011 na na na3 (76) 065 061 057 042 031 018 056 055 054 023 018 011 042 031 018 na na na4 (102) 070 065 059 052 038 022 058 057 055 036 027 016 052 038 022 na na na

4-58 (117) 073 067 060 060 043 025 060 058 056 045 034 020 060 043 025 062 na na5 (127) 075 069 061 064 047 027 061 059 056 050 038 023 064 047 027 065 na na

5-34 (146) 078 071 063 074 054 031 062 060 057 062 046 028 074 054 031 070 063 na6 (152) 080 072 063 077 056 033 063 060 057 066 050 030 077 056 033 071 065 na7 (178) 085 076 066 090 066 038 065 062 059 083 062 037 090 066 038 077 070 na8 (203) 090 080 068 100 075 043 067 064 060 100 076 046 100 075 043 082 075 na

8-34 (222) 093 082 069 082 048 068 065 061 087 052 082 048 086 078 0669 (229) 094 083 070 084 049 069 066 061 091 055 084 049 087 079 067

10 (254) 099 087 072 094 054 071 067 062 100 064 094 054 092 083 07011 (279) 100 091 074 100 060 073 069 064 074 100 060 096 087 07412 (305) 094 077 065 075 071 065 084 065 100 091 07714 (356) 100 081 076 080 074 067 100 076 099 08316 (406) 086 087 084 078 070 087 100 08918 (457) 090 098 088 081 072 098 09424 (610) 100 100 100 092 080 100 10030 (762) 100 08736 (914) 095

gt48 (1219) 100

Table 6 mdash Load adjustment factors for 3 rebar in cracked concrete 123

3Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear5

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12(86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 054 049 043 na na na 020 015 009 040 030 018 na na na1-78 (48) 059 057 054 056 050 044 056 055 054 022 017 010 044 033 020 na na na

2 (51) 060 057 054 057 051 044 056 055 054 024 018 011 049 036 022 na na na3 (76) 065 061 057 070 060 049 060 058 056 045 033 020 070 060 040 na na na4 (102) 070 065 059 084 070 055 063 061 058 069 051 031 084 070 055 na na na

4-58 (117) 073 067 060 093 076 058 065 062 059 085 064 038 093 076 058 077 na na5 (127) 075 069 061 099 080 060 066 063 060 096 072 043 099 080 060 081 na na

5-34 (146) 078 071 063 100 088 064 069 065 061 100 089 053 100 088 064 086 078 na6 (152) 080 072 063 091 066 069 066 061 095 057 091 066 088 080 na7 (178) 085 076 066 100 072 073 069 063 100 072 100 072 095 087 na8 (203) 090 080 068 078 076 071 065 087 078 100 093 na

8-34 (222) 093 082 069 083 078 073 067 100 083 097 0829 (229) 094 083 070 085 079 074 067 085 098 083

10 (254) 099 087 072 091 082 077 069 091 100 08711 (279) 100 091 074 098 086 079 071 098 09212 (305) 094 077 100 089 082 073 100 09614 (356) 100 081 095 087 077 10016 (406) 086 100 093 08018 (457) 090 098 08424 (610) 100 100 09630 (762) 10036 (914)

gt48 (1219)1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

14 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 7 mdash Load adjustment factors for 4 rebar in uncracked concrete 123

4Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10(114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na 027 020 012 na na na 007 005 003 014 010 006 na na na2-12 (64) 059 057 054 032 023 014 054 053 052 012 009 005 023 018 011 na na na

3 (76) 061 058 055 035 026 015 055 054 053 015 012 007 031 023 014 na na na4 (102) 065 061 057 041 030 018 056 055 054 024 018 011 041 030 018 na na na5 (127) 069 064 058 048 035 021 058 057 055 033 025 015 048 035 021 na na na

5-34 (146) 071 066 060 054 040 023 059 058 055 041 031 018 054 040 023 061 na na6 (152) 072 067 060 057 042 024 060 058 056 043 033 020 057 042 024 062 na na7 (178) 076 069 062 066 048 028 061 059 057 055 041 025 066 048 028 067 na na

7-14 (184) 077 070 062 068 050 029 062 060 057 058 043 026 068 050 029 068 062 na8 (203) 080 072 063 075 055 032 063 061 057 067 050 030 075 055 032 071 065 na9 (229) 083 075 065 085 062 036 064 062 058 080 060 036 085 062 036 076 069 na

10 (254) 087 078 067 094 069 040 066 063 059 094 070 042 094 069 040 080 073 na11-14 (286) 092 081 069 100 078 046 068 065 061 100 084 050 100 078 046 085 077 065

12 (305) 094 083 070 083 049 069 066 061 092 055 083 049 087 079 06714 (356) 100 089 073 097 057 072 068 063 100 070 097 057 094 086 07216 (406) 094 077 100 065 076 071 065 085 100 065 100 092 07718 (457) 100 080 073 079 074 067 100 073 097 08220 (508) 083 081 082 076 069 081 100 08722 (559) 087 089 085 079 071 089 09124 (610) 090 097 088 082 072 097 09530 (762) 100 100 098 089 078 100 10036 (914) 100 097 084

gt48 (1219) 100 095

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 8 mdash Load adjustment factors for 4 rebar in cracked concrete 123

4Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10(114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 049 045 041 na na na 013 010 006 026 019 012 na na na2-12 (64) 059 057 054 056 050 044 056 055 054 022 017 010 044 033 020 na na na

3 (76) 061 058 055 060 053 046 057 056 054 029 022 013 058 043 026 na na na4 (102) 065 061 057 070 060 049 060 058 056 045 033 020 070 060 040 na na na5 (127) 069 064 058 080 067 053 062 060 057 062 047 028 080 067 053 na na na

5-34 (146) 071 066 060 088 073 056 064 062 058 077 058 035 088 073 056 075 na na6 (152) 072 067 060 091 075 057 065 062 059 082 061 037 091 075 057 076 na na7 (178) 076 069 062 100 083 062 067 064 060 100 077 046 100 083 062 083 na na

7-14 (184) 077 070 062 085 063 068 065 060 082 049 085 063 084 076 na8 (203) 080 072 063 091 066 069 066 061 095 057 091 066 088 080 na9 (229) 083 075 065 100 070 072 068 063 100 068 100 070 094 085 na

10 (254) 087 078 067 075 074 070 064 079 075 099 090 na11-14 (286) 092 081 069 081 077 073 066 095 081 100 095 080

12 (305) 094 083 070 085 079 074 067 100 085 098 08314 (356) 100 089 073 095 084 078 070 095 100 08916 (406) 094 077 100 089 082 073 100 09618 (457) 100 080 094 086 076 10020 (508) 083 099 090 07922 (559) 087 100 094 08124 (610) 090 098 08430 (762) 100 100 09336 (914) 100

gt48 (1219)

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

15Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 9 mdash Load adjustment factors for 5 rebar in uncracked concrete 123

5Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12(143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na 025 019 011 na na na 005 004 002 010 008 005 na na na3-18 (79) 059 057 054 032 023 014 054 053 052 012 009 005 024 018 011 na na na

4 (102) 062 059 055 036 027 016 055 054 053 018 013 008 035 026 016 na na na5 (127) 065 061 057 042 031 018 057 055 054 025 019 011 042 031 018 na na na6 (152) 068 063 058 047 035 020 058 056 055 032 024 015 047 035 020 na na na7 (178) 071 066 059 053 039 023 059 058 055 041 031 018 053 039 023 na na na

7-18 (181) 071 066 060 054 040 023 059 058 055 042 031 019 054 040 023 061 na na8 (203) 074 068 061 061 045 026 060 059 056 050 037 022 061 045 026 065 na na9 (229) 077 070 062 069 051 030 062 060 057 060 045 027 069 051 030 069 062 na

10 (254) 080 072 063 076 056 033 063 061 058 070 052 031 076 056 033 072 066 na11 (279) 083 074 065 084 062 036 064 062 058 081 060 036 084 062 036 076 069 na12 (305) 086 077 066 092 067 039 066 063 059 092 069 041 092 067 039 079 072 na14 (356) 091 081 069 100 079 046 068 065 061 100 087 052 100 079 046 086 078 06616 (406) 097 086 071 090 053 071 067 062 100 064 090 053 092 083 07018 (457) 100 090 074 100 059 074 069 064 076 100 059 097 088 07420 (508) 094 077 066 076 072 065 089 066 100 093 07822 (559) 099 079 072 079 074 067 100 072 098 08224 (610) 100 082 079 081 076 068 079 100 08626 (660) 085 085 084 078 070 085 09028 (711) 087 092 087 080 072 092 09330 (762) 090 099 089 082 073 099 09636 (914) 098 100 097 089 078 100 100

gt48 (1219) 100 100 100 087

Table 10 mdash Load adjustment factors for 5 rebar in cracked concrete 123

5Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12(143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 046 043 040 na na na 009 007 004 018 014 008 na na na3-18 (79) 059 057 054 056 050 044 056 055 054 022 017 010 044 033 020 na na na

4 (102) 062 059 055 062 055 046 058 056 055 032 024 014 062 048 029 na na na5 (127) 065 061 057 070 060 049 060 058 056 045 033 020 070 060 040 na na na6 (152) 068 063 058 078 066 053 062 060 057 059 044 026 078 066 053 na na na7 (178) 071 066 059 087 072 056 064 061 058 074 055 033 087 072 056 na na na

7-18 (181) 071 066 060 088 073 056 064 061 058 076 057 034 088 073 056 074 na na8 (203) 074 068 061 096 078 059 066 063 059 090 068 041 096 078 059 079 na na9 (229) 077 070 062 100 085 062 068 064 060 100 081 048 100 085 062 084 076 na

10 (254) 080 072 063 091 066 069 066 061 095 057 091 066 088 080 na11 (279) 083 074 065 098 069 071 068 063 100 065 098 069 093 084 na12 (305) 086 077 066 100 073 073 069 064 075 100 073 097 088 na14 (356) 091 081 069 081 077 072 066 094 081 100 095 08016 (406) 097 086 071 089 081 076 068 100 089 100 08618 (457) 100 090 074 097 085 079 071 097 09120 (508) 094 077 100 089 082 073 100 09622 (559) 099 079 093 085 075 10024 (610) 100 082 097 089 07726 (660) 085 100 092 08028 (711) 087 095 08230 (762) 090 098 08436 (914) 098 100 091

gt48 (1219) 100 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

16 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 11 mdash Load adjustment factors for 6 rebar in uncracked concrete 123

6Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15(171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 024 018 010 na na na 004 003 002 008 006 004 na na na3-34 (95) 059 057 054 032 023 014 054 053 052 012 009 006 025 019 011 na na na

4 (102) 060 057 054 033 024 014 054 054 053 014 010 006 027 020 012 na na na5 (127) 062 059 056 037 027 016 056 055 053 019 014 009 037 027 016 na na na6 (152) 065 061 057 042 031 018 057 055 054 025 019 011 042 031 018 na na na7 (178) 067 063 058 047 034 020 058 056 055 032 024 014 047 034 020 na na na8 (203) 070 065 059 052 038 022 059 057 055 039 029 017 052 038 022 na na na

8-12 (216) 071 066 059 055 040 024 059 058 056 042 032 019 055 040 024 061 na na9 (229) 072 067 060 058 043 025 060 058 056 046 034 021 058 043 025 063 na na

10 (254) 075 069 061 064 047 028 061 059 056 054 040 024 064 047 028 066 na na10-34 (273) 077 070 062 069 051 030 062 060 057 060 045 027 069 051 030 069 063 na

12 (305) 080 072 063 077 057 033 063 061 058 071 053 032 077 057 033 073 066 na14 (356) 085 076 066 090 066 039 065 063 059 089 067 040 090 066 039 079 071 na16 (406) 090 080 068 100 076 044 068 065 060 100 082 049 100 076 044 084 076 na

16-34 (425) 091 081 069 079 046 068 065 061 087 052 079 046 086 078 06618 (457) 094 083 070 085 050 070 066 062 097 058 085 050 089 081 06820 (508) 099 087 072 095 055 072 068 063 100 068 095 055 094 085 07222 (559) 100 091 074 100 061 074 070 064 079 100 061 099 089 07524 (610) 094 077 067 076 072 066 090 067 100 093 07926 (660) 098 079 072 079 074 067 100 072 097 08228 (711) 100 081 078 081 075 068 078 100 08530 (762) 083 083 083 077 069 083 08836 (914) 090 100 090 083 073 100 097

gt48 (1219) 100 100 094 081 100

Table 12 mdash Load adjustment factors for 6 rebar in cracked concrete 123

6Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcreteThickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15(171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na 044 042 039 na na na 007 005 003 014 010 006 na na na3-34 (95) 059 057 054 056 050 044 056 055 054 022 016 010 043 032 019 na na na

4 (102) 060 057 054 057 051 044 056 055 054 024 018 011 048 036 021 na na na5 (127) 062 059 056 063 056 047 058 057 055 033 025 015 063 050 030 na na na6 (152) 065 061 057 070 060 049 060 058 056 044 033 020 070 060 039 na na na7 (178) 067 063 058 077 065 052 061 059 057 055 041 025 077 065 050 na na na8 (203) 070 065 059 084 070 055 063 061 058 067 050 030 084 070 055 na na na

8-12 (216) 071 066 059 088 072 056 064 061 058 074 055 033 088 072 056 074 na na9 (229) 072 067 060 091 075 057 064 062 058 080 060 036 091 075 057 076 na na

10 (254) 075 069 061 099 080 060 066 063 059 094 070 042 099 080 060 080 na na10-34 (273) 077 070 062 100 084 062 067 064 060 100 079 047 100 084 062 083 075 na

12 (305) 080 072 063 091 066 069 066 061 100 093 056 091 066 088 080 na14 (356) 085 076 066 100 072 072 068 063 100 070 100 072 095 086 na16 (406) 090 080 068 078 076 071 065 086 078 100 092 na

16-34 (425) 091 081 069 081 077 072 066 092 081 094 07918 (457) 094 083 070 085 079 074 067 100 085 097 08220 (508) 099 087 072 091 082 076 069 091 100 08722 (559) 100 091 074 098 085 079 071 098 09124 (610) 094 077 100 088 082 073 100 09526 (660) 098 079 092 084 074 09928 (711) 100 081 095 087 076 10030 (762) 083 098 090 07836 (914) 090 100 098 084

gt48 (1219) 100 100 095

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

17Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 13 mdash Load adjustment factors for 7 rebar in uncracked concrete 123

7Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12(200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 023 017 010 na na na 003 002 001 006 004 003 na na na4-38 (111) 059 057 054 032 024 014 054 053 052 012 009 005 024 018 011 na na na

5 (127) 061 058 055 034 025 015 055 054 053 014 011 007 029 022 013 na na na6 (152) 063 060 056 038 028 016 056 055 053 019 014 009 038 028 016 na na na7 (178) 065 061 057 042 031 018 056 055 054 024 018 011 042 031 018 na na na8 (203) 067 063 058 046 034 020 057 056 054 029 022 013 046 034 020 na na na9 (229) 069 064 059 051 037 022 058 057 055 035 026 016 051 037 022 na na na

9-78 (251) 071 066 059 055 041 024 059 057 055 040 030 018 055 041 024 060 na na10 (254) 071 066 060 056 041 024 059 058 055 041 031 018 056 041 024 061 na na11 (279) 073 067 060 061 045 026 060 058 056 047 035 021 061 045 026 064 na na12 (305) 075 069 061 067 049 029 061 059 056 054 040 024 067 049 029 066 na na

12-12 (318) 076 070 062 070 051 030 061 059 057 057 043 026 070 051 030 068 062 na14 (356) 080 072 063 078 058 034 063 061 058 068 051 031 078 058 034 072 065 na16 (406) 084 075 065 089 066 039 065 062 059 083 062 037 089 066 039 077 070 na18 (457) 088 079 067 100 074 043 067 064 060 099 074 044 100 074 043 081 074 na

19-12 (495) 091 081 069 080 047 068 065 061 100 084 050 080 047 085 077 06520 (508) 092 082 069 082 048 068 065 061 087 052 082 048 086 078 06622 (559) 097 085 071 090 053 070 067 062 100 060 090 053 090 082 06924 (610) 100 088 073 099 058 072 068 063 068 099 058 094 085 07226 (660) 091 075 100 063 074 070 064 077 100 063 098 089 07528 (711) 094 077 067 076 071 065 086 067 100 092 07830 (762) 098 079 072 078 073 066 096 072 095 08036 (914) 100 084 087 083 077 069 100 087 100 088

gt48 (1219) 096 100 094 086 076 100 100

Table 14 mdash Load adjustment factors for 7 rebar in cracked concrete 123

7Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12(200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 043 041 038 na na na 005 004 002 010 008 005 na na na4-38 (111) 059 057 054 056 050 044 056 055 053 020 015 009 040 030 018 na na na

5 (127) 061 058 055 059 052 045 057 055 054 024 018 011 049 037 022 na na na6 (152) 063 060 056 064 056 047 058 056 055 032 024 014 064 048 029 na na na7 (178) 065 061 057 070 060 049 059 058 055 040 030 018 070 060 036 na na na8 (203) 067 063 058 076 064 052 060 059 056 049 037 022 076 064 044 na na na9 (229) 069 064 059 082 068 054 062 060 057 059 044 027 082 068 053 na na na

9-78 (251) 071 066 059 087 072 056 063 061 058 068 051 030 087 072 056 072 na na10 (254) 071 066 060 088 073 056 063 061 058 069 052 031 088 073 056 072 na na11 (279) 073 067 060 095 077 059 064 062 058 080 060 036 095 077 059 076 na na12 (305) 075 069 061 100 082 061 066 063 059 091 068 041 100 082 061 079 na na

12-12 (318) 076 070 062 084 062 066 063 060 097 072 043 084 062 081 073 na14 (356) 080 072 063 091 066 068 065 061 100 086 051 091 066 085 078 na16 (406) 084 075 065 100 071 071 067 062 100 063 100 071 091 083 na18 (457) 088 079 067 076 073 069 064 075 076 097 088 na

19-12 (495) 091 081 069 080 075 071 065 085 080 100 092 07720 (508) 092 082 069 082 076 071 065 088 082 093 07822 (559) 097 085 071 087 079 074 067 100 087 097 08224 (610) 100 088 073 093 081 076 068 093 100 08626 (660) 091 075 099 084 078 070 099 08928 (711) 094 077 100 086 080 071 100 09330 (762) 098 079 089 082 073 09636 (914) 100 084 097 089 078 100

gt48 (1219) 096 100 100 087

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

18 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 15 mdash Load adjustment factors for 8 rebar in uncracked concrete 123

8Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

9 12 20 9 12 20 9 12 20 9 12 20 9 12 20 9 12 20(229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 023 017 010 na na na 002 002 001 005 004 002 na na na5 (127) 059 057 054 032 024 014 054 053 052 011 009 005 023 017 010 na na na6 (152) 061 058 055 035 026 015 055 054 053 015 011 007 030 022 013 na na na7 (178) 063 060 056 039 029 017 055 055 053 019 014 009 038 028 017 na na na8 (203) 065 061 057 042 031 018 056 055 054 023 017 010 042 031 018 na na na9 (229) 067 063 058 046 034 020 057 056 054 028 021 012 046 034 020 na na na

10 (254) 069 064 058 050 037 021 058 056 055 032 024 015 050 037 021 na na na11 (279) 070 065 059 054 040 023 059 057 055 037 028 017 054 040 023 na na na

11-14 (286) 071 066 059 056 041 024 059 057 055 038 029 017 056 041 024 059 na na12 (305) 072 067 060 059 044 026 059 058 056 042 032 019 059 044 026 061 na na13 (330) 074 068 061 064 047 028 060 058 056 048 036 022 064 047 028 064 na na14 (356) 076 069 062 069 051 030 061 059 056 053 040 024 069 051 030 066 na na

14-14 (362) 076 070 062 070 052 030 061 059 057 055 041 025 070 052 030 067 061 na16 (406) 080 072 063 079 058 034 063 060 057 065 049 029 079 058 034 071 064 na18 (457) 083 075 065 089 065 038 064 062 058 078 058 035 089 065 038 075 068 na20 (508) 087 078 067 099 073 043 066 063 059 091 068 041 099 073 043 079 072 na22 (559) 091 081 068 100 080 047 067 064 060 100 079 047 100 080 047 083 075 na

22-14 (565) 091 081 069 081 047 067 064 060 080 048 081 047 084 076 06424 (610) 094 083 070 087 051 069 066 061 090 054 087 051 087 079 06626 (660) 098 086 072 094 055 070 067 062 100 061 094 055 090 082 06928 (711) 100 089 073 100 060 072 068 063 068 100 060 094 085 07230 (762) 092 075 064 074 069 064 075 064 097 088 07436 (914) 100 080 077 078 073 067 099 077 100 097 081

gt48 (1219) 090 100 088 081 072 100 100 100 094

Table 16 mdash Load adjustment factors for 8 rebar in cracked concrete 123

8Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

9 12 20 9 12 20 9 12 20 9 12 20 9 12 20 9 12 20(229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 042 040 038 na na na 004 003 002 008 006 004 na na na5 (127) 059 057 054 056 050 044 056 055 053 020 015 009 039 030 018 na na na6 (152) 061 058 055 060 053 046 057 056 054 026 019 012 052 039 023 na na na7 (178) 063 060 056 065 057 047 058 057 055 033 024 015 065 049 029 na na na8 (203) 065 061 057 070 060 049 059 057 055 040 030 018 070 060 036 na na na9 (229) 067 063 058 075 064 051 060 058 056 048 036 021 075 064 043 na na na

10 (254) 069 064 058 080 067 053 061 059 057 056 042 025 080 067 050 na na na11 (279) 070 065 059 086 071 055 062 060 057 064 048 029 086 071 055 na na na

11-14 (286) 071 066 059 087 072 056 063 060 057 066 050 030 087 072 056 071 na na12 (305) 072 067 060 091 075 057 064 061 058 073 055 033 091 075 057 074 na na13 (330) 074 068 061 097 079 059 065 062 059 083 062 037 097 079 059 077 na na14 (356) 076 069 062 100 083 062 066 063 059 092 069 042 100 083 062 079 na na

14-14 (362) 076 070 062 084 062 066 063 059 095 071 043 084 062 080 073 na16 (406) 080 072 063 091 066 068 065 061 100 085 051 091 066 085 077 na18 (457) 083 075 065 100 070 070 067 062 100 061 100 070 090 082 na20 (508) 087 078 067 075 073 069 063 071 075 095 086 na22 (559) 091 081 068 080 075 070 065 082 080 100 091 na

22-14 (565) 091 081 069 080 075 071 065 083 080 091 07724 (610) 094 083 070 085 077 072 066 093 085 095 08026 (660) 098 086 072 090 079 074 067 100 090 098 08328 (711) 100 089 073 095 082 076 069 095 100 08630 (762) 092 075 100 084 078 070 100 08936 (914) 100 080 091 084 074 098

gt48 (1219) 090 100 095 082 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

19Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 17 mdash Load adjustment factors for 9 rebar in uncracked concrete 123

9Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12(257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 022 016 010 na na na 002 001 001 004 003 002 na na na5-58 (143) 059 057 054 032 024 014 054 053 052 011 008 005 022 016 010 na na na

6 (152) 060 057 054 034 025 014 054 053 052 012 009 005 024 018 011 na na na7 (178) 062 059 055 037 027 016 055 054 053 015 011 007 031 023 014 na na na8 (203) 063 060 056 040 029 017 055 054 053 019 014 008 037 028 017 na na na9 (229) 065 061 057 043 031 018 056 055 054 022 017 010 043 031 018 na na na

10 (254) 066 062 057 046 034 020 057 056 054 026 020 012 046 034 020 na na na11 (279) 068 064 058 050 036 021 057 056 054 030 023 014 050 036 021 na na na12 (305) 070 065 059 054 039 023 058 057 055 034 026 015 054 039 023 na na na

12-78 (327) 071 066 060 057 042 025 059 057 055 038 029 017 057 042 025 059 na na13 (330) 071 066 060 058 043 025 059 057 055 039 029 017 058 043 025 059 na na14 (356) 073 067 060 062 046 027 060 058 056 043 032 019 062 046 027 062 na na16 (406) 076 070 062 071 052 031 061 059 056 053 040 024 071 052 031 066 na na

16-14 (413) 077 070 062 072 053 031 061 059 056 054 040 024 072 053 031 066 060 na18 (457) 080 072 063 080 059 035 062 060 057 063 047 028 080 059 035 070 064 na20 (508) 083 075 065 089 066 038 064 061 058 074 055 033 089 066 038 074 067 na22 (559) 086 077 066 098 072 042 065 062 059 085 064 038 098 072 042 077 070 na24 (610) 090 080 068 100 079 046 066 063 060 097 073 044 100 079 046 081 073 na

25-14 (641) 092 081 069 083 048 067 064 060 100 078 047 083 048 083 075 06426 (660) 093 082 069 085 050 068 065 060 082 049 085 050 084 076 06428 (711) 096 085 071 092 054 069 066 061 092 055 092 054 087 079 06730 (762) 099 087 072 098 058 070 067 062 100 061 098 058 090 082 06936 (914) 100 094 077 100 069 074 070 064 080 100 069 099 090 076

gt48 (1219) 100 086 092 083 077 069 100 092 100 100 088

Table 18 mdash Load adjustment factors for 9 rebar in cracked concrete 123

9Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12(257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 041 039 038 na na na 003 003 002 007 005 003 na na na5-58 (143) 059 057 054 056 050 044 056 055 053 020 015 009 039 029 018 na na na

6 (152) 060 057 054 057 051 044 056 055 054 022 016 010 043 032 019 na na na7 (178) 062 059 055 061 054 046 057 056 054 027 020 012 054 041 024 na na na8 (203) 063 060 056 065 057 048 058 057 055 033 025 015 065 050 030 na na na9 (229) 065 061 057 070 060 049 059 057 055 040 030 018 070 059 036 na na na

10 (254) 066 062 057 074 063 051 060 058 056 046 035 021 074 063 042 na na na11 (279) 068 064 058 079 067 053 061 059 056 054 040 024 079 067 048 na na na12 (305) 070 065 059 084 070 055 062 060 057 061 046 027 084 070 055 na na na

12-78 (327) 071 066 060 088 073 056 063 061 058 068 051 031 088 073 056 072 na na13 (330) 071 066 060 089 073 056 063 061 058 069 052 031 089 073 056 072 na na14 (356) 073 067 060 094 077 058 064 062 058 077 058 035 094 077 058 075 na na16 (406) 076 070 062 100 084 062 066 063 059 094 071 042 100 084 062 080 na na

16-14 (413) 077 070 062 085 063 066 063 060 096 072 043 085 063 081 073 na18 (457) 080 072 063 091 066 068 065 061 100 084 050 091 066 085 077 na20 (508) 083 075 065 099 070 070 067 062 099 059 099 070 089 081 na22 (559) 086 077 066 100 074 072 068 063 100 068 100 074 094 085 na24 (610) 090 080 068 078 074 070 064 078 078 098 089 na

25-14 (641) 092 081 069 081 075 071 065 084 081 100 091 07726 (660) 093 082 069 082 076 071 065 088 082 093 07828 (711) 096 085 071 087 078 073 066 098 087 096 08130 (762) 099 087 072 091 080 075 068 100 091 100 08436 (914) 100 094 077 100 086 080 071 100 092

gt48 (1219) 100 086 100 098 090 078 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

20 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 19 mdash Load adjustment factors for 10 rebar in uncracked concrete 123

10Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25(286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 022 016 009 na na na 002 001 001 003 002 001 na na na6-14 (159) 059 057 054 032 024 014 054 053 052 011 008 005 022 016 010 na na na

7 (178) 060 058 055 034 025 015 054 053 052 013 009 006 026 019 011 na na na8 (203) 062 059 055 037 027 016 055 054 053 016 012 007 031 023 014 na na na9 (229) 063 060 056 040 029 017 055 054 053 019 014 008 038 028 017 na na na

10 (254) 065 061 057 043 032 018 056 055 054 022 016 010 043 032 018 na na na11 (279) 066 062 057 046 034 020 057 055 054 025 019 011 046 034 020 na na na12 (305) 068 063 058 049 036 021 057 056 054 029 021 013 049 036 021 na na na13 (330) 069 064 059 053 039 023 058 056 055 033 024 014 053 039 023 na na na14 (356) 071 066 059 057 042 024 059 057 055 036 027 016 057 042 024 na na na

14-14 (362) 071 066 060 058 042 025 059 057 055 037 027 016 058 042 025 059 na na15 (381) 072 067 060 061 045 026 059 057 055 040 030 018 061 045 026 060 na na16 (406) 074 068 061 065 047 028 060 058 056 045 033 020 065 047 028 062 na na17 (432) 075 069 061 069 050 030 060 058 056 049 036 021 069 050 030 064 na na18 (457) 077 070 062 073 053 031 061 059 056 053 039 023 073 053 031 066 060 na20 (508) 080 072 063 081 059 035 062 060 057 062 046 027 081 059 035 070 063 na22 (559) 083 074 065 089 065 038 063 061 058 072 053 032 089 065 038 073 066 na24 (610) 086 077 066 097 071 042 065 062 058 082 060 036 097 071 042 076 069 na26 (660) 089 079 067 100 077 045 066 063 059 092 068 041 100 077 045 079 072 na28 (711) 091 081 069 100 083 049 067 064 060 100 076 045 083 049 082 074 06330 (762) 094 083 070 089 052 068 065 061 084 050 089 052 085 077 06536 (914) 100 090 074 100 063 072 068 063 100 066 100 063 094 084 071

gt48 (1219) 100 082 083 079 074 067 100 083 100 097 082

Table 20 mdash Load adjustment factors for 10 rebar in cracked concrete 123

10Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25(286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 040 039 037 na na na 003 002 001 006 004 003 na na na6-14 (159) 059 057 054 056 050 044 056 055 053 020 015 009 039 029 018 na na na

7 (178) 060 058 055 058 052 045 056 055 054 023 017 010 046 035 021 na na na8 (203) 062 059 055 062 055 046 057 056 054 028 021 013 056 042 025 na na na9 (229) 063 060 056 066 057 048 058 057 055 034 025 015 066 051 030 na na na

10 (254) 065 061 057 070 060 049 059 057 055 039 030 018 070 059 036 na na na11 (279) 066 062 057 074 063 051 060 058 056 046 034 020 074 063 041 na na na12 (305) 068 063 058 078 066 053 061 059 056 052 039 023 078 066 047 na na na13 (330) 069 064 059 082 069 054 062 060 057 059 044 026 082 069 053 na na na14 (356) 071 066 059 087 072 056 063 060 057 065 049 029 087 072 056 na na na

14-14 (362) 071 066 060 088 073 056 063 061 058 067 050 030 088 073 056 071 na na15 (381) 072 067 060 091 075 057 063 061 058 073 054 033 091 075 057 073 na na16 (406) 074 068 061 096 078 059 064 062 058 080 060 036 096 078 059 076 na na17 (432) 075 069 061 100 081 061 065 063 059 087 066 039 100 081 061 078 na na18 (457) 077 070 062 085 062 066 063 059 095 071 043 085 062 080 073 na20 (508) 080 072 063 091 066 068 065 061 100 084 050 091 066 085 077 na22 (559) 083 074 065 098 069 070 066 062 097 058 098 069 089 081 na24 (610) 086 077 066 100 073 072 068 063 100 066 100 073 093 084 na26 (660) 089 079 067 077 073 069 064 074 077 097 088 na28 (711) 091 081 069 081 075 071 065 083 081 100 091 07730 (762) 094 083 070 085 077 072 066 092 085 094 07936 (914) 100 090 074 097 082 077 069 100 097 100 087

gt48 (1219) 100 082 100 093 086 075 100 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

21Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

249 hilti hit-re 100 adhesive with hilti haS threaded rod

Cracked or uncracked concrete

Permissible concete conditions Permissible drilling methods

Dry concrete

Hammer Drilling with Carbide Tipped Drill Bit

Uncracked Concrete Water-saturated concrete

Cracked Concrete Water-filled holes

Submerged (underwater)

Hilti HAS Threaded Rod

Hilti HIT-V Threaded Rod

Table 21 mdash Specifications for fractional threaded rod installed with HIT-RE 100 adhesive

Setting information Symbol UnitsNominal anchor diameter

38 12 58 34 78 1 1-14

Nominal bit diameter do in 716 916 34 78 1 1-18 1-38

Standard effective embedment hefstd

in 3-38 4-12 5-58 6-34 7-78 9 11-14

(mm) (86) (114) (143) (171) (200) (229) (286)

Effective Embedment

minimum hefmin

in 2-38 2-34 3-18 3-12 3-12 4 5

(mm) (60) (70) (79) (89) (89) (102) (127)

maximum hefmax

in 7-12 10 12-12 15 17-12 20 25

(mm) (191) (254) (318) (381) (445) (508) (635)

Minimum diameter of fixture hole

through-set

in 12 58 13161 15161 1-181 1-141 1-121

preset

in 716 1916 1116 1316 1516 1-18 1-38

Installation torque Tinst

ft-lb 15 30 60 100 125 150 200

(Nm) (20) (40) (80) (136) (169) (203) (271)

Minimum Concrete Thickness hmin

in hef + 1-14 58 to 78 rods also have min conc

hef + 2 hef + 3

(mm) (hef + 51) thickness = hef+2do (hef + 57) (hef + 76)

Minimum edge distance2 cmin

in 1-78 2-12 3-18 3-34 4-38 5 5-58

(mm) (48) (64) (79) (95) (111) (127) (143)

Minimum anchor spacing smin

in 1-78 2-12 3-18 3-34 4-38 5 5-58

(mm) (48) (64) (79) (95) (111) (127) (143)

1 Install using (2) washers See Figure 52 Edge distance of 1-34-inch (44mm) is permitted provided the installation torque is reduced to 030 T inst for 5d lt s lt 16-in and to 05

Tinst for sgt16-in

min

Figure 4 mdash HASHIT-V threaded rods

Figure 5 mdash Installation with (2) washers

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

22 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 22 mdash Hilti HIT-RE 100 adhesive design strength with concrete bond failure for fractional threaded rod in uncracked concrete 12345678910

Nominal Anchor

Diameter in (mm)

Nominal anchor diameter in (mm)

Tension mdash ФNn Shear mdash ФVn

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

f´c = 2500 psi(172 MPa)

lb (kN)

f´c = 3000 psi(207 MPa)

lb (kN)

f´c = 4000 psi(276 MPa)

lb (kN)

f´c = 6000 psi(414 MPa)

lb (kN)

38

2-38 1955 1995 2050 2135 2490 2535 2610 2720(60) (87) (89) (91) (95) (111) (113) (116) (121)

3-38 2780 2835 2915 3035 7080 7210 7420 7730(86) (124) (126) (130) (135) (315) (321) (330) (344)

4-12 3710 3775 3885 4050 9440 9615 9895 10305(114) (165) (168) (173) (180) (420) (428) (440) (458)7-12 6180 6295 6480 6745 15735 16025 16490 17175(191) (275) (280) (288) (300) (700) (713) (734) (764)

12

2-34 2985 3040 3130 3255 7595 7735 7960 8290(70) (133) (135) (139) (145) (338) (344) (354) (369)

4-12 4885 4975 5120 5330 12430 12660 13030 13565(114) (217) (221) (228) (237) (553) (563) (580) (603)

6 6510 6630 6825 7105 16575 16875 17370 18090(152) (290) (295) (304) (316) (737) (751) (773) (805)10 10850 11050 11375 11845 27620 28130 28950 30150

(254) (483) (492) (506) (527) (1229) (1251) (1288) (1341)

58

3-18 4065 4140 4260 4435 9280 10165 10840 11290(79) (181) (184) (189) (197) (413) (452) (482) (502)

5-58 7315 7450 7665 7985 18615 18960 19515 20320(143) (325) (331) (341) (355) (828) (843) (868) (904)7-12 9750 9930 10220 10645 24825 25280 26015 27095(191) (434) (442) (455) (474) (1104) (1125) (1157) (1205)

12-12 16255 16550 17035 17740 41370 42130 43360 45155(318) (723) (736) (758) (789) (1840) (1874) (1929) (2009)

34

3-12 5105 5375 5535 5765 11000 12050 13915 14670(89) (227) (239) (246) (256) (489) (536) (619) (653)

6-34 10180 10370 10670 11115 25920 26395 27165 28290(171) (453) (461) (475) (494) (1153) (1174) (1208) (1258)

9 13575 13825 14230 14820 34555 35195 36220 37720(229) (604) (615) (633) (659) (1537) (1566) (1611) (1678)15 22625 23045 23715 24695 57595 58655 60365 62865

(381) (1006) (1025) (1055) (1098) (2562) (2609) (2685) (2796)

78

3-12 5105 5595 6235 6490 11000 12050 13915 16525(89) (227) (249) (277) (289) (489) (536) (619) (735)

7-78 13385 13630 14025 14605 34065 34690 35705 37180(200) (595) (606) (624) (650) (1515) (1543) (1588) (1654)

10-12 17845 18170 18700 19475 45420 46255 47605 49575(267) (794) (808) (832) (866) (2020) (2058) (2118) (2205)

17-12 29740 30285 31170 32460 75700 77090 79340 82625(445) (1323) (1347) (1387) (1444) (3367) (3429) (3529) (3675)

1

4 6240 6835 7895 8240 13440 14725 17000 20820(102) (278) (304) (351) (367) (598) (655) (756) (926)

9 16980 17295 17800 18535 43225 44020 45305 47180(229) (755) (769) (792) (824) (1923) (1958) (2015) (2099)12 22640 23060 23730 24715 57635 58695 60410 62910

(305) (1007) (1026) (1056) (1099) (2564) (2611) (2687) (2798)20 37735 38430 39555 41190 96055 97825 100680 104845

(508) (1679) (1709) (1759) (1832) (4273) (4351) (4478) (4664)

1-14

5 8720 9555 11030 12355 18785 20575 23760 29100(127) (388) (425) (491) (550) (836) (915) (1057) (1294)

11-14 25465 25935 26690 27795 63395 66010 67940 70750(286) (1133) (1154) (1187) (1236) (2820) (2936) (3022) (3147)15 33955 34575 35585 37060 86425 88015 90585 94335

(381) (1510) (1538) (1583) (1649) (3844) (3915) (4029) (4196)25 56590 57630 59310 61765 144040 146690 150975 157220

(635) (2517) (2563) (2638) (2747) (6407) (6525) (6716) (6993)1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 26-38 as necessary Compare to the steel values in table 24

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only Seismic design is not permitted for uncracked concrete

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

23Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 23 mdash Hilti HIT-RE 100 adhesive design strength with concrete bond failure for threaded rod in cracked concrete 12345678910

Nominal anchor

diameter in (mm)

Effective Embedment

Depth in (mm)

Tension mdash ФNn Shear mdash ФVn

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

f´c = 2500 psi(172 MPa)

lb (kN)

f´c = 3000 psi(207 MPa)

lb (kN)

f´c = 4000 psi(276 MPa)

lb (kN)

f´c = 6000 psi(414 MPa)

lb (kN)

38

2-38 950 965 995 1035 1205 1230 1265 1315(60) (42) (43) (44) (46) (54) (55) (56) (58)

3-38 1345 1370 1410 1470 3430 3490 3595 3745(86) (60) (61) (63) (65) (153) (155) (160) (167)

4-12 1795 1830 1885 1960 4570 4655 4790 4990(114) (80) (81) (84) (87) (203) (207) (213) (222)7-12 2995 3050 3140 3265 7620 7760 7985 8315(191) (133) (136) (140) (145) (339) (345) (355) (370)

12

2-34 1405 1430 1475 1535 3580 3645 3750 3910(70) (62) (64) (66) (68) (159) (162) (167) (174)

4-12 2300 2345 2410 2510 5860 5965 6140 6395(114) (102) (104) (107) (112) (261) (265) (273) (284)

6 3070 3125 3215 3350 7810 7955 8185 8525(152) (137) (139) (143) (149) (347) (354) (364) (379)10 5115 5210 5360 5580 13020 13260 13645 14210

(254) (228) (232) (238) (248) (579) (590) (607) (632)

58

3-18 2000 2035 2095 2180 5085 5180 5330 5550(79) (89) (91) (93) (97) (226) (230) (237) (247)

5-58 3595 3660 3770 3925 9155 9320 9595 9990(143) (160) (163) (168) (175) (407) (415) (427) (444)7-12 4795 4885 5025 5235 12205 12430 12790 13320(191) (213) (217) (224) (233) (543) (553) (569) (593)

12-12 7990 8140 8375 8725 20340 20715 21320 22205(318) (355) (362) (373) (388) (905) (921) (948) (988)

34

3-12 2540 2585 2660 2770 6465 6585 6775 7055(89) (113) (115) (118) (123) (288) (293) (301) (314)

6-34 4900 4990 5135 5345 12470 12700 13070 13610(171) (218) (222) (228) (238) (555) (565) (581) (605)

9 6530 6650 6845 7130 16625 16930 17425 18145(229) (290) (296) (304) (317) (740) (753) (775) (807)15 10885 11085 11410 11880 27710 28220 29040 30245

(381) (484) (493) (508) (528) (1233) (1255) (1292) (1345)

78

3-12 2730 2780 2860 2980 6950 7080 7285 7585(89) (121) (124) (127) (133) (309) (315) (324) (337)

7-78 6145 6255 6440 6705 15640 15925 16390 17070(200) (273) (278) (286) (298) (696) (708) (729) (759)

10-12 8190 8340 8585 8940 20850 21235 21855 22760(267) (364) (371) (382) (398) (927) (945) (972) (1012)

17-12 13650 13905 14310 14900 34750 35390 36425 37930(445) (607) (619) (637) (663) (1546) (1574) (1620) (1687)

1

4 3320 3380 3475 3620 8445 8600 8850 9215(102) (148) (150) (155) (161) (376) (383) (394) (410)

9 7465 7600 7825 8145 19000 19350 19915 20740(229) (332) (338) (348) (362) (845) (861) (886) (923)12 9955 10135 10430 10865 25335 25800 26555 27650

(305) (443) (451) (464) (483) (1127) (1148) (1181) (1230)20 16590 16895 17385 18105 42225 43000 44255 46085

(508) (738) (752) (773) (805) (1878) (1913) (1969) (2050)

1-14

5 4405 4485 4620 4810 11215 11420 11755 12240(127) (196) (200) (206) (214) (499) (508) (523) (544)

11-14 9915 10095 10390 10820 25235 25700 26450 27545(286) (441) (449) (462) (481) (1123) (1143) (1177) (1225)15 13220 13460 13855 14430 33645 34265 35265 36725

(381) (588) (599) (616) (642) (1497) (1524) (1569) (1634)25 22030 22435 23090 24045 56075 57110 58775 61210

(635) (980) (998) (1027) (1070) (2494) (2540) (2614) (2723)1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 24

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only For seismic loads multiply cracked concrete tabular values in tension and shear by αseis = 0675 See section 245 for additional information on seismic

applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

24 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 24 mdash Steel design strength for Hilti HIT-V and HAS threaded rods 1

Nominalanchor

diameterin (mm)

HAS-EISO 898 Class 58 2

HAS-E-B7ASTM A193 B7 3

HAS-R stainless steelASTM F 593 - AISI 304316 SS 2

Tensile4

ϕNsa

lb (kN)

Shear5

ϕVsa

lb (kN)

Seismic Shear6

ϕVsaeq

lb (kN)

Tensile4

ϕNsa

lb (kN)

Shear5

ϕVsa

lb (kN)

Seismic Shear6

ϕVsaeq

lb (kN)

Tensile4

ϕNsa

lb (kN)

Shear5

ϕVsa

lb (kN)

Seismic Shear6

ϕVsaeq

lb (kN)

383655 2020 1415 7265 3775 2645 5040 2790 1955(163) (90) (63) (323) (168) (118) (224) (124) (87)

126690 3705 2595 13300 6915 4840 9225 5110 3575(298) (165) (115) (592) (308) (215) (410) (227) (159)

5810650 5900 4130 21190 11020 7715 14690 8135 5695(474) (262) (184) (943) (490) (343) (653) (362) (253)

3415765 8730 6110 31360 16305 11415 18480 10235 7165(701) (388) (272) (1395) (725) (508) (822) (455) (319)

7821755 12050 8435 43285 22505 15755 25510 14125 9890(968) (536) (375) (1925) (1001) (701) (1135) (628) (440)

128540 15805 11065 56785 29525 20670 33465 18535 12975(1270) (703) (492) (2526) (1313) (919) (1489) (824) (577)

1-1445670 25295 17705 90850 47240 33070 53540 29655 20760(2031) (1125) (788) (4041) (2101) (1471) (2382) (1319) (923)

1 See Section 244 to convert design strength value to ASD value2 HAS-E and HAS-R threaded rods are considered brittle steel elements

HAS-E does not comply with elongation requirements of ISO 898-13 HAS-E-B7 rods are considered ductile steel elements4 Tensile = ϕ AseN futa as noted inACI 318-14 Chapter 175 Shear = ϕ 060 AseV futa as noted inACI 318-14 Chapter 17 For 38-in diameter threaded rod shear = ϕ 050 AseV futa6 Seismic Shear = αVseis ϕVsa Reduction for seismic shear only See section 245 for additional information on seismic applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

25Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 25 mdash Load adjustment factors for 38-in diameter fractional threaded rods in uncracked concrete 123

38 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12(60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na na 043 032 023 013 na na na na 028 010 008 005 043 021 016 009 na na na na1-78 (48) 061 059 057 054 045 033 024 014 058 054 053 052 031 012 009 005 045 023 017 010 na na na na

2 (51) 062 060 057 054 047 034 025 014 058 054 053 052 034 013 010 006 047 025 019 011 na na na na3 (76) 068 065 061 057 060 042 031 018 062 056 055 054 063 023 018 011 060 042 031 018 na na na na

3-58 (92) 072 068 063 058 070 048 035 020 065 058 056 054 084 031 023 014 070 048 035 020 077 na na na4 (102) 074 070 065 059 077 052 038 022 066 058 057 055 098 036 027 016 077 052 038 022 081 na na na

4-58 (117) 077 073 067 060 089 060 043 025 069 060 058 056 100 045 034 020 089 060 043 025 087 062 na na5 (127) 080 075 069 061 096 064 047 027 070 061 059 056 050 038 023 096 064 047 027 091 065 na na

5-34 (146) 084 078 071 063 100 074 054 031 074 062 060 057 062 046 028 100 074 054 031 097 070 063 na6 (152) 086 080 072 063 077 056 033 075 063 060 057 066 050 030 077 056 033 099 071 065 na7 (178) 092 085 076 066 090 066 038 079 065 062 059 083 062 037 090 066 038 100 077 070 na8 (203) 097 090 080 068 100 075 043 083 067 064 060 100 076 046 100 075 043 082 075 na

8-34 (222) 100 093 082 069 082 048 086 068 065 061 087 052 082 048 086 078 0669 (229) 094 083 070 084 049 087 069 066 061 091 055 084 049 087 079 067

10 (254) 099 087 072 094 054 091 071 067 062 100 064 094 054 092 083 07011 (279) 100 091 074 100 060 095 073 069 064 074 100 060 096 087 07412 (305) 094 077 065 099 075 071 065 084 065 100 091 07714 (356) 100 081 076 100 080 074 067 100 076 099 08316 (406) 086 087 084 078 070 087 100 08918 (457) 090 098 088 081 072 098 09424 (610) 100 100 100 092 080 100 10030 (762) 100 08736 (914) 095

gt48 (1219) 100

Table 26 mdash Load adjustment factors for 38-in diameter fractional threaded rods in cracked concrete 123

38 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12(60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na na 058 054 049 043 na na na na 042 015 012 007 058 031 023 014 na na na na1-78 (48) 061 059 057 054 060 056 050 044 060 055 054 053 046 017 013 008 060 034 026 015 na na na na

2 (51) 062 060 057 054 062 057 051 044 061 055 055 053 051 019 014 008 062 038 028 017 na na na na3 (76) 068 065 061 057 078 070 060 049 066 058 057 055 093 034 026 016 078 069 052 031 na na na na

3-58 (92) 072 068 063 058 089 078 066 053 069 060 058 056 100 046 034 021 089 078 066 041 088 na na na4 (102) 074 070 065 059 096 084 070 055 071 061 059 056 053 040 024 096 084 070 048 092 na na na

4-58 (117) 077 073 067 060 100 093 076 058 075 063 060 057 066 049 030 100 093 076 058 099 071 na na5 (127) 080 075 069 061 099 080 060 077 064 061 058 074 056 033 099 080 060 100 074 na na

5-34 (146) 084 078 071 063 100 088 064 081 066 063 059 091 069 041 100 088 064 079 072 na6 (152) 086 080 072 063 091 066 082 066 064 060 097 073 044 091 066 081 074 na7 (178) 092 085 076 066 100 072 087 069 066 061 100 092 055 100 072 087 079 na8 (203) 097 090 080 068 078 092 072 068 063 100 068 078 093 085 na

8-34 (222) 100 093 082 069 083 096 074 070 064 077 083 098 089 0759 (229) 094 083 070 085 098 075 070 064 081 085 099 090 07610 (254) 099 087 072 091 100 077 073 066 094 091 100 095 08011 (279) 100 091 074 098 080 075 068 100 098 100 08412 (305) 094 077 100 083 077 069 100 08814 (356) 100 081 088 082 072 09516 (406) 086 094 086 076 10018 (457) 090 099 091 07924 (610) 100 100 100 08830 (762) 09836 (914) 100

gt48 (1219)1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

26 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 27 mdash Load adjustment factors for 12-in diameter fractional threaded rods in uncracked concrete 123

12 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10(70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na na 040 027 020 012 na na na na 010 007 005 003 021 014 010 006 na na na na2-12 (64) 061 059 057 054 048 032 023 014 055 054 053 052 018 012 009 005 035 023 018 011 na na na na

3 (76) 063 061 058 055 053 035 026 015 056 055 054 053 023 015 012 007 047 031 023 014 na na na na4 (102) 068 065 061 057 066 041 030 018 058 056 055 054 036 024 018 011 066 041 030 018 058 na na na5 (127) 072 069 064 058 082 048 035 021 061 058 057 055 050 033 025 015 082 048 035 021 065 na na na

5-34 (146) 076 071 066 060 094 054 040 023 062 059 058 055 062 041 031 018 094 054 040 023 070 061 na na6 (152) 077 072 067 060 098 057 042 024 063 060 058 056 066 043 033 020 098 057 042 024 071 062 na na7 (178) 081 076 069 062 100 066 048 028 065 061 059 057 083 055 041 025 100 066 048 028 077 067 na na

7-14 (184) 082 077 070 062 068 050 029 065 062 060 057 088 058 043 026 068 050 029 078 068 062 na8 (203) 086 080 072 063 075 055 032 067 063 061 057 100 067 050 030 075 055 032 082 071 065 na9 (229) 090 083 075 065 085 062 036 069 064 062 058 080 060 036 085 062 036 087 076 069 na

10 (254) 095 087 078 067 094 069 040 071 066 063 059 094 070 042 094 069 040 092 080 073 na11-14 (286) 100 092 081 069 100 078 046 074 068 065 061 100 084 050 100 078 046 097 085 077 065

12 (305) 094 083 070 083 049 075 069 066 061 092 055 083 049 100 087 079 06714 (356) 100 089 073 097 057 079 072 068 063 100 070 097 057 094 086 07216 (406) 094 077 100 065 084 076 071 065 085 100 065 100 092 07718 (457) 100 080 073 088 079 074 067 100 073 097 08220 (508) 083 081 092 082 076 069 081 100 08722 (559) 087 089 096 085 079 071 089 09124 (610) 090 097 100 088 082 072 097 09530 (762) 100 100 098 089 078 100 10036 (914) 100 097 084

gt48 (1219) 100 095

Table 28 mdash Load adjustment factors for 12-in diameter fractional threaded rods in cracked concrete 123

12 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10(70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na na 052 049 045 041 na na na na 016 010 008 005 032 021 016 009 na na na na2-12 (64) 061 059 057 054 060 056 050 044 057 055 054 053 027 018 013 008 054 035 027 016 na na na na

3 (76) 063 061 058 055 066 060 053 046 058 056 055 054 035 023 017 010 066 047 035 021 na na na na4 (102) 068 065 061 057 079 070 060 049 061 058 057 055 054 036 027 016 079 070 054 032 067 na na na5 (127) 072 069 064 058 092 080 067 053 064 061 059 056 076 050 038 023 092 080 067 045 075 na na na

5-34 (146) 076 071 066 060 100 088 073 056 066 062 060 057 094 062 046 028 100 088 073 056 080 070 na na6 (152) 077 072 067 060 091 075 057 067 063 060 057 100 066 049 030 091 075 057 082 071 na na7 (178) 081 076 069 062 100 083 062 069 065 062 059 083 062 037 100 083 062 088 077 na na

7-14 (184) 082 077 070 062 085 063 070 065 063 059 087 066 039 085 063 090 078 071 na8 (203) 086 080 072 063 091 066 072 067 064 060 100 076 046 091 066 094 082 075 na9 (229) 090 083 075 065 100 070 075 069 066 061 091 054 100 070 100 087 079 na

10 (254) 095 087 078 067 075 078 071 067 062 100 064 075 092 083 na11-14 (286) 100 092 081 069 081 081 074 070 064 076 081 097 088 075

12 (305) 094 083 070 085 083 075 071 065 084 085 100 091 07714 (356) 100 089 073 095 089 079 074 067 100 095 099 08316 (406) 094 077 100 094 084 078 070 100 100 08918 (457) 100 080 100 088 081 072 09420 (508) 083 092 085 075 09922 (559) 087 096 088 077 10024 (610) 090 100 092 08030 (762) 100 100 08736 (914) 094

gt48 (1219) 100

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

27Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 29 mdash Load adjustment factors for 58-in diameter fractional threaded rods in uncracked concrete 123

58 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12

(79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318)

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1-34 (44) na na na na 039 025 019 011 na na na na 009 005 004 002 019 010 008 005 na na na na3-18 (79) 061 059 057 054 052 032 023 014 056 054 053 052 022 012 009 005 045 024 018 011 na na na na

4 (102) 065 062 059 055 061 036 027 016 058 055 054 053 032 018 013 008 061 035 026 016 na na na na4-58 (117) 067 064 060 056 068 040 029 017 059 056 055 054 040 022 016 010 068 040 029 017 060 na na na

5 (127) 068 065 061 057 074 042 031 018 060 057 055 054 045 025 019 011 074 042 031 018 063 na na na6 (152) 072 068 063 058 089 047 035 020 062 058 056 055 059 032 024 015 089 047 035 020 069 na na na7 (178) 076 071 066 059 100 053 039 023 064 059 058 055 075 041 031 018 100 053 039 023 074 na na na

7-18 (181) 076 071 066 060 054 040 023 064 059 058 055 077 042 031 019 054 040 023 075 061 na na8 (203) 079 074 068 061 061 045 026 066 060 059 056 091 050 037 022 061 045 026 079 065 na na9 (229) 083 077 070 062 069 051 030 068 062 060 057 100 060 045 027 069 051 030 084 069 062 na

10 (254) 087 080 072 063 076 056 033 070 063 061 058 070 052 031 076 056 033 089 072 066 na11 (279) 090 083 074 065 084 062 036 072 064 062 058 081 060 036 084 062 036 093 076 069 na12 (305) 094 086 077 066 092 067 039 074 066 063 059 092 069 041 092 067 039 097 079 072 na14 (356) 100 091 081 069 100 079 046 077 068 065 061 100 087 052 100 079 046 100 086 078 06616 (406) 097 086 071 090 053 081 071 067 062 100 064 090 053 092 083 07018 (457) 100 090 074 100 059 085 074 069 064 076 100 059 097 088 07420 (508) 094 077 066 089 076 072 065 089 066 100 093 07822 (559) 099 079 072 093 079 074 067 100 072 098 08224 (610) 100 082 079 097 081 076 068 079 100 08626 (660) 085 085 100 084 078 070 085 09028 (711) 087 092 087 080 072 092 09330 (762) 090 099 089 082 073 099 09636 (914) 098 100 097 089 078 100 100

gt48 (1219) 100 100 100 087

Table 30 mdash Load adjustment factors for 58-in diameter fractional threaded rods in cracked concrete 123

58 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12

(79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318)

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1-34 (44) na na na na 049 046 043 040 na na na na 012 007 006 003 024 015 011 007 na na na na3-18 (79) 061 059 057 054 061 056 050 044 057 055 054 053 029 018 013 008 058 035 027 016 na na na na

4 (102) 065 062 059 055 069 062 055 046 059 057 056 054 042 026 019 012 069 051 038 023 na na na na4-58 (117) 067 064 060 056 076 067 058 048 061 058 056 055 052 032 024 014 076 064 048 029 066 na na na

5 (127) 068 065 061 057 080 070 060 049 062 058 057 055 059 036 027 016 080 070 054 032 068 na na na6 (152) 072 068 063 058 091 078 066 053 064 060 058 056 077 047 035 021 091 078 066 042 075 na na na7 (178) 076 071 066 059 100 087 072 056 066 062 060 057 097 059 045 027 100 087 072 053 081 na na na

7-18 (181) 076 071 066 060 088 073 056 067 062 060 057 100 061 046 027 088 073 055 082 069 na na8 (203) 079 074 068 061 096 078 059 069 063 061 058 073 054 033 096 078 059 087 073 na na9 (229) 083 077 070 062 100 085 062 071 065 062 059 087 065 039 100 085 062 092 078 071 na

10 (254) 087 080 072 063 091 066 073 067 064 060 100 076 046 091 066 097 082 075 na11 (279) 090 083 074 065 098 069 076 069 065 061 088 053 098 069 100 086 078 na12 (305) 094 086 077 066 100 073 078 070 067 062 100 060 100 073 090 082 na14 (356) 100 091 081 069 081 083 074 069 064 076 081 097 088 07416 (406) 097 086 071 089 087 077 072 066 092 089 100 094 08018 (457) 100 090 074 097 092 080 075 068 100 097 100 08420 (508) 094 077 100 097 084 078 070 100 08922 (559) 099 079 100 087 081 072 09324 (610) 100 082 090 083 074 09726 (660) 085 094 086 076 10028 (711) 087 097 089 07830 (762) 090 100 092 08036 (914) 098 100 086

gt48 (1219) 100 0971 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

28 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 31 mdash Load adjustment factors for 34-in diameter fractional threaded rods in uncracked concrete 123

34 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15(89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381)

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1-34 (44) na na na na 038 024 018 010 na na na na 009 004 003 002 017 008 006 004 na na na na3-34 (95) 062 059 057 054 055 032 023 014 057 054 053 052 027 012 009 006 053 025 019 011 na na na na

4 (102) 062 060 057 054 058 033 024 014 057 054 054 053 029 014 010 006 058 027 020 012 na na na na5 (127) 066 062 059 056 068 037 027 016 059 056 055 053 041 019 014 009 068 037 027 016 na na na na

5-14 (133) 066 063 060 056 071 038 028 017 060 056 055 053 044 020 015 009 071 038 028 017 062 na na na6 (152) 069 065 061 057 081 042 031 018 061 057 055 054 054 025 019 011 081 042 031 018 066 na na na7 (178) 072 067 063 058 090 047 034 020 063 058 056 055 068 032 024 014 090 047 034 020 072 na na na8 (203) 075 070 065 059 099 052 038 022 065 059 057 055 083 039 029 017 099 052 038 022 077 na na na

8-12 (216) 076 071 066 059 100 055 040 024 066 059 058 056 091 042 032 019 100 055 040 024 079 061 na na9 (229) 078 072 067 060 058 043 025 067 060 058 056 099 046 034 021 058 043 025 081 063 na na

10 (254) 081 075 069 061 064 047 028 068 061 059 056 100 054 040 024 064 047 028 086 066 na na10-34 (273) 083 077 070 062 069 051 030 070 062 060 057 060 045 027 069 051 030 089 069 063 na

12 (305) 087 080 072 063 077 057 033 072 063 061 058 071 053 032 077 057 033 094 073 066 na14 (356) 093 085 076 066 090 066 039 076 065 063 059 089 067 040 090 066 039 100 079 071 na16 (406) 100 090 080 068 100 076 044 079 068 065 060 100 082 049 100 076 044 084 076 na

16-34 (425) 091 081 069 079 046 081 068 065 061 087 052 079 046 086 078 06618 (457) 094 083 070 085 050 083 070 066 062 097 058 085 050 089 081 06820 (508) 099 087 072 095 055 087 072 068 063 100 068 095 055 094 085 07222 (559) 100 091 074 100 061 091 074 070 064 079 100 061 099 089 07524 (610) 094 077 067 094 076 072 066 090 067 100 093 07926 (660) 098 079 072 098 079 074 067 100 072 097 08228 (711) 100 081 078 100 081 075 068 078 100 08530 (762) 083 083 083 077 069 083 08836 (914) 090 100 090 083 073 100 097

gt48 (1219) 100 100 094 081 100

Table 32 mdash Load adjustment factors for 34-in diameter fractional threaded rods in cracked concrete 123

34 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15(89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381)

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1-34 (44) na na na na 047 044 042 039 na na na na 010 006 004 003 021 012 009 005 na na na na3-34 (95) 062 059 057 054 062 056 050 044 058 055 054 053 032 018 014 008 062 037 028 017 na na na na

4 (102) 062 060 057 054 064 057 051 044 058 056 055 053 036 020 015 009 064 040 030 018 na na na na5 (127) 066 062 059 056 072 063 056 047 060 057 056 054 050 028 021 013 072 056 042 025 na na na na

5-14 (133) 066 063 060 056 074 065 057 047 061 058 056 054 054 030 023 014 074 061 046 027 066 na na na6 (152) 069 065 061 057 081 070 060 049 063 059 057 055 066 037 028 017 081 070 056 033 071 na na na7 (178) 072 067 063 058 090 077 065 052 065 060 058 056 083 047 035 021 090 077 065 042 077 na na na8 (203) 075 070 065 059 099 084 070 055 067 061 059 057 100 057 043 026 099 084 070 051 082 na na na

8-12 (216) 076 071 066 059 100 088 072 056 068 062 060 057 063 047 028 100 088 072 056 084 070 na na9 (229) 078 072 067 060 091 075 057 069 063 061 058 068 051 031 091 075 057 087 072 na na

10 (254) 081 075 069 061 099 080 060 071 064 062 058 080 060 036 099 080 060 092 076 na na10-34 (273) 083 077 070 062 100 084 062 073 065 063 059 089 067 040 100 084 062 095 079 071 na

12 (305) 087 080 072 063 091 066 075 067 064 060 100 079 047 091 066 100 083 075 na14 (356) 093 085 076 066 100 072 079 070 067 062 099 060 100 072 090 081 na16 (406) 100 090 080 068 078 084 073 069 063 100 073 078 096 087 na

16-34 (425) 091 081 069 081 085 074 070 064 078 081 098 089 07518 (457) 094 083 070 085 088 076 071 065 087 085 100 092 07820 (508) 099 087 072 091 092 079 074 067 100 091 097 08222 (559) 100 091 074 098 096 082 076 069 098 100 08624 (610) 094 077 100 100 084 078 070 100 09026 (660) 098 079 087 081 072 09428 (711) 100 081 090 083 074 09730 (762) 083 093 086 075 10036 (914) 090 100 093 080

gt48 (1219) 100 100 0901 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

29Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 33 mdash Load adjustment factors for 78-in diameter fractional threaded rods in uncracked concrete 123

78 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12

(89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445)

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1-34 (44) na na na na 039 023 017 010 na na na na 009 003 002 001 018 006 004 003 na na na na4-38 (111) 062 059 057 054 062 032 024 014 058 054 053 052 035 012 009 005 062 024 018 011 na na na na

5 (127) 064 061 058 055 066 034 025 015 059 055 054 053 043 014 011 007 066 029 022 013 na na na na5-12 (140) 065 062 059 055 070 036 027 016 060 055 054 053 050 017 013 008 070 033 025 015 065 na na na

6 (152) 066 063 060 056 074 038 028 016 061 056 055 053 057 019 014 009 074 038 028 016 068 na na na7 (178) 069 065 061 057 081 042 031 018 063 056 055 054 071 024 018 011 081 042 031 018 073 na na na8 (203) 072 067 063 058 090 046 034 020 065 057 056 054 087 029 022 013 090 046 034 020 078 na na na9 (229) 074 069 064 059 098 051 037 022 067 058 057 055 100 035 026 016 098 051 037 022 083 na na na

9-78 (251) 077 071 066 059 100 055 041 024 069 059 057 055 040 030 018 100 055 041 024 087 060 na na10 (254) 077 071 066 060 056 041 024 069 059 058 055 041 031 018 056 041 024 087 061 na na11 (279) 080 073 067 060 061 045 026 071 060 058 056 047 035 021 061 045 026 091 064 na na12 (305) 082 075 069 061 067 049 029 073 061 059 056 054 040 024 067 049 029 095 066 na na

12-12 (318) 084 076 070 062 070 051 030 074 061 059 057 057 043 026 070 051 030 097 068 062 na14 (356) 088 080 072 063 078 058 034 077 063 061 058 068 051 031 078 058 034 100 072 065 na16 (406) 093 084 075 065 089 066 039 080 065 062 059 083 062 037 089 066 039 077 070 na18 (457) 099 088 079 067 100 074 043 084 067 064 060 099 074 044 100 074 043 081 074 na

19-12 (495) 100 091 081 069 080 047 087 068 065 061 100 084 050 080 047 085 077 06520 (508) 092 082 069 082 048 088 068 065 061 087 052 082 048 086 078 06622 (559) 097 085 071 090 053 092 070 067 062 100 060 090 053 090 082 06924 (610) 100 088 073 099 058 096 072 068 063 068 099 058 094 085 07226 (660) 091 075 100 063 099 074 070 064 077 100 063 098 089 07528 (711) 094 077 067 100 076 071 065 086 067 100 092 07830 (762) 098 079 072 078 073 066 096 072 095 08036 (914) 100 084 087 083 077 069 100 087 100 088

gt48 (1219) 096 100 094 086 076 100 100

Table 34 mdash Load adjustment factors for 78-in diameter fractional threaded rods in cracked concrete 123

78 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12

(89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445)

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1-34 (44) na na na na 045 043 041 038 na na na na 010 005 003 002 020 009 007 004 na na na na4-38 (111) 062 059 057 054 062 056 050 044 059 055 054 053 040 018 014 008 062 037 028 017 na na na na

5 (127) 064 061 058 055 066 059 052 045 060 056 055 054 049 023 017 010 066 045 034 020 na na na na5-12 (140) 065 062 059 055 070 062 054 046 061 057 056 054 056 026 019 012 070 052 039 023 067 na na na

6 (152) 066 063 060 056 074 064 056 047 062 057 056 054 064 030 022 013 074 059 044 027 070 na na na7 (178) 069 065 061 057 081 070 060 049 064 059 057 055 081 037 028 017 081 070 056 034 076 na na na8 (203) 072 067 063 058 090 076 064 052 066 060 058 056 098 046 034 021 090 076 064 041 081 na na na9 (229) 074 069 064 059 098 082 068 054 069 061 059 057 100 054 041 024 098 082 068 049 086 na na na

9-78 (251) 077 071 066 059 100 087 072 056 070 062 060 057 063 047 028 100 087 072 056 090 070 na na10 (254) 077 071 066 060 088 073 056 071 062 060 057 064 048 029 088 073 056 091 070 na na11 (279) 080 073 067 060 095 077 059 073 064 061 058 073 055 033 095 077 059 095 074 na na12 (305) 082 075 069 061 100 082 061 075 065 062 059 084 063 038 100 082 061 099 077 na na

12-12 (318) 084 076 070 062 084 062 076 065 063 059 089 067 040 084 062 100 079 071 na14 (356) 088 080 072 063 091 066 079 067 064 060 100 079 047 091 066 083 076 na16 (406) 093 084 075 065 100 071 083 070 066 062 097 058 100 071 089 081 na18 (457) 099 088 079 067 076 087 072 068 063 100 069 076 094 086 na

19-12 (495) 100 091 081 069 080 090 074 070 064 078 080 098 089 07520 (508) 092 082 069 082 091 075 070 064 081 082 099 090 07622 (559) 097 085 071 087 095 077 072 066 094 087 100 095 08024 (610) 100 088 073 093 099 080 074 067 100 093 099 08326 (660) 091 075 099 100 082 076 069 099 100 08728 (711) 094 077 100 085 079 070 100 09030 (762) 098 079 087 081 072 09336 (914) 100 084 094 087 076 100

gt48 (1219) 096 100 099 0851 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

30 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 35 mdash Load adjustment factors for 1-in diameter fractional threaded rods in uncracked concrete 123

1 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20(102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508)

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(ca)

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(mm

)

1-34 (44) na na na na 038 023 017 010 na na na na 008 002 002 001 015 005 004 002 na na na na5 (127) 062 059 057 054 062 032 024 014 059 054 053 052 037 011 009 005 062 023 017 010 na na na na6 (152) 064 061 058 055 069 035 026 015 060 055 054 053 048 015 011 007 069 030 022 013 na na na na

6-14 (159) 065 062 059 055 070 036 027 016 061 055 054 053 051 016 012 007 070 032 024 014 065 na na na7 (178) 067 063 060 056 075 039 029 017 062 055 055 053 061 019 014 009 075 038 028 017 069 na na na8 (203) 069 065 061 057 082 042 031 018 064 056 055 054 074 023 017 010 082 042 031 018 074 na na na9 (229) 072 067 063 058 089 046 034 020 065 057 056 054 089 028 021 012 089 046 034 020 078 na na na

10 (254) 074 069 064 058 097 050 037 021 067 058 056 055 100 032 024 015 097 050 037 021 083 na na na11 (279) 076 070 065 059 100 054 040 023 069 059 057 055 037 028 017 100 054 040 023 087 na na na

11-14 (286) 077 071 066 059 056 041 024 069 059 057 055 038 029 017 056 041 024 088 059 na na12 (305) 079 072 067 060 059 044 026 070 059 058 056 042 032 019 059 044 026 091 061 na na13 (330) 081 074 068 061 064 047 028 072 060 058 056 048 036 022 064 047 028 094 064 na na14 (356) 084 076 069 062 069 051 030 074 061 059 056 053 040 024 069 051 030 098 066 na na

14-14 (362) 084 076 070 062 070 052 030 074 061 059 057 055 041 025 070 052 030 099 067 061 na16 (406) 088 080 072 063 079 058 034 077 063 060 057 065 049 029 079 058 034 100 071 064 na18 (457) 093 083 075 065 089 065 038 081 064 062 058 078 058 035 089 065 038 075 068 na20 (508) 098 087 078 067 099 073 043 084 066 063 059 091 068 041 099 073 043 079 072 na22 (559) 100 091 081 068 100 080 047 088 067 064 060 100 079 047 100 080 047 083 075 na

22-14 (565) 091 081 069 081 047 088 067 064 060 080 048 081 047 084 076 06424 (610) 094 083 070 087 051 091 069 066 061 090 054 087 051 087 079 06626 (660) 098 086 072 094 055 094 070 067 062 100 061 094 055 090 082 06928 (711) 100 089 073 100 060 098 072 068 063 068 100 060 094 085 07230 (762) 092 075 064 100 074 069 064 075 064 097 088 07436 (914) 100 080 077 078 073 067 099 077 100 097 081

gt48 (1219) 090 100 088 081 072 100 100 100 094

Table 36 mdash Load adjustment factors for 1-in diameter fractional threaded rods in cracked concrete 123

1 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20(102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

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(h)

mdash in

(mm

)

1-34 (44) na na na na 044 042 040 038 na na na na 009 004 003 002 017 008 006 003 na na na na5 (127) 062 059 057 054 062 056 050 044 059 055 054 053 042 019 014 008 062 037 028 017 na na na na6 (152) 064 061 058 055 069 060 053 046 061 057 055 054 055 024 018 011 069 049 037 022 na na na na

6-14 (159) 065 062 059 055 070 061 054 046 062 057 056 054 058 026 019 012 070 052 039 023 068 na na na7 (178) 067 063 060 056 075 065 057 047 063 058 056 054 069 031 023 014 075 061 046 028 072 na na na8 (203) 069 065 061 057 082 070 060 049 065 059 057 055 084 038 028 017 082 070 056 034 077 na na na9 (229) 072 067 063 058 089 075 064 051 067 060 058 056 100 045 034 020 089 075 064 040 082 na na na

10 (254) 074 069 064 058 097 080 067 053 069 061 059 056 052 039 024 097 080 067 047 086 na na na11 (279) 076 070 065 059 100 086 071 055 070 062 060 057 060 045 027 100 086 071 054 090 na na na

11-14 (286) 077 071 066 059 087 072 056 071 062 060 057 063 047 028 087 072 056 092 070 na na12 (305) 079 072 067 060 091 075 057 072 063 061 058 069 052 031 091 075 057 095 072 na na13 (330) 081 074 068 061 097 079 059 074 064 062 058 078 058 035 097 079 059 098 075 na na14 (356) 084 076 069 062 100 083 062 076 065 063 059 087 065 039 100 083 062 100 078 na na

14-14 (362) 084 076 070 062 084 062 077 065 063 059 089 067 040 084 062 079 071 na16 (406) 088 080 072 063 091 066 080 067 064 060 100 080 048 091 066 083 076 na18 (457) 093 083 075 065 100 070 083 070 066 061 095 057 100 070 088 080 na20 (508) 098 087 078 067 075 087 072 068 063 100 067 075 093 085 na22 (559) 100 091 081 068 080 091 074 070 064 077 080 098 089 na

22-14 (565) 091 081 069 080 091 074 070 064 078 080 098 089 07524 (610) 094 083 070 085 095 076 071 065 088 085 100 093 07826 (660) 098 086 072 090 098 078 073 067 099 090 096 08128 (711) 100 089 073 095 100 080 075 068 100 095 100 08430 (762) 092 075 100 083 077 069 100 08736 (914) 100 080 089 082 073 096

gt48 (1219) 090 100 093 081 1001 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

31Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 37 mdash Load adjustment factors for 1-14-in diameter fractional threaded rods in uncracked concrete 123

1-14 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25

(127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635)

Spac

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Edg

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mdash in

(mm

) 1-34 (44) na na na na 037 022 016 009 na na na na 005 002 001 001 011 003 002 001 na na na na6-14 (159) 062 059 057 054 063 032 024 014 059 054 053 052 037 011 008 005 063 022 016 010 na na na na

7 (178) 064 060 058 055 067 034 025 015 060 054 053 052 043 013 009 006 067 026 019 011 na na na na8 (203) 066 062 059 055 072 037 027 016 061 055 054 053 053 016 012 007 072 031 023 014 066 na na na9 (229) 068 063 060 056 078 040 029 017 062 055 054 053 063 019 014 008 078 038 028 017 070 na na na

10 (254) 070 065 061 057 083 043 031 018 064 056 055 054 074 022 016 010 083 043 031 018 074 na na na11 (279) 072 066 062 057 089 046 034 020 065 057 055 054 086 025 019 011 089 046 034 020 078 na na na12 (305) 074 068 063 058 095 049 036 021 066 057 056 054 098 029 021 013 095 049 036 021 081 na na na13 (330) 076 069 064 059 100 052 038 023 068 058 056 055 100 033 024 014 100 052 038 023 084 na na na14 (356) 077 071 066 059 056 041 024 069 059 057 055 036 027 016 056 041 024 087 058 na na

14-14 (362) 078 071 066 060 057 042 025 069 059 057 055 037 027 016 057 042 025 088 059 na na15 (381) 079 072 067 060 060 044 026 070 059 057 055 040 030 018 060 044 026 091 060 na na16 (406) 081 074 068 061 064 047 028 072 060 058 056 045 033 020 064 047 028 094 062 na na17 (432) 083 075 069 061 068 050 029 073 060 058 056 049 036 021 068 050 029 096 064 na na18 (457) 085 077 070 062 072 053 031 075 061 059 056 053 039 023 072 053 031 099 066 060 na20 (508) 089 080 072 063 080 059 035 077 062 060 057 062 046 027 080 059 035 100 070 063 na22 (559) 093 083 074 065 088 065 038 080 063 061 058 072 053 032 088 065 038 073 066 na24 (610) 097 086 077 066 096 071 042 083 065 062 058 082 060 036 096 071 042 076 069 na26 (660) 100 089 079 067 100 077 045 086 066 063 059 092 068 041 100 077 045 079 072 na28 (711) 091 081 069 083 048 088 067 064 060 100 076 045 083 048 082 074 06330 (762) 094 083 070 089 052 091 068 065 061 084 050 089 052 085 077 06536 (914) 100 090 074 100 062 099 072 068 063 100 066 100 062 094 084 071

gt48 (1219) 100 082 083 100 079 074 067 100 083 100 097 082

Table 38 mdash Load adjustment factors for 1-14-in diameter fractional threaded rods in cracked concrete 123

1-14 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25

(127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na na 042 040 039 037 na na na na 007 003 002 001 013 006 004 003 na na na na6-14 (159) 062 059 057 054 063 056 050 044 060 056 055 053 044 020 015 009 087 039 029 018 na na na na

7 (178) 064 060 058 055 067 058 052 045 061 056 055 054 052 023 017 010 095 046 035 021 na na na na8 (203) 066 062 059 055 072 062 055 046 062 057 056 054 064 028 021 013 100 056 042 025 070 na na na9 (229) 068 063 060 056 078 066 057 048 064 058 057 055 076 034 025 015 066 051 030 074 na na na

10 (254) 070 065 061 057 083 070 060 049 065 059 057 055 089 039 030 018 070 059 036 078 na na na11 (279) 072 066 062 057 089 074 063 051 067 060 058 056 100 046 034 020 074 063 041 082 na na na12 (305) 074 068 063 058 095 078 066 053 068 061 059 056 052 039 023 078 066 047 086 na na na13 (330) 076 069 064 059 100 082 069 054 070 062 060 057 059 044 026 082 069 053 089 na na na14 (356) 077 071 066 059 087 072 056 072 063 060 057 065 049 029 087 072 056 093 071 na na

14-14 (362) 078 071 066 060 088 073 056 072 063 061 058 067 050 030 088 073 056 094 071 na na15 (381) 079 072 067 060 091 075 057 073 063 061 058 073 054 033 091 075 057 096 073 na na16 (406) 081 074 068 061 096 078 059 075 064 062 058 080 060 036 096 078 059 099 076 na na17 (432) 083 075 069 061 100 081 061 076 065 063 059 087 066 039 100 081 061 100 078 na na18 (457) 085 077 070 062 085 062 078 066 063 059 095 071 043 085 062 080 073 na20 (508) 089 080 072 063 091 066 081 068 065 061 100 084 050 091 066 085 077 na22 (559) 093 083 074 065 098 069 084 070 066 062 097 058 098 069 089 081 na24 (610) 097 086 077 066 100 073 087 072 068 063 100 066 100 073 093 084 na26 (660) 100 089 079 067 077 090 073 069 064 074 077 097 088 na28 (711) 091 081 069 081 093 075 071 065 083 081 100 091 07730 (762) 094 083 070 085 096 077 072 066 092 085 094 07936 (914) 100 090 074 097 100 082 077 069 100 097 100 087

gt48 (1219) 100 082 100 100 093 086 075 100 100

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

32 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

2410 canadian limit State design

Limit State Design of anchors is described in the provisions of CSA A233 -14 (2014) Annex D for post-installed anchors tested and assessed in accordance with ACI 3552 for mechanical anchors and ACI 3554 for adhesive anchors This section contains the Limit State Design tables with unfactored characteristic loads that are based on the published loads in ICC Evaluation Services ESR-3829 These tables are followed by factored resistance tables The factored resistance tables have characteristic design loads that are prefactored by the applicable reduction factors for a single anchor with no

anchor-to-anchor spacing or edge distance adjustments for the convenience of the user of this document All the figures in the previous ACI 318-14 Chapter 17 design section are applicable to Limit State Design and the tables will reference these figures

For a detailed explanation of the tables developed in accordance with CSA A233-14 (2014) Annex D refer to Section 318 Technical assistance is available by contacting Hilti Canada at (800) 363-4458 or at wwwhiltica

Table 39 mdash Specifications for CA Rebar installed with HIT-RE 100

Setting information Symbol UnitsRebar Size

10 M 15 M 20 M 25 M 30 M

Nominal bit diameter do in 916 34 1 1-14 1-12

Effective Embedment

minimum hefminmm 60 80 90 100 120

maximum hefmaxmm 226 320 390 504 598

Minimum Concrete Thickness hminmm hef + 30 hef + 2do

Table 40 mdash Specifications for CA Rebar installed with HIT-RE 100

Rebar Size

CSA-G3018 Grade 4002

Tensile3 Nsar

lb (kN)

Shear4 Vsar

lb (kN)

Seismic shear5 Vsareq

lb (kN)

10 M 7245 4035 2825

(322) 179) (126)

15 M 14525 8090 5665

(646) (360) (252)

20 M 21570 12020 8415

(959) (535) (374)

25 M 36025 20070 14050

(1602) (893) (625)

30 M 50715 28255 19780

(2256) (1257) (880)

1 See Section 3186 to convert design strength value to ASD value2 CSA-G3018 Grade 400 rebar are considered ductile steel elements3 Tensile = AseN фs ndash R as noted in CSA A233-14 Annex D4 Shear = AseV фs 060 futa R as noted in CSA A233-14 Annex D5 Seismic Shear = αVseis Vsar Reduction factor for seismic shear only

See section 3187 for additional information on seismic applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

33Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 41 mdash Hilti HIT-RE 100 adhesive design information with CA rebar in hammer drilled holes in accordance with CSA A233-14 Annex D 19

Design parameter Symbol UnitsRebar Size Ref

A233-1410 M 15 M 20 M 25 M 30 M

Anchor OD da mm 113 160 195 252 299

Effective minimum embedment 2 hefmm 60 80 90 101 120

Effective maximum embedment 2 hefmm 226 320 390 504 598

Minimum concrete thickness 2 hminmm hef + 30 hef + 2d0

Critical edge distance cacmm See ESR-3187 section 4110

Minimum edge distance cmin3 mm 57 80 98 126 150

Minimum anchor spacing sminmm 57 80 98 126 150

Coeff for factored conc breakoutresistance uncracked concrete kcuncr

4 - 10 D622

Coeff for factored conc breakoutresistance cracked concrete kccr

4 - 7 D622

Concrete material resistance factor ϕc - 065 842 Resistance modification factor for tension and shear concrete failure modes Condition B 5 Rconc - 100 D53 (c )

Dry Concrete

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 476 476 476 476 416D652

(MPa) (33) (33) (33) (33) (29Characteristic bond stress in uncracked concrete 78 τuncr

psi 1272 1204 1156 1100 1056D652

(MPa) (88) (83) (80) (76) (73Anchor category dry concrete - - 2 2 2 2 2

D53 (c)Resistance modification factor Rdry

- 085 085 085 085 085Water Saturated Concrete

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 424 420 405 360 319D652

(MPa) (29) (29) (28) (25) (22Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1061 986 878 803D652

(MPa) (78) (73) (68) (61) (55)Anchor category water-saturated concrete - - 3 3 3 3 3

D53 (c)Resistance modification factor Rws

- 075 075 075 075 075Water-Filled Hole

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 424 420 405 360 319D652

(MPa) (29) (29) (28) (25) (22)Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1061 986 878 803D652

(MPa) (78) (73) (68) (61) (55)Anchor category water-filled hole - - 3 3 3 3 3

D53 (c)Resistance modification factor Rwf

- 075 075 075 075 075Underwater Application

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 424 420 405 360 319D652

(MPa) (29) (29) (28) (25) (22)Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1061 986 878 803D652

(MPa) (78) (73) (68) (61) (55)Anchor category underwater - - 3 3 3 3 3

D53 (c)Resistance modification factor Ruw

- 075 075 075 075 075

1 Design information in this table is taken from ICC-ES ESR-3829 dated January 2016 table 32 and 33 and converted for use with CSA A233-14 Annex D2 See figure 23 Minimum edge distance may be reduced to 45mm provided rebar remains untorqued See ESR-3829 section 4194 For all design cases ψcN = 10 The appropriate coefficient for breakout resistance for cracked concrete (kccr) or uncracked concrete (kcuncr) must be used5 For use with the load combinations of CSA A233-14 chapter 8 Condition B applies where supplementary reinforcement in conformance with CSA A233-14 section D53 is not provided or

where pullout or pryout strength governs For cases where the presence of supplementary reinforcement can be verified the resistance modification factors associated with Condition A may be used

6 Temperature range A Max short term temperature = 130degF (55degC) max long term temperature = 110degF (43degC) Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

7 Bond strength values corresponding to concrete compressive strength fʹc = 2500 psi (172 MPa) For concrete compressive strength fʹc between 2500 psi (172 MPa) and 8000 psi (552 MPa) the tabulated characteristic bond strength may be increased by a factor of (fʹc2500)01 [for SI (fʹc 172)01]

8 Bond strength values are for sustained loads including dead and live loads For load combinations consisting of short-term loads only such as wind and seismic bond strengths may be increased by 40 percent

9 For structures assigned to Seismic Design Categories C D E or F bond strength values must be multiplied by αNseis = 09

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

34 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 42 mdash Hilti HIT-RE 100 adhesive factored resistance with concrete bond failure for CA rebar in uncracked concrete 12345678910

Rebar Size

EffectiveEmbedment

Depthin (mm)

Tension mdash Nr Shear mdash Vr

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

10 M

4-12 4515 4620 4705 4840 9030 9235 9405 9680(115) (201) (205) (209) (215) (402) (411) (418) (431)

7-116 7070 7230 7360 7575 14135 14455 14720 15150(180) (314) (322) (327) (337) (629) (643) (655) (674)8-78 8875 9075 9240 9510 17750 18150 18485 19025(226) (395) (404) (411) (423) (790) (807) (822) (846)

15 M

5-1116 7630 7805 7945 8180 15260 15605 15895 16360(145) (339) (347) (353) (364) (679) (694) (707) (728)

9-1316 13155 13455 13700 14100 26315 26910 27405 28205(250) (585) (598) (609) (627) (1171) (1197) (1219) (1255)

12-58 16840 17220 17540 18050 33685 34445 35075 36100(320) (749) (766) (780) (803) (1498) (1532) (1560) (1606)

20 M

7-78 12315 12595 12825 13200 24635 25190 25655 26400(200) (548) (560) (571) (587) (1096) (1120) (1141) (1174)14 21865 22355 22765 23430 43725 44710 45535 46865

(355) (972) (994) (1013) (1042) (1945) (1989) (2025) (2085)15-38 24020 24560 25010 25740 48035 49120 50025 51485(390) (1068) (1092) (1113) (1145) (2137) (2185) (2225) (2290)

25 M

9-116 17420 17810 18140 18670 34835 35620 36280 37335(230) (775) (792) (807) (830) (1550) (1585) (1614) (1661)

15-1516 30670 31365 31940 32870 61340 62725 63880 65745(405) (1364) (1395) (1421) (1462) (2729) (2790) (2842) (2924)

19-1316 38170 39030 39750 40910 76335 78060 79495 81815(504) (1698) (1736) (1768) (1820) (3396) (3472) (3536) (3639)

30 M

10-14 22430 22935 23355 24040 44855 45870 46710 48075(260) (998) (1020) (1039) (1069) (1995) (2040) (2078) (2138)

17-1516 39250 40135 40875 42065 78500 80270 81745 84130(455) (1746) (1785) (1818) (1871) (3492) (3571) (3636) (3742)

23-916 51585 52750 53720 55285 103170 105495 107435 110575(598) (2295) (2346) (2390) (2459) (4589) (4693) (4779) (4919)

1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 40

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only Seismic design is not permitted for uncracked concrete

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

35Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 43 mdash Hilti HIT-RE 100 adhesive factored resistance with concrete bond failure for CA rebar in cracked concrete 12345678910

Rebar Size

EffectiveEmbedment

Depthin (mm)

Tension mdash Nr Shear mdash Vr

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

10 M

4-12 1690 1730 1760 1810 3380 3455 3520 3620(115) (75) (77) (78) (81) (150) (154) (157) (161)

7-116 2645 2705 2755 2835 5290 5410 5510 5670(180) (118) (120) (123) (126) (235) (241) (245) (252)8-78 3320 3395 3460 3560 6640 6790 6915 7120(226) (148) (151) (154) (158) (295) (302) (308) (317)

15 M

5-1116 3015 3085 3140 3235 6035 6170 6285 6465(145) (134) (137) (140) (144) (268) (274) (280) (288)

9-1316 5200 5320 5415 5575 10405 10640 10835 11150(250) (231) (237) (241) (248) (463) (473) (482) (496)

12-58 6660 6810 6935 7135 13315 13615 13865 14270(320) (296) (303) (308) (317) (592) (606) (617) (635)

20 M

7-78 5070 5185 5280 5435 10145 10370 10565 10870(200) (226) (231) (235) (242) (451) (461) (470) (484)14 9000 9205 9375 9650 18005 18410 18750 19295

(355) (400) (409) (417) (429) (801) (819) (834) (858)15-38 9890 10115 10300 10600 19780 20225 20600 21200(390) (440) (450) (458) (471) (880) (900) (916) (943)

25 M

9-116 7535 7705 7850 8080 15075 15415 15700 16155(230) (335) (343) (349) (359) (671) (686) (698) (719)

15-1516 13270 13570 13820 14225 26545 27145 27645 28450(405) (590) (604) (615) (633) (1181) (1207) (1230) (1265)

19-1316 16515 16890 17200 17700 33035 33780 34400 35405(504) (735) (751) (765) (787) (1469) (1503) (1530) (1575)

30 M

10-14 8835 9035 9200 9470 17670 18070 18400 18940(260) (393) (402) (409) (421) (786) (804) (819) (842)

17-1516 15460 15810 16100 16570 30925 31620 32205 33145(455) (688) (703) (716) (737) (1376) (1407) (1432) (1474)

23-916 20320 20780 21160 21780 40640 41560 42325 43560(598) (904) (924) (941) (969) (1808) (1849) (1883) (1938)

1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 40

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only For seismic loads multiply cracked concrete tabular values in tension and shear by αseis = 0675 See section 245 for additional information on seismic

applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

36 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 45 mdash Load adjustment factors for 10M rebar in uncracked concrete 123

10 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4-12 7-116 8-78 4-12 7-116 8-78 4-12 7-116 8-89 4-12 7-116 8-78 4-12 7-116 8-78 4-12 7-116 8-78(115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 025 016 012 na na na 009 006 005 018 012 009 na na na2-316 (55) 058 055 054 028 017 013 054 053 053 012 008 006 025 016 013 na na na

3 (76) 061 057 056 033 020 016 056 054 054 020 013 010 033 020 016 na na na4 (102) 065 059 057 039 024 019 058 056 055 031 020 016 039 024 019 na na na5 (127) 068 062 059 046 029 023 060 057 056 043 028 022 046 029 023 na na na

5-1116 (145) 071 063 061 053 033 026 061 058 057 053 034 027 053 033 026 066 na na6 (152) 072 064 061 056 035 027 061 059 057 057 037 029 056 035 027 068 na na7 (178) 076 066 063 065 040 032 063 060 059 072 046 037 065 040 032 073 na na8 (203) 079 069 065 074 046 036 065 061 060 088 056 045 074 046 036 078 na na

8-14 (210) 080 069 065 077 048 038 066 062 060 092 059 047 077 048 038 080 069 na9 (229) 083 071 067 084 052 041 067 063 061 100 067 053 084 052 041 083 071 na

10-116 (256) 087 074 069 094 058 046 069 064 062 080 063 094 058 046 088 076 07011 (279) 090 076 071 100 063 050 071 066 063 091 072 100 063 050 092 079 07312 (305) 094 078 072 069 054 073 067 065 100 082 069 054 096 083 07714 (356) 100 083 076 081 064 077 070 067 100 081 064 100 089 08316 (406) 088 080 092 073 081 073 070 092 073 095 08818 (457) 092 084 100 082 084 076 072 100 082 100 09424 (610) 100 095 100 096 084 079 100 10030 (762) 100 100 093 08736 (914) 100 094

gt48 (1219) 100

Table 46 mdash Load adjustment factors for 10M rebar in cracked concrete 123

10 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4-12 7-116 8-78 4-12 7-116 8-78 4-12 7-116 8-89 4-12 7-116 8-78 4-12 7-116 8-78 4-12 7-116 8-78(115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 049 044 042 na na na 017 011 009 034 022 017 na na na2-316 (55) 058 055 054 052 046 043 056 055 054 024 015 012 047 030 024 na na na

3 (76) 061 057 056 060 050 047 059 057 056 039 025 020 060 049 039 na na na4 (102) 065 059 057 070 056 051 062 059 058 059 038 030 070 056 051 na na na5 (127) 068 062 059 080 062 056 065 061 059 083 053 042 080 062 056 na na na

5-1116 (145) 071 063 061 088 066 059 067 062 061 100 065 052 088 066 059 082 na na6 (152) 072 064 061 091 068 061 068 063 061 070 056 091 068 061 084 na na7 (178) 076 066 063 100 074 065 071 065 063 088 070 100 074 065 091 na na8 (203) 079 069 065 081 070 074 067 065 100 085 081 070 097 na na

8-14 (210) 080 069 065 083 072 074 068 066 090 083 072 099 085 na9 (229) 083 071 067 088 076 077 070 067 100 088 076 100 089 na

10-116 (256) 087 074 069 096 081 080 072 069 096 081 094 08711 (279) 090 076 071 100 086 082 074 071 100 086 098 09112 (305) 094 078 072 092 085 076 073 092 100 09514 (356) 100 083 076 100 091 081 076 100 10016 (406) 088 080 097 085 08018 (457) 092 084 100 089 08424 (610) 100 095 100 09530 (762) 100 10036 (914)

gt48 (1219)

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

37Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 47 mdash Load adjustment factors for 15M rebar in uncracked concrete 123

15 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58

(145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 025 014 011 na na na 006 004 003 013 007 006 na na na3-18 (80) 059 055 054 032 018 014 055 053 053 015 009 007 031 018 014 na na na

4 (102) 062 057 055 036 020 016 056 054 054 022 013 010 036 020 016 na na na5 (127) 065 058 057 041 023 018 058 055 054 031 018 014 041 023 018 na na na6 (152) 068 060 058 047 026 020 059 056 055 040 023 018 047 026 020 na na na7 (178) 070 062 059 053 030 023 061 057 056 051 029 023 053 030 023 na na na

7-14 (184) 071 062 060 055 031 024 061 058 056 053 031 024 055 031 024 066 na na8 (203) 073 064 061 060 034 026 062 058 057 062 036 028 060 034 026 070 na na9 (229) 076 065 062 068 038 029 064 059 058 074 043 034 068 038 029 074 na na

10 (254) 079 067 063 075 042 033 065 061 059 087 050 039 075 042 033 078 na na11-38 (289) 083 069 065 086 048 037 067 062 060 100 061 048 086 048 037 083 069 na

12 (305) 085 070 066 090 051 039 068 063 061 066 052 090 051 039 085 071 na14-18 (359) 091 074 069 100 060 046 071 065 063 084 066 100 060 046 093 077 071

16 (406) 097 077 071 068 052 074 067 064 100 079 068 052 098 082 07618 (457) 100 080 074 076 059 077 069 066 095 076 059 100 087 08020 (508) 084 076 084 065 080 071 068 100 084 065 092 08522 (559) 087 079 093 072 083 073 070 093 072 096 08924 (610) 091 082 100 078 086 075 071 100 078 100 09330 (762) 100 090 098 095 082 077 098 10036 (914) 098 100 100 088 082 100

gt48 (1219) 100 100 093

Table 48 mdash Load adjustment factors for 15M rebar in cracked concrete 123

15 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58

(145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 046 041 040 na na na 011 007 005 023 013 010 na na na3-18 (80) 059 055 054 055 046 044 057 055 054 028 016 013 055 032 025 na na na

4 (102) 062 057 055 062 050 046 059 056 055 040 023 018 062 046 036 na na na5 (127) 065 058 057 069 054 049 061 058 057 055 032 025 069 054 049 na na na6 (152) 068 060 058 077 058 052 063 059 058 073 042 033 077 058 052 na na na7 (178) 070 062 059 086 062 056 066 061 059 092 053 042 086 062 056 na na na

7-14 (184) 071 062 060 088 063 056 066 061 060 096 056 044 088 063 056 081 na na8 (203) 073 064 061 095 066 059 068 063 061 100 065 051 095 066 059 085 na na9 (229) 076 065 062 100 071 062 070 064 062 078 061 100 071 062 090 na na

10 (254) 079 067 063 076 066 072 066 063 091 071 076 066 095 na na11-38 (289) 083 069 065 082 071 076 068 065 100 086 082 071 100 084 na

12 (305) 085 070 066 086 073 077 069 066 093 086 073 087 na14-18 (359) 091 074 069 097 081 082 072 069 100 097 081 094 087

16 (406) 097 077 071 100 088 086 075 071 100 088 100 09218 (457) 100 080 074 096 090 078 074 096 09820 (508) 084 076 100 095 081 077 100 10022 (559) 087 079 099 084 07924 (610) 091 082 100 088 08230 (762) 100 090 097 09036 (914) 098 100 098

gt48 (1219) 100 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

38 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 49 mdash Load adjustment factors for 20M rebar in uncracked concrete 123

20 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38(200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na 021 011 010 na na na 004 002 002 008 005 004 na na na3-78 (98) 058 055 054 028 015 014 054 053 053 014 008 007 027 015 014 na na na

4 (102) 058 055 054 029 016 014 055 053 053 014 008 007 029 016 014 na na na5 (127) 061 056 055 032 018 016 056 054 054 020 011 010 032 018 016 na na na6 (152) 063 057 057 036 020 018 057 055 054 027 015 014 036 020 018 na na na7 (178) 065 058 058 040 022 020 058 055 055 034 019 017 040 022 020 na na na8 (203) 067 060 059 044 024 022 059 056 056 041 023 021 044 024 022 na na na9 (229) 069 061 060 050 027 025 060 057 057 049 028 025 050 027 025 na na na

10 (254) 071 062 061 055 030 027 061 058 057 057 032 029 055 030 027 068 na na11 (279) 073 063 062 061 033 030 063 059 058 066 037 034 061 033 030 071 na na12 (305) 075 064 063 066 036 033 064 059 059 075 042 039 066 036 033 074 na na14 (356) 080 067 065 077 042 038 066 061 060 095 053 049 077 042 038 080 na na16 (406) 084 069 067 088 048 044 068 063 062 100 065 059 088 048 044 086 071 na18 (457) 088 071 070 100 054 049 071 064 063 078 071 100 054 049 091 075 07320 (508) 092 074 072 060 055 073 066 065 091 083 060 055 096 079 07722 (559) 097 076 074 066 060 075 067 066 100 096 066 060 100 083 08024 (610) 100 079 076 072 066 078 069 068 100 072 066 087 08426 (660) 081 078 078 071 080 070 069 078 071 090 08728 (711) 083 080 084 076 082 072 071 084 076 094 09130 (762) 086 083 090 082 084 074 072 090 082 097 09436 (914) 093 089 100 098 091 078 076 100 098 100 100

gt48 (1219) 100 100 100 100 088 085 100

Table 50 mdash Load adjustment factors for 20M rebar in cracked concrete 123

20 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38(200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na 043 039 039 na na na 007 004 004 015 008 007 na na na3-78 (98) 058 055 054 053 045 044 056 054 054 024 013 012 048 027 024 na na na

4 (102) 058 055 054 054 045 044 057 055 054 025 014 013 050 028 026 na na na5 (127) 061 056 055 059 048 047 058 056 055 035 020 018 059 040 036 na na na6 (152) 063 057 057 064 051 049 060 057 056 046 026 024 064 051 047 na na na7 (178) 065 058 058 070 053 052 062 058 057 058 033 030 070 053 052 na na na8 (203) 067 060 059 076 056 054 063 059 059 071 040 036 076 056 054 na na na9 (229) 069 061 060 082 059 057 065 060 060 085 048 043 082 059 057 na na na

10 (254) 071 062 061 088 062 060 067 061 061 099 056 051 088 062 060 081 na na11 (279) 073 063 062 095 065 062 068 062 062 100 065 059 095 065 062 085 na na12 (305) 075 064 063 100 069 065 070 064 063 074 067 100 069 065 089 na na14 (356) 080 067 065 075 071 073 066 065 093 084 075 071 096 na na16 (406) 084 069 067 082 077 077 068 067 100 100 082 077 100 085 na18 (457) 088 071 070 089 083 080 070 069 089 083 090 08720 (508) 092 074 072 096 090 083 073 071 096 090 095 09222 (559) 097 076 074 100 096 086 075 073 100 096 100 09724 (610) 100 079 076 100 090 077 076 100 10026 (660) 081 078 093 079 07828 (711) 083 080 096 082 08030 (762) 086 083 100 084 08236 (914) 093 089 091 088

gt48 (1219) 100 100 100 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

39Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 51 mdash Load adjustment factors for 25M rebar in uncracked concrete 123

25 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316

(230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 022 012 010 na na na 003 002 001 006 003 003 na na na5 (127) 059 055 054 032 018 014 055 053 053 014 008 007 029 016 013 na na na6 (152) 061 056 055 035 019 015 055 054 053 019 011 009 035 019 015 na na na7 (178) 063 057 056 039 021 017 056 054 054 024 013 011 039 021 017 na na na8 (203) 065 058 057 042 023 018 057 055 054 029 016 013 042 023 018 na na na9 (229) 067 059 058 046 025 020 058 056 055 035 020 016 046 025 020 na na na

10 (254) 068 060 058 050 027 022 059 056 055 040 023 018 050 027 022 na na na11-916 (294) 071 062 060 057 031 025 061 057 056 050 029 023 057 031 025 065 na na

12 (305) 072 063 060 059 032 026 061 058 056 053 030 024 059 032 026 066 na na14 (356) 076 065 062 069 038 030 063 059 058 067 038 031 069 038 030 071 na na16 (406) 079 067 063 079 043 034 065 060 059 082 047 037 079 043 034 076 na na18 (457) 083 069 065 089 049 039 066 061 060 098 056 045 089 049 039 081 na na

18-716 (469) 084 069 066 091 050 040 067 062 060 100 058 046 091 050 040 082 068 na20 (508) 087 071 067 099 054 043 068 063 061 065 052 099 054 043 085 071 na

22-38 (568) 091 073 069 100 060 048 070 064 062 077 062 100 060 048 090 075 07024 (610) 094 075 070 065 052 072 065 063 085 069 065 052 094 077 07226 (660) 098 077 072 070 056 074 066 064 096 077 070 056 097 081 07528 (711) 100 079 074 076 060 076 068 065 100 087 076 060 100 084 07830 (762) 081 075 081 065 077 069 066 096 081 065 087 08136 (914) 088 080 097 078 083 073 069 100 097 078 095 088

gt48 (1219) 100 090 100 100 094 080 076 100 100 100 100

Table 52 mdash Load adjustment factors for 25M rebar in cracked concrete 123

25 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316

(230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 042 039 038 na na na 005 003 002 010 006 004 na na na5 (127) 059 055 054 055 046 044 056 054 054 024 013 011 047 027 022 na na na6 (152) 061 056 055 060 048 046 058 055 055 031 018 014 060 035 028 na na na7 (178) 063 057 056 065 051 048 059 056 055 039 022 018 065 044 036 na na na8 (203) 065 058 057 070 053 050 060 057 056 048 027 022 070 053 044 na na na9 (229) 067 059 058 075 056 051 061 058 057 057 032 026 075 056 051 na na na

10 (254) 068 060 058 080 059 053 063 059 058 067 038 030 080 059 053 na na na11-916 (294) 071 062 060 089 063 057 065 060 059 083 047 038 089 063 057 077 na na

12 (305) 072 063 060 091 064 058 065 060 059 088 050 040 091 064 058 078 na na14 (356) 076 065 062 100 069 062 068 062 061 100 063 051 100 069 062 084 na na16 (406) 079 067 063 075 066 070 064 062 077 062 075 066 090 na na18 (457) 083 069 065 081 071 073 066 064 092 074 081 071 096 na na

18-716 (469) 084 069 066 083 072 074 066 064 095 076 083 072 097 080 na20 (508) 087 071 067 087 075 075 067 065 100 086 087 075 100 084 na

22-38 (568) 091 073 069 095 081 078 070 067 100 095 081 088 08224 (610) 094 075 070 100 085 081 071 068 100 085 092 08526 (660) 098 077 072 090 083 073 070 090 095 08928 (711) 100 079 074 095 086 074 071 095 099 09230 (762) 081 075 100 088 076 073 100 100 09536 (914) 088 080 096 081 077 100

gt48 (1219) 100 090 100 092 086

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

40 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 53 mdash Load adjustment factors for 30M rebar in uncracked concrete 123

30 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916

(260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na 023 013 009 na na na 002 001 001 005 003 002 na na na5-78 (150) 060 055 054 034 019 014 055 053 053 014 008 006 029 016 012 na na na

6 (152) 060 056 054 034 019 014 055 053 053 015 008 006 029 017 013 na na na7 (178) 061 057 055 037 020 015 055 054 053 018 011 008 037 020 015 na na na8 (203) 063 057 056 040 022 017 056 054 054 022 013 010 040 022 017 na na na9 (229) 065 058 056 043 024 018 057 055 054 027 015 012 043 024 018 na na na

10 (254) 066 059 057 047 026 019 058 055 054 031 018 014 047 026 019 na na na11 (279) 068 060 058 050 028 021 058 056 055 036 021 016 050 028 021 na na na12 (305) 070 061 058 054 029 022 059 056 055 041 024 018 054 029 022 na na na

13-14 (337) 072 062 059 059 033 024 060 057 056 048 027 021 059 033 024 064 na na14 (356) 073 063 060 063 034 026 061 057 056 052 030 023 063 034 026 066 na na16 (406) 076 065 061 071 039 030 062 058 057 064 036 028 071 039 030 070 na na18 (457) 079 067 063 080 044 033 064 060 058 076 043 033 080 044 033 074 na na20 (508) 083 069 064 089 049 037 065 061 059 089 051 039 089 049 037 079 na na

20-78 (531) 084 069 065 093 051 039 066 061 059 095 054 041 093 051 039 080 na na22 (559) 086 070 066 098 054 041 067 062 060 100 059 045 098 054 041 082 068 na24 (610) 089 072 067 100 059 044 068 063 061 067 051 100 059 044 086 071 na

26-916 (675) 093 075 069 065 049 070 064 062 078 059 065 049 091 075 06928 (711) 096 076 070 069 052 072 065 062 084 064 069 052 093 077 07030 (762) 099 078 071 074 055 073 066 063 093 071 074 055 096 080 07336 (914) 100 083 075 088 066 078 069 066 100 093 088 066 100 087 080

gt48 (1219) 095 084 100 089 087 075 071 100 100 089 100 100 092

Table 54 mdash Load adjustment factors for 30M rebar in cracked concrete 123

30 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916

(260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na 041 038 038 na na na 004 002 002 008 005 004 na na na5-78 (150) 060 055 054 056 047 044 057 055 054 026 015 011 052 030 022 na na na

6 (152) 060 056 054 057 047 044 057 055 054 026 015 012 053 030 023 na na na7 (178) 061 057 055 061 049 046 058 056 055 033 019 015 061 038 029 na na na8 (203) 063 057 056 065 051 047 059 056 055 041 023 018 065 047 035 na na na9 (229) 065 058 056 069 053 049 060 057 056 049 028 021 069 053 042 na na na

10 (254) 066 059 057 074 056 050 061 058 057 057 033 025 074 056 050 na na na11 (279) 068 060 058 079 058 052 063 059 057 066 038 029 079 058 052 na na na12 (305) 070 061 058 083 060 054 064 059 058 075 043 033 083 060 054 na na na

13-14 (337) 072 062 059 089 063 056 065 060 059 087 050 038 089 063 056 078 na na14 (356) 073 063 060 093 065 057 066 061 059 094 054 041 093 065 057 080 na na16 (406) 076 065 061 100 070 061 068 063 061 100 066 050 100 070 061 086 na na18 (457) 079 067 063 075 064 071 064 062 079 060 075 064 091 na na20 (508) 083 069 064 081 068 073 066 063 092 070 081 068 096 na na

20-78 (531) 084 069 065 083 070 074 066 064 098 075 083 070 098 na na22 (559) 086 070 066 086 072 075 067 064 100 081 086 072 100 083 na24 (610) 089 072 067 092 076 077 069 066 092 092 076 087 na

26-916 (675) 093 075 069 099 081 080 071 067 100 099 081 092 08428 (711) 096 076 070 100 084 082 072 068 100 084 094 08630 (762) 099 078 071 088 084 074 070 088 097 08936 (914) 100 083 075 100 091 078 074 100 100 097

gt48 (1219) 095 084 100 088 082 1001 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

41Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 55 mdash Hilti HIT-RE 100 design information with HAS threaded rods in hammer drilled holes in accordance with CSA A233-14 Annex D 19

Design parameter Symbol UnitsNominal rod diameter (in) Ref

A233-1438 12 58 34 78 1 1-14

Anchor OD da mm 95 127 159 191 222 254 318

Effective minimum embedment 2 hefmm 60 70 79 89 89 102 127

Effective maximum embedment 2 hefmm 191 254 318 381 445 508 635

Minimum concrete thickness 2 hminmm hef + 30 hef + 2d0

Critical edge distance cacmm See ESR-3829 section 4110

Minimum edge distance cmin3 mm 48 64 79 95 111 127 159

Minimum anchor spacing sminmm 48 64 79 95 111 127 159

Coeff for factored conc breakoutresistance uncracked concrete kcuncr

4 - 10 D622

Coeff for factored conc breakoutresistance cracked concrete kccr

4 - 7 D622

Concrete material resistance factor ϕc - 065 842 Resistance modification factor for tension and shear concrete failure modes Condition B 5 Rconc - 100 D53 (c )

Dry Concrete

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 616 592 592 560 516 480 408D652

(MPa) (42) (41) (41) (39) (36) (33) (28

Characteristic bond stress in uncracked concrete 78 τuncr

psi 1272 1256 1204 1164 1124 1092 1048D652

(MPa) (88) (87) (83) (80) (78) (75) (72)

Anchor category dry concrete - - 2 2 2 2 2 2 2Resistance modification factor Rdry

- 085 085 085 085 085 085 085Water Saturated Concrete

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 548 521 521 476 416 375 300D652

(MPa) (38) (36) (36) (33) (29) (26) (21)Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1106 1061 994 915 859 776D652

(MPa) (78) (76) (73) (69) (63) (59) (54)Anchor category water-saturated concrete - - 2 2 2 2 2 2 2Resistance modification factor Rws

- 085 085 085 085 085 085 085Water-Filled Hole

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 548 521 521 476 416 375 300D652

(MPa) (38) (36) (36) (33) (29) (26) (21)

Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1106 1061 994 915 859 776D652

(MPa) (78) (76) (73) (69) (63) (59) (54)

Anchor category water-filled hole - - 3 3 3 3 3 3 3D53 (c)

Resistance modification factor Rwf- 075 075 075 075 075 075 075

Underwater Application

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 548 521 521 476 416 375 300D652

(MPa) (38) (36) (36) (33) (29) (26) (21)Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1106 1061 994 915 859 776D652

(MPa) (78) (76) (73) (69) (63) (59) (54)Anchor category underwater - - 3 3 3 3 3 3 3Resistance modification factor Ruw

- 075 075 075 075 075 075 075

1 Design information in this table is taken from ICC-ES ESR-3829 dated January 2016 table 8 and 9 and converted for use with CSA A233-14 Annex D2 See figure 43 Minimum edge distance may be reduced to 45mm lt cai lt 5d provided Tinst is reduced See ESR-3829 section 4194 For all design cases ψcN = 10 The appropriate coefficient for breakout resistance for cracked concrete (kccr) or uncracked concrete (kcuncr) must be used5 For use with the load combinations of CSA A233-14 chapter 8 Condition B applies where supplementary reinforcement in conformance with CSA A233-14 section D53 is not provided or

where pullout or pryout strength governs For cases where the presence of supplementary reinforcement can be verified the resistance modification factors associated with Condition A may be used

6 Temperature range A Max short term temperature = 130degF (55degC) max long term temperature = 110degF (43degC) Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

7 Bond strength values corresponding to concrete compressive strength fʹc = 2500 psi (172 MPa) For concrete compressive strength fʹc between 2500 psi (172 MPa) and 8000 psi (552 MPa) the tabulated characteristic bond strength may be increased by a factor of (fʹc2500)01 [for SI (fʹc 172)01]

8 Bond strength values are for sustained loads including dead and live loads For load combinations consisting of short-term loads only such as wind and seismic bond strengths may be increased by 40 percent

9 For structures assigned to Seismic Design Categories C D E or F bond strength values must be multiplied by αNseis = 09

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

42 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 56 mdash Hilti HIT-RE 100 adhesive factored resistance with concrete bond failure for threaded rod in uncracked concrete 12345678910

Nominal Anchor

Diameter in (mm)

Nominal anchor diameter in (mm)

Tension mdash Nn Shear mdash Vn

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

38

2-38 1995 2040 2080 2140 1995 2040 2080 2140(60) (89) (91) (92) (95) (89) (91) (92) (95)

3-38 2840 2900 2955 3040 5675 5805 5910 6080(86) (126) (129) (131) (135) (252) (258) (263) (271)

4-12 3785 3870 3940 4055 7565 7735 7880 8110(114) (168) (172) (175) (180) (337) (344) (351) (361)7-12 6305 6450 6565 6760 12610 12895 13135 13515(191) (280) (287) (292) (301) (561) (574) (584) (601)

12

2-34 3045 3115 3170 3260 6090 6225 6340 6525(70) (135) (138) (141) (145) (271) (277) (282) (290)

4-12 4980 5095 5185 5340 9960 10185 10375 10675(114) (222) (227) (231) (237) (443) (453) (461) (475)

6 6640 6790 6915 7120 13285 13580 13830 14235(152) (295) (302) (308) (317) (591) (604) (615) (633)10 11070 11320 11525 11865 22140 22635 23055 23725

(254) (492) (503) (513) (528) (985) (1007) (1025) (1055)

58

3-18 4145 4240 4315 4440 8290 8475 8635 8885(79) (184) (189) (192) (198) (369) (377) (384) (395)

5-58 7460 7630 7770 7995 14920 15260 15540 15990(143) (332) (339) (346) (356) (664) (679) (691) (711)7-12 9950 10170 10360 10660 19895 20345 20720 21325(191) (442) (452) (461) (474) (885) (905) (922) (948)

12-12 16580 16955 17265 17770 33160 33905 34530 35540(318) (737) (754) (768) (790) (1475) (1508) (1536) (1581)

34

3-12 5385 5505 5610 5770 10770 11015 11215 11545(89) (240) (245) (249) (257) (479) (490) (499) (514)

6-34 10385 10620 10815 11130 20775 21240 21630 22265(171) (462) (472) (481) (495) (924) (945) (962) (990)

9 13850 14160 14420 14845 27695 28320 28845 29685(229) (616) (630) (642) (660) (1232) (1260) (1283) (1320)15 23080 23600 24035 24740 46160 47205 48070 49475

(381) (1027) (1050) (1069) (1100) (2053) (2100) (2138) (2201)

78

3-12 5480 6125 6320 6505 10955 12250 12635 13005(89) (244) (272) (281) (289) (487) (545) (562) (579)

7-78 13650 13960 14215 14630 27300 27920 28430 29260(200) (607) (621) (632) (651) (1214) (1242) (1265) (1302)

10-12 18200 18610 18955 19510 36405 37225 37910 39015(267) (810) (828) (843) (868) (1619) (1656) (1686) (1736)

17-12 30335 31020 31590 32515 60670 62040 63185 65025(445) (1349) (1380) (1405) (1446) (2699) (2760) (2810) (2893)

1

4 6690 7480 8020 8250 13385 14965 16035 16505(102) (298) (333) (357) (367) (595) (666) (713) (734)

9 17325 17715 18040 18565 34645 35425 36080 37130(229) (771) (788) (802) (826) (1541) (1576) (1605) (1652)12 23095 23620 24055 24755 46195 47235 48105 49510

(305) (1027) (1051) (1070) (1101) (2055) (2101) (2140) (2202)20 38495 39365 40090 41260 76990 78725 80175 82515

(508) (1712) (1751) (1783) (1835) (3425) (3502) (3566) (3670)

1-14

5 9355 10455 11455 12375 18705 20915 22910 24745(127) (416) (465) (510) (550) (832) (930) (1019) (1101)

11-14 25975 26560 27050 27840 51950 53125 54100 55680(286) (1155) (1182) (1203) (1238) (2311) (2363) (2407) (2477)15 34635 35415 36070 37120 69270 70830 72135 74240

(381) (1541) (1575) (1604) (1651) (3081) (3151) (3209) (3302)25 57725 59025 60115 61865 115450 118055 120225 123735

(635) (2568) (2626) (2674) (2752) (5135) (5251) (5348) (5504)1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 26 - 38 as necessary Compare to the steel values in table 24

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2568 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only Seismic design is not permitted for uncracked concrete

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

43Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 57 mdash Hilti HIT-RE 100 adhesive factored resistance with concrete bond failure for threaded rod in cracked concrete 12345678910

Nominal Anchor

Diameter in (mm)

Nominal anchor diameter in (mm)

Tension mdash Nn Shear mdash Vn

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

38

2-38 965 990 1005 1035 965 990 1005 1035(60) (43) (44) (45) (46) (43) (44) (45) (46)

3-38 1375 1405 1430 1475 2750 2810 2860 2945(86) (61) (63) (64) (66) (122) (125) (127) (131)

4-12 1830 1875 1910 1965 3665 3745 3815 3925(114) (81) (83) (85) (87) (163) (167) (170) (175)7-12 3055 3125 3180 3275 6105 6245 6360 6545(191) (136) (139) (141) (146) (272) (278) (283) (291)

12

2-34 1435 1465 1495 1540 2870 2935 2990 3075(70) (64) (65) (66) (68) (128) (131) (133) (137)

4-12 2350 2400 2445 2515 4695 4800 4890 5035(114) (104) (107) (109) (112) (209) (214) (218) (224)

6 3130 3200 3260 3355 6260 6400 6520 6710(152) (139) (142) (145) (149) (278) (285) (290) (298)10 5215 5335 5435 5590 10435 10670 10865 11185

(254) (232) (237) (242) (249) (464) (475) (483) (497)

58

3-18 2040 2085 2120 2185 4075 4170 4245 4370(79) (91) (93) (94) (97) (181) (185) (189) (194)

5-58 3670 3750 3820 3930 7335 7500 7640 7865(143) (163) (167) (170) (175) (326) (334) (340) (350)7-12 4890 5000 5095 5240 9780 10005 10185 10485(191) (218) (222) (227) (233) (435) (445) (453) (466)

12-12 8150 8335 8490 8735 16305 16670 16980 17475(318) (363) (371) (378) (389) (725) (742) (755) (777)

34

3-12 2590 2650 2700 2775 5180 5300 5395 5555(89) (115) (118) (120) (124) (231) (236) (240) (247)

6-34 4995 5110 5205 5355 9995 10220 10405 10710(171) (222) (227) (231) (238) (445) (455) (463) (476)

9 6665 6815 6940 7140 13325 13625 13875 14280(229) (296) (303) (309) (318) (593) (606) (617) (635)15 11105 11355 11565 11900 22210 22710 23125 23800

(381) (494) (505) (514) (529) (988) (1010) (1029) (1059)

78

3-12 2785 2850 2900 2985 5570 5695 5800 5970(89) (124) (127) (129) (133) (248) (253) (258) (266)

7-78 6265 6410 6525 6715 12535 12815 13055 13435(200) (279) (285) (290) (299) (558) (570) (581) (598)

10-12 8355 8545 8700 8955 16710 17090 17405 17910(267) (372) (380) (387) (398) (743) (760) (774) (797)

17-12 13925 14240 14505 14925 27855 28480 29005 29850(445) (619) (633) (645) (664) (1239) (1267) (1290) (1328)

1

4 3385 3460 3525 3625 6770 6920 7050 7255(102) (151) (154) (157) (161) (301) (308) (314) (323)

9 7615 7785 7930 8160 15230 15570 15860 16320(229) (339) (346) (353) (363) (677) (693) (705) (726)12 10150 10380 10575 10880 20305 20765 21145 21760

(305) (452) (462) (470) (484) (903) (924) (941) (968)20 16920 17305 17620 18135 33840 34605 35240 36270

(508) (753) (770) (784) (807) (1505) (1539) (1568) (1613)

1-14

5 4495 4595 4680 4815 8990 9190 9360 9635(127) (200) (204) (208) (214) (400) (409) (416) (429)

11-14 10115 10340 10530 10840 20225 20680 21060 21675(286) (450) (460) (468) (482) (900) (920) (937) (964)15 13485 13790 14040 14450 26965 27575 28085 28905

(381) (600) (613) (625) (643) (1200) (1227) (1249) (1286)25 22475 22980 23405 24085 44945 45960 46805 48170

(635) (1000) (1022) (1041) (1071) (1999) (2044) (2082) (2143)1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 26 - 38 as necessary Compare to the steel values in table 24

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2568 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only For seismic loads multiply cracked concrete tabular values in tension and shear by αseis = 0675 See section 245 for additional information on seismic

applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

44 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

2411 installation instructionsInstallation Instructions For Use (IFU) are included with each product package They can also be viewed or downloaded on-line at wwwushilticom (US) and wwwhiltica (Canada) mdash ldquoServiceTechnical Info gtgt Technical Downloads gtgt Anchoring Systemsrdquo Because of the possibility of changes always verify that downloaded IFU are current when used Proper installation is critical to achieve full performance Training is available on request Contact Hilti Technical Services for applications and conditions not addressed in the IFU

2412 Working time and cure time (approx)

Table 59 mdash Resistance of HIT-RE 100 to chemicals

Chemical Chemicals Tested ResistantNot

Resistant

Alkaline

Concrete drilling mud (10) pH=126 +

Concrete drilling mud (10) pH=132 +

Concrete potash solution (10) +

pH=140

Alkaline

Acetic acid (10)1 -

Nitric acid (10)1 -

Hydrochloric acid (10) 3 month -

Sulfuric acid (10) -

Solvents

Benzyl alcohol -

Ethanol -

Ethyl acetate -

Methyl ethyl ketone (MEK) -

Trichlorethylene -

Xylene (mixture) +

Chemicals used on job sites

Chemicals Concrete plasticizer +

used on job Diesel oil +

sites Oil +

Petrol +

Oil for form work (forming oil) +

Environmental chemicals

Environmental Salt water +

chemicals de-mineralized water +

salt spraying test +

SO2 +

Environmentweather +1 Concrete was dissolved by acid

Samples of the HIT-RE 100 resin were immersed in the various chemical compounds for up to one year At the time of the test period the samples were analyzed Any samples showing no visible damage and having less than a 25 reduction in bending (flexural) strength were classified as ldquoResistantrdquo Samples that were heavily damaged or destroyed were classified as ldquoNot Resistantrdquo

Note In actual use the majority of the resin is encased in the base material leaving very little surface area exposed

2414 resistance of cured hit-re 100 to chemicals

2413 materials Specifications Table 60 mdash Material properties of fully cured HIT-RE 100

adhesiveBond Strength ASTM C882-121

2 day cure 14 day cure

201 Mpa210 Mpa

2920 psi3050 psi

Compressive Strength ASTM D695-101 743 Mpa 10780 psi

Compressive Modulus ASTM D695-101 3731 Mpa 0541 x 106 psi

Tensile Strength 7 day ASTM D638-10 117 Mpa 1690 psi

Elongation at break ASTM D638-10 010

Heat Deflection Temperature ASTM D648-07

568degC 1343degF

Absorption ASTM D570-10 006

Linear Coefficient of Shrinkage on Cure ASTM D2566-86

00001

1 Minimum values obtained as the result of tests at 35degF 50degF 75degF and 110degF

Notes

Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Hilti Outperform Outlast7250 Dallas Parkway Suite 1000 Plano TX 75024 bull Hilti Inc (US) 1-800-879-8000 bull wwwushilticom bull en espantildeol 1-800-879-5000 bull Hilti (Canada) Corp 1-800-363-4458 wwwhiltica bull Hilti is an equal opportunity employer bull Hilti is a registered trademark of Hilti Corp copyCopyright 2016 by Hilti Inc (US) bull 0216 bull DBS

The data contained in this literature was current as of the date of publication Updates and changes may be made based on later testing If verification is needed that the data is still current please contact the Hilti Technical Support Specialists at 1-800-363-4458 All published load values contained in this literature represent the results of testing by Hilti or test organizations Local base materials were used Because of variations in materials on-site testing is necessary to determine performance at any specific site Laser beams represented by red lines in this publication Printed in the United States

14001 US only

Page 10: USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

10 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 2 mdash Hilti HIT-RE 100 adhesive design strength with concrete bond failure for US rebar in uncracked concrete 12345678910

Rebar Size

EffectiveEmbedment

Depthin (mm)

Tension mdash ϕNn Shear mdash ϕVn

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

3

3-38 2780 2835 2915 3035 7080 7210 7420 7730(86) (124) (126) (130) (135) (315) (321) (330) (344)

4-12 3710 3775 3885 4050 9440 9615 9895 10305(114) (165) (168) (173) (180) (420) (428) (440) (458)7-12 6180 6295 6480 6745 15735 16025 16490 17175(191) (275) (280) (288) (300) (700) (713) (734) (764)

4

4-12 4885 4975 5120 5330 12430 12660 13030 13565(114) (217) (221) (228) (237) (553) (563) (580) (603)

6 6510 6630 6825 7105 16575 16875 17370 18090(152) (290) (295) (304) (316) (737) (751) (773) (805)10 10850 11050 11375 11845 27620 28130 28950 30150

(254) (483) (492) (506) (527) (1229) (1251) (1288) (1341)

5

5-58 7315 7450 7665 7985 18615 18960 19515 20320(143) (325) (331) (341) (355) (828) (843) (868) (904)7-12 9750 9930 10220 10645 24825 25280 26015 27095(191) (434) (442) (455) (474) (1104) (1125) (1157) (1205)

12-12 16255 16550 17035 17740 41370 42130 43360 45155(318) (723) (736) (758) (789) (1840) (1874) (1929) (2009)

6

6-34 10180 10370 10670 11115 25920 26395 27165 28290(171) (453) (461) (475) (494) (1153) (1174) (1208) (1258)

9 13575 13825 14230 14820 34555 35195 36220 37720(229) (604) (615) (633) (659) (1537) (1566) (1611) (1678)15 22625 23045 23715 24695 57595 58655 60365 62865

(381) (1006) (1025) (1055) (1098) (2562) (2609) (2685) (2796)

7

7-78 13385 13630 14025 14605 34065 34690 35705 37180(200) (595) (606) (624) (650) (1515) (1543) (1588) (1654)

10-12 17845 18170 18700 19475 45420 46255 47605 49575(267) (794) (808) (832) (866) (2020) (2058) (2118) (2205)

17-12 29740 30285 31170 32460 75700 77090 79340 82625(445) (1323) (1347) (1387) (1444) (3367) (3429) (3529) (3675)

8

9 16980 17295 17800 18535 43225 44020 45305 47180(229) (755) (769) (792) (824) (1923) (1958) (2015) (2099)12 22640 23060 23730 24715 57635 58695 60410 62910

(305) (1007) (1026) (1056) (1099) (2564) (2611) (2687) (2798)20 37735 38430 39555 41190 96055 97825 100680 104845

(508) (1679) (1709) (1759) (1832) (4273) (4351) (4478) (4664)

9

10-18 21020 21405 22030 22945 53505 54490 56080 58400(257) (935) (952) (980) (1021) (2380) (2424) (2495) (2598)

13-12 28025 28540 29375 30590 71340 72655 74775 77870(343) (1247) (1270) (1307) (1361) (3173) (3232) (3326) (3464)

22-12 46710 47570 48960 50985 118900 121090 124620 129780(572) (2078) (2116) (2178) (2268) (5289) (5386) (5543) (5773)

10

11-14 25465 25935 26690 27795 63395 66010 67940 70750(286) (1133) (1154) (1187) (1236) (2820) (2936) (3022) (3147)15 33955 34575 35585 37060 86425 88015 90585 94335

(381) (1510) (1538) (1583) (1649) (3844) (3915) (4029) (4196)25 56590 57630 59310 61765 144040 146690 150975 157220

(635) (2517) (2563) (2638) (2747) (6407) (6525) (6716) (6993)

1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 4

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only Seismic design is not permitted for uncracked concrete

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

11Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 3 mdash Hilti HIT-RE 100 adhesive design strength with concrete bond failure for US rebar in cracked concrete 12345678910

Rebar Size

EffectiveEmbedment

Depthin (mm)

Tension mdash ϕNn Shear mdash ϕVn

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

3

3-38 1040 1060 1090 1135 2650 2700 2775 2890(86) (46) (47) (48) (50) (118) (120) (123) (129)

4-12 1390 1415 1455 1515 3535 3600 3705 3855(114) (62) (63) (65) (67) (157) (160) (165) (171)7-12 2315 2355 2425 2525 5890 5995 6170 6425(191) (103) (105) (108) (112) (262) (267) (274) (286)

4

4-12 1850 1885 1940 2020 4710 4795 4935 5140(114) (82) (84) (86) (90) (210) (213) (220) (229)

6 2465 2515 2585 2695 6280 6395 6585 6855(152) (110) (112) (115) (120) (279) (284) (293) (305)10 4110 4190 4310 4490 10470 10660 10970 11425

(254) (183) (186) (192) (200) (466) (474) (488) (508)

5

5-58 2890 2945 3030 3155 7360 7495 7715 8035(143) (129) (131) (135) (140) (327) (333) (343) (357)7-12 3855 3925 4040 4210 9815 9995 10285 10710(191) (171) (175) (180) (187) (437) (445) (457) (476)

12-12 6425 6545 6735 7015 16355 16655 17145 17850(318) (286) (291) (300) (312) (728) (741) (763) (794)

6

6-34 4165 4240 4365 4545 10600 10795 11110 11570(171) (185) (189) (194) (202) (472) (480) (494) (515)

9 5550 5655 5820 6060 14130 14390 14810 15425(229) (247) (252) (259) (270) (629) (640) (659) (686)15 9255 9425 9700 10100 23555 23985 24685 25705

(381) (412) (419) (431) (449) (1048) (1067) (1098) (1143)

7

7-78 5665 5770 5940 6185 14425 14690 15120 15745(200) (252) (257) (264) (275) (642) (653) (673) (700)

10-12 7555 7695 7920 8250 19235 19590 20160 20995(267) (336) (342) (352) (367) (856) (871) (897) (934)

17-12 12595 12825 13200 13745 32060 32645 33600 34990(445) (560) (570) (587) (611) (1426) (1452) (1495) (1556)

8

9 7030 7160 7365 7670 17890 18220 18755 19530(229) (313) (318) (328) (341) (796) (810) (834) (869)12 9370 9545 9825 10230 23855 24295 25005 26040

(305) (417) (425) (437) (455) (1061) (1081) (1112) (1158)20 15620 15905 16370 17050 39760 40490 41675 43400

(508) (695) (707) (728) (758) (1769) (1801) (1854) (1931)

9

10-18 8425 8580 8830 9195 21440 21835 22475 23405(257) (375) (382) (393) (409) (954) (971) (1000) (1041)

13-12 11230 11440 11770 12260 28590 29115 29965 31205(343) (500) (509) (524) (545) (1272) (1295) (1333) (1388)

22-12 18720 19065 19620 20430 47650 48525 49940 52010(572) (833) (848) (873) (909) (2120) (2158) (2221) (2314)

10

11-14 9915 10095 10390 10820 25235 25700 26450 27545(286) (441) (449) (462) (481) (1123) (1143) (1177) (1225)15 13220 13460 13855 14430 33645 34265 35265 36725

(381) (588) (599) (616) (642) (1497) (1524) (1569) (1634)25 22030 22435 23090 24045 56075 57110 58775 61210

(635) (980) (998) (1027) (1070) (2494) (2540) (2614) (2723)

1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 4

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0607 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 T abular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only For seismic loads multiply cracked concrete tabular values in tension and shear by αseis = 0675 See section 245 for additional information on seismic

applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

12 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 4 mdash Steel design strength for US rebar 1

Rebar Size

ASTM A 615 Grade 40 2 ASTM A 615 Grade 60 2 ASTM A 706 Grade 60 2 Tensile3

ϕNsa

lb (kN)

Shear4

ϕVsa

lb (kN)

Seismic Shear5

ϕVsaeq

lb (kN)

Tensile3

ϕNsa

lb (kN)

Shear4

ϕVsa

lb (kN)

Seismic Shear5

ϕVsaeq

lb (kN)

Tensile3

ϕNsa

lb (kN)

Shear4

ϕVsa

lb (kN)

Seismic Shear5

ϕVsaeq

lb (kN)

34290 2375 1665 6435 3565 2495 6600 3430 2400(191) (106) (74) (286) (159) (111) (294) (153) (107)

47800 4320 3025 11700 6480 4535 12000 6240 4370(347) (192) (135) (520) (288) (202) (534) (278) (194)

512090 6695 4685 18135 10045 7030 18600 9670 6770(538) (298) (208) (807) (447) (313) (827) (430) (301)

617160 9505 6655 25740 14255 9980 26400 13730 9610(763) (423) (296) (1145) (634) (444) (1174) (611) (427)

723400 12960 9070 35100 19440 13610 36000 18720 13105(1041) (576) (403) (1561) (865) (605) (1601) (833) (583)

830810 17065 11945 46215 25595 17915 47400 24650 17255(1370) (759) (531) (2056) (1139) (797) (2108) (1096) (768)

939000 21600 15120 58500 32400 22680 60000 31200 21840(1735) (961) (673) (2602) (1441) (1009) (2669) (1388) (971)

1049530 27430 19200 74295 41150 28805 76200 39625 27740(2203) (1220) (854) (3305) (1830) (1281) (3390) (1763) (1234)

1 See Section 244 to convert design strength value to ASD value2 ASTM A706 Grade 60 rebar are considered ductile steel elements ASTM A 615 Grade 40 and 60 rebar are considered brittle steel elements3 Tensile = ϕ AseN futa as noted in ACI 318-14 Chapter 174 Shear = ϕ 060 AseN futa as noted in ACI 318-14 Chapter 175 Seismic Shear = αVseis ϕVsa Reduction for seismic shear only See section 245 for additional information on seismic applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

13Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 5 mdash Load adjustment factors for 3 rebar in uncracked concrete 123

3Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12(86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191)

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(mm

) 1-34 (44) na na na 032 023 013 na na na 010 008 005 021 016 009 na na na1-78 (48) 059 057 054 033 024 014 054 053 052 012 009 005 023 017 010 na na na

2 (51) 060 057 054 034 025 014 054 053 052 013 010 006 025 019 011 na na na3 (76) 065 061 057 042 031 018 056 055 054 023 018 011 042 031 018 na na na4 (102) 070 065 059 052 038 022 058 057 055 036 027 016 052 038 022 na na na

4-58 (117) 073 067 060 060 043 025 060 058 056 045 034 020 060 043 025 062 na na5 (127) 075 069 061 064 047 027 061 059 056 050 038 023 064 047 027 065 na na

5-34 (146) 078 071 063 074 054 031 062 060 057 062 046 028 074 054 031 070 063 na6 (152) 080 072 063 077 056 033 063 060 057 066 050 030 077 056 033 071 065 na7 (178) 085 076 066 090 066 038 065 062 059 083 062 037 090 066 038 077 070 na8 (203) 090 080 068 100 075 043 067 064 060 100 076 046 100 075 043 082 075 na

8-34 (222) 093 082 069 082 048 068 065 061 087 052 082 048 086 078 0669 (229) 094 083 070 084 049 069 066 061 091 055 084 049 087 079 067

10 (254) 099 087 072 094 054 071 067 062 100 064 094 054 092 083 07011 (279) 100 091 074 100 060 073 069 064 074 100 060 096 087 07412 (305) 094 077 065 075 071 065 084 065 100 091 07714 (356) 100 081 076 080 074 067 100 076 099 08316 (406) 086 087 084 078 070 087 100 08918 (457) 090 098 088 081 072 098 09424 (610) 100 100 100 092 080 100 10030 (762) 100 08736 (914) 095

gt48 (1219) 100

Table 6 mdash Load adjustment factors for 3 rebar in cracked concrete 123

3Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear5

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12(86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191)

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(mm

) 1-34 (44) na na na 054 049 043 na na na 020 015 009 040 030 018 na na na1-78 (48) 059 057 054 056 050 044 056 055 054 022 017 010 044 033 020 na na na

2 (51) 060 057 054 057 051 044 056 055 054 024 018 011 049 036 022 na na na3 (76) 065 061 057 070 060 049 060 058 056 045 033 020 070 060 040 na na na4 (102) 070 065 059 084 070 055 063 061 058 069 051 031 084 070 055 na na na

4-58 (117) 073 067 060 093 076 058 065 062 059 085 064 038 093 076 058 077 na na5 (127) 075 069 061 099 080 060 066 063 060 096 072 043 099 080 060 081 na na

5-34 (146) 078 071 063 100 088 064 069 065 061 100 089 053 100 088 064 086 078 na6 (152) 080 072 063 091 066 069 066 061 095 057 091 066 088 080 na7 (178) 085 076 066 100 072 073 069 063 100 072 100 072 095 087 na8 (203) 090 080 068 078 076 071 065 087 078 100 093 na

8-34 (222) 093 082 069 083 078 073 067 100 083 097 0829 (229) 094 083 070 085 079 074 067 085 098 083

10 (254) 099 087 072 091 082 077 069 091 100 08711 (279) 100 091 074 098 086 079 071 098 09212 (305) 094 077 100 089 082 073 100 09614 (356) 100 081 095 087 077 10016 (406) 086 100 093 08018 (457) 090 098 08424 (610) 100 100 09630 (762) 10036 (914)

gt48 (1219)1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

14 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 7 mdash Load adjustment factors for 4 rebar in uncracked concrete 123

4Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10(114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254)

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(mm

)

1-34 (44) na na na 027 020 012 na na na 007 005 003 014 010 006 na na na2-12 (64) 059 057 054 032 023 014 054 053 052 012 009 005 023 018 011 na na na

3 (76) 061 058 055 035 026 015 055 054 053 015 012 007 031 023 014 na na na4 (102) 065 061 057 041 030 018 056 055 054 024 018 011 041 030 018 na na na5 (127) 069 064 058 048 035 021 058 057 055 033 025 015 048 035 021 na na na

5-34 (146) 071 066 060 054 040 023 059 058 055 041 031 018 054 040 023 061 na na6 (152) 072 067 060 057 042 024 060 058 056 043 033 020 057 042 024 062 na na7 (178) 076 069 062 066 048 028 061 059 057 055 041 025 066 048 028 067 na na

7-14 (184) 077 070 062 068 050 029 062 060 057 058 043 026 068 050 029 068 062 na8 (203) 080 072 063 075 055 032 063 061 057 067 050 030 075 055 032 071 065 na9 (229) 083 075 065 085 062 036 064 062 058 080 060 036 085 062 036 076 069 na

10 (254) 087 078 067 094 069 040 066 063 059 094 070 042 094 069 040 080 073 na11-14 (286) 092 081 069 100 078 046 068 065 061 100 084 050 100 078 046 085 077 065

12 (305) 094 083 070 083 049 069 066 061 092 055 083 049 087 079 06714 (356) 100 089 073 097 057 072 068 063 100 070 097 057 094 086 07216 (406) 094 077 100 065 076 071 065 085 100 065 100 092 07718 (457) 100 080 073 079 074 067 100 073 097 08220 (508) 083 081 082 076 069 081 100 08722 (559) 087 089 085 079 071 089 09124 (610) 090 097 088 082 072 097 09530 (762) 100 100 098 089 078 100 10036 (914) 100 097 084

gt48 (1219) 100 095

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 8 mdash Load adjustment factors for 4 rebar in cracked concrete 123

4Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10(114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254)

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mdash in

(mm

) 1-34 (44) na na na 049 045 041 na na na 013 010 006 026 019 012 na na na2-12 (64) 059 057 054 056 050 044 056 055 054 022 017 010 044 033 020 na na na

3 (76) 061 058 055 060 053 046 057 056 054 029 022 013 058 043 026 na na na4 (102) 065 061 057 070 060 049 060 058 056 045 033 020 070 060 040 na na na5 (127) 069 064 058 080 067 053 062 060 057 062 047 028 080 067 053 na na na

5-34 (146) 071 066 060 088 073 056 064 062 058 077 058 035 088 073 056 075 na na6 (152) 072 067 060 091 075 057 065 062 059 082 061 037 091 075 057 076 na na7 (178) 076 069 062 100 083 062 067 064 060 100 077 046 100 083 062 083 na na

7-14 (184) 077 070 062 085 063 068 065 060 082 049 085 063 084 076 na8 (203) 080 072 063 091 066 069 066 061 095 057 091 066 088 080 na9 (229) 083 075 065 100 070 072 068 063 100 068 100 070 094 085 na

10 (254) 087 078 067 075 074 070 064 079 075 099 090 na11-14 (286) 092 081 069 081 077 073 066 095 081 100 095 080

12 (305) 094 083 070 085 079 074 067 100 085 098 08314 (356) 100 089 073 095 084 078 070 095 100 08916 (406) 094 077 100 089 082 073 100 09618 (457) 100 080 094 086 076 10020 (508) 083 099 090 07922 (559) 087 100 094 08124 (610) 090 098 08430 (762) 100 100 09336 (914) 100

gt48 (1219)

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

15Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 9 mdash Load adjustment factors for 5 rebar in uncracked concrete 123

5Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12(143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318)

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(mm

)

1-34 (44) na na na 025 019 011 na na na 005 004 002 010 008 005 na na na3-18 (79) 059 057 054 032 023 014 054 053 052 012 009 005 024 018 011 na na na

4 (102) 062 059 055 036 027 016 055 054 053 018 013 008 035 026 016 na na na5 (127) 065 061 057 042 031 018 057 055 054 025 019 011 042 031 018 na na na6 (152) 068 063 058 047 035 020 058 056 055 032 024 015 047 035 020 na na na7 (178) 071 066 059 053 039 023 059 058 055 041 031 018 053 039 023 na na na

7-18 (181) 071 066 060 054 040 023 059 058 055 042 031 019 054 040 023 061 na na8 (203) 074 068 061 061 045 026 060 059 056 050 037 022 061 045 026 065 na na9 (229) 077 070 062 069 051 030 062 060 057 060 045 027 069 051 030 069 062 na

10 (254) 080 072 063 076 056 033 063 061 058 070 052 031 076 056 033 072 066 na11 (279) 083 074 065 084 062 036 064 062 058 081 060 036 084 062 036 076 069 na12 (305) 086 077 066 092 067 039 066 063 059 092 069 041 092 067 039 079 072 na14 (356) 091 081 069 100 079 046 068 065 061 100 087 052 100 079 046 086 078 06616 (406) 097 086 071 090 053 071 067 062 100 064 090 053 092 083 07018 (457) 100 090 074 100 059 074 069 064 076 100 059 097 088 07420 (508) 094 077 066 076 072 065 089 066 100 093 07822 (559) 099 079 072 079 074 067 100 072 098 08224 (610) 100 082 079 081 076 068 079 100 08626 (660) 085 085 084 078 070 085 09028 (711) 087 092 087 080 072 092 09330 (762) 090 099 089 082 073 099 09636 (914) 098 100 097 089 078 100 100

gt48 (1219) 100 100 100 087

Table 10 mdash Load adjustment factors for 5 rebar in cracked concrete 123

5Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12(143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318)

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Edg

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(ca)

Con

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ickn

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(h)

mdash in

(mm

) 1-34 (44) na na na 046 043 040 na na na 009 007 004 018 014 008 na na na3-18 (79) 059 057 054 056 050 044 056 055 054 022 017 010 044 033 020 na na na

4 (102) 062 059 055 062 055 046 058 056 055 032 024 014 062 048 029 na na na5 (127) 065 061 057 070 060 049 060 058 056 045 033 020 070 060 040 na na na6 (152) 068 063 058 078 066 053 062 060 057 059 044 026 078 066 053 na na na7 (178) 071 066 059 087 072 056 064 061 058 074 055 033 087 072 056 na na na

7-18 (181) 071 066 060 088 073 056 064 061 058 076 057 034 088 073 056 074 na na8 (203) 074 068 061 096 078 059 066 063 059 090 068 041 096 078 059 079 na na9 (229) 077 070 062 100 085 062 068 064 060 100 081 048 100 085 062 084 076 na

10 (254) 080 072 063 091 066 069 066 061 095 057 091 066 088 080 na11 (279) 083 074 065 098 069 071 068 063 100 065 098 069 093 084 na12 (305) 086 077 066 100 073 073 069 064 075 100 073 097 088 na14 (356) 091 081 069 081 077 072 066 094 081 100 095 08016 (406) 097 086 071 089 081 076 068 100 089 100 08618 (457) 100 090 074 097 085 079 071 097 09120 (508) 094 077 100 089 082 073 100 09622 (559) 099 079 093 085 075 10024 (610) 100 082 097 089 07726 (660) 085 100 092 08028 (711) 087 095 08230 (762) 090 098 08436 (914) 098 100 091

gt48 (1219) 100 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

16 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 11 mdash Load adjustment factors for 6 rebar in uncracked concrete 123

6Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15(171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381)

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(mm

) 1-34 (44) na na na 024 018 010 na na na 004 003 002 008 006 004 na na na3-34 (95) 059 057 054 032 023 014 054 053 052 012 009 006 025 019 011 na na na

4 (102) 060 057 054 033 024 014 054 054 053 014 010 006 027 020 012 na na na5 (127) 062 059 056 037 027 016 056 055 053 019 014 009 037 027 016 na na na6 (152) 065 061 057 042 031 018 057 055 054 025 019 011 042 031 018 na na na7 (178) 067 063 058 047 034 020 058 056 055 032 024 014 047 034 020 na na na8 (203) 070 065 059 052 038 022 059 057 055 039 029 017 052 038 022 na na na

8-12 (216) 071 066 059 055 040 024 059 058 056 042 032 019 055 040 024 061 na na9 (229) 072 067 060 058 043 025 060 058 056 046 034 021 058 043 025 063 na na

10 (254) 075 069 061 064 047 028 061 059 056 054 040 024 064 047 028 066 na na10-34 (273) 077 070 062 069 051 030 062 060 057 060 045 027 069 051 030 069 063 na

12 (305) 080 072 063 077 057 033 063 061 058 071 053 032 077 057 033 073 066 na14 (356) 085 076 066 090 066 039 065 063 059 089 067 040 090 066 039 079 071 na16 (406) 090 080 068 100 076 044 068 065 060 100 082 049 100 076 044 084 076 na

16-34 (425) 091 081 069 079 046 068 065 061 087 052 079 046 086 078 06618 (457) 094 083 070 085 050 070 066 062 097 058 085 050 089 081 06820 (508) 099 087 072 095 055 072 068 063 100 068 095 055 094 085 07222 (559) 100 091 074 100 061 074 070 064 079 100 061 099 089 07524 (610) 094 077 067 076 072 066 090 067 100 093 07926 (660) 098 079 072 079 074 067 100 072 097 08228 (711) 100 081 078 081 075 068 078 100 08530 (762) 083 083 083 077 069 083 08836 (914) 090 100 090 083 073 100 097

gt48 (1219) 100 100 094 081 100

Table 12 mdash Load adjustment factors for 6 rebar in cracked concrete 123

6Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcreteThickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15(171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381)

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(s)

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(ca)

Con

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ickn

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(h)

mdash in

(mm

)

1-34 (44) na na na 044 042 039 na na na 007 005 003 014 010 006 na na na3-34 (95) 059 057 054 056 050 044 056 055 054 022 016 010 043 032 019 na na na

4 (102) 060 057 054 057 051 044 056 055 054 024 018 011 048 036 021 na na na5 (127) 062 059 056 063 056 047 058 057 055 033 025 015 063 050 030 na na na6 (152) 065 061 057 070 060 049 060 058 056 044 033 020 070 060 039 na na na7 (178) 067 063 058 077 065 052 061 059 057 055 041 025 077 065 050 na na na8 (203) 070 065 059 084 070 055 063 061 058 067 050 030 084 070 055 na na na

8-12 (216) 071 066 059 088 072 056 064 061 058 074 055 033 088 072 056 074 na na9 (229) 072 067 060 091 075 057 064 062 058 080 060 036 091 075 057 076 na na

10 (254) 075 069 061 099 080 060 066 063 059 094 070 042 099 080 060 080 na na10-34 (273) 077 070 062 100 084 062 067 064 060 100 079 047 100 084 062 083 075 na

12 (305) 080 072 063 091 066 069 066 061 100 093 056 091 066 088 080 na14 (356) 085 076 066 100 072 072 068 063 100 070 100 072 095 086 na16 (406) 090 080 068 078 076 071 065 086 078 100 092 na

16-34 (425) 091 081 069 081 077 072 066 092 081 094 07918 (457) 094 083 070 085 079 074 067 100 085 097 08220 (508) 099 087 072 091 082 076 069 091 100 08722 (559) 100 091 074 098 085 079 071 098 09124 (610) 094 077 100 088 082 073 100 09526 (660) 098 079 092 084 074 09928 (711) 100 081 095 087 076 10030 (762) 083 098 090 07836 (914) 090 100 098 084

gt48 (1219) 100 100 095

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

17Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 13 mdash Load adjustment factors for 7 rebar in uncracked concrete 123

7Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12(200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 023 017 010 na na na 003 002 001 006 004 003 na na na4-38 (111) 059 057 054 032 024 014 054 053 052 012 009 005 024 018 011 na na na

5 (127) 061 058 055 034 025 015 055 054 053 014 011 007 029 022 013 na na na6 (152) 063 060 056 038 028 016 056 055 053 019 014 009 038 028 016 na na na7 (178) 065 061 057 042 031 018 056 055 054 024 018 011 042 031 018 na na na8 (203) 067 063 058 046 034 020 057 056 054 029 022 013 046 034 020 na na na9 (229) 069 064 059 051 037 022 058 057 055 035 026 016 051 037 022 na na na

9-78 (251) 071 066 059 055 041 024 059 057 055 040 030 018 055 041 024 060 na na10 (254) 071 066 060 056 041 024 059 058 055 041 031 018 056 041 024 061 na na11 (279) 073 067 060 061 045 026 060 058 056 047 035 021 061 045 026 064 na na12 (305) 075 069 061 067 049 029 061 059 056 054 040 024 067 049 029 066 na na

12-12 (318) 076 070 062 070 051 030 061 059 057 057 043 026 070 051 030 068 062 na14 (356) 080 072 063 078 058 034 063 061 058 068 051 031 078 058 034 072 065 na16 (406) 084 075 065 089 066 039 065 062 059 083 062 037 089 066 039 077 070 na18 (457) 088 079 067 100 074 043 067 064 060 099 074 044 100 074 043 081 074 na

19-12 (495) 091 081 069 080 047 068 065 061 100 084 050 080 047 085 077 06520 (508) 092 082 069 082 048 068 065 061 087 052 082 048 086 078 06622 (559) 097 085 071 090 053 070 067 062 100 060 090 053 090 082 06924 (610) 100 088 073 099 058 072 068 063 068 099 058 094 085 07226 (660) 091 075 100 063 074 070 064 077 100 063 098 089 07528 (711) 094 077 067 076 071 065 086 067 100 092 07830 (762) 098 079 072 078 073 066 096 072 095 08036 (914) 100 084 087 083 077 069 100 087 100 088

gt48 (1219) 096 100 094 086 076 100 100

Table 14 mdash Load adjustment factors for 7 rebar in cracked concrete 123

7Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12(200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 043 041 038 na na na 005 004 002 010 008 005 na na na4-38 (111) 059 057 054 056 050 044 056 055 053 020 015 009 040 030 018 na na na

5 (127) 061 058 055 059 052 045 057 055 054 024 018 011 049 037 022 na na na6 (152) 063 060 056 064 056 047 058 056 055 032 024 014 064 048 029 na na na7 (178) 065 061 057 070 060 049 059 058 055 040 030 018 070 060 036 na na na8 (203) 067 063 058 076 064 052 060 059 056 049 037 022 076 064 044 na na na9 (229) 069 064 059 082 068 054 062 060 057 059 044 027 082 068 053 na na na

9-78 (251) 071 066 059 087 072 056 063 061 058 068 051 030 087 072 056 072 na na10 (254) 071 066 060 088 073 056 063 061 058 069 052 031 088 073 056 072 na na11 (279) 073 067 060 095 077 059 064 062 058 080 060 036 095 077 059 076 na na12 (305) 075 069 061 100 082 061 066 063 059 091 068 041 100 082 061 079 na na

12-12 (318) 076 070 062 084 062 066 063 060 097 072 043 084 062 081 073 na14 (356) 080 072 063 091 066 068 065 061 100 086 051 091 066 085 078 na16 (406) 084 075 065 100 071 071 067 062 100 063 100 071 091 083 na18 (457) 088 079 067 076 073 069 064 075 076 097 088 na

19-12 (495) 091 081 069 080 075 071 065 085 080 100 092 07720 (508) 092 082 069 082 076 071 065 088 082 093 07822 (559) 097 085 071 087 079 074 067 100 087 097 08224 (610) 100 088 073 093 081 076 068 093 100 08626 (660) 091 075 099 084 078 070 099 08928 (711) 094 077 100 086 080 071 100 09330 (762) 098 079 089 082 073 09636 (914) 100 084 097 089 078 100

gt48 (1219) 096 100 100 087

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

18 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 15 mdash Load adjustment factors for 8 rebar in uncracked concrete 123

8Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

9 12 20 9 12 20 9 12 20 9 12 20 9 12 20 9 12 20(229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 023 017 010 na na na 002 002 001 005 004 002 na na na5 (127) 059 057 054 032 024 014 054 053 052 011 009 005 023 017 010 na na na6 (152) 061 058 055 035 026 015 055 054 053 015 011 007 030 022 013 na na na7 (178) 063 060 056 039 029 017 055 055 053 019 014 009 038 028 017 na na na8 (203) 065 061 057 042 031 018 056 055 054 023 017 010 042 031 018 na na na9 (229) 067 063 058 046 034 020 057 056 054 028 021 012 046 034 020 na na na

10 (254) 069 064 058 050 037 021 058 056 055 032 024 015 050 037 021 na na na11 (279) 070 065 059 054 040 023 059 057 055 037 028 017 054 040 023 na na na

11-14 (286) 071 066 059 056 041 024 059 057 055 038 029 017 056 041 024 059 na na12 (305) 072 067 060 059 044 026 059 058 056 042 032 019 059 044 026 061 na na13 (330) 074 068 061 064 047 028 060 058 056 048 036 022 064 047 028 064 na na14 (356) 076 069 062 069 051 030 061 059 056 053 040 024 069 051 030 066 na na

14-14 (362) 076 070 062 070 052 030 061 059 057 055 041 025 070 052 030 067 061 na16 (406) 080 072 063 079 058 034 063 060 057 065 049 029 079 058 034 071 064 na18 (457) 083 075 065 089 065 038 064 062 058 078 058 035 089 065 038 075 068 na20 (508) 087 078 067 099 073 043 066 063 059 091 068 041 099 073 043 079 072 na22 (559) 091 081 068 100 080 047 067 064 060 100 079 047 100 080 047 083 075 na

22-14 (565) 091 081 069 081 047 067 064 060 080 048 081 047 084 076 06424 (610) 094 083 070 087 051 069 066 061 090 054 087 051 087 079 06626 (660) 098 086 072 094 055 070 067 062 100 061 094 055 090 082 06928 (711) 100 089 073 100 060 072 068 063 068 100 060 094 085 07230 (762) 092 075 064 074 069 064 075 064 097 088 07436 (914) 100 080 077 078 073 067 099 077 100 097 081

gt48 (1219) 090 100 088 081 072 100 100 100 094

Table 16 mdash Load adjustment factors for 8 rebar in cracked concrete 123

8Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

9 12 20 9 12 20 9 12 20 9 12 20 9 12 20 9 12 20(229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 042 040 038 na na na 004 003 002 008 006 004 na na na5 (127) 059 057 054 056 050 044 056 055 053 020 015 009 039 030 018 na na na6 (152) 061 058 055 060 053 046 057 056 054 026 019 012 052 039 023 na na na7 (178) 063 060 056 065 057 047 058 057 055 033 024 015 065 049 029 na na na8 (203) 065 061 057 070 060 049 059 057 055 040 030 018 070 060 036 na na na9 (229) 067 063 058 075 064 051 060 058 056 048 036 021 075 064 043 na na na

10 (254) 069 064 058 080 067 053 061 059 057 056 042 025 080 067 050 na na na11 (279) 070 065 059 086 071 055 062 060 057 064 048 029 086 071 055 na na na

11-14 (286) 071 066 059 087 072 056 063 060 057 066 050 030 087 072 056 071 na na12 (305) 072 067 060 091 075 057 064 061 058 073 055 033 091 075 057 074 na na13 (330) 074 068 061 097 079 059 065 062 059 083 062 037 097 079 059 077 na na14 (356) 076 069 062 100 083 062 066 063 059 092 069 042 100 083 062 079 na na

14-14 (362) 076 070 062 084 062 066 063 059 095 071 043 084 062 080 073 na16 (406) 080 072 063 091 066 068 065 061 100 085 051 091 066 085 077 na18 (457) 083 075 065 100 070 070 067 062 100 061 100 070 090 082 na20 (508) 087 078 067 075 073 069 063 071 075 095 086 na22 (559) 091 081 068 080 075 070 065 082 080 100 091 na

22-14 (565) 091 081 069 080 075 071 065 083 080 091 07724 (610) 094 083 070 085 077 072 066 093 085 095 08026 (660) 098 086 072 090 079 074 067 100 090 098 08328 (711) 100 089 073 095 082 076 069 095 100 08630 (762) 092 075 100 084 078 070 100 08936 (914) 100 080 091 084 074 098

gt48 (1219) 090 100 095 082 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

19Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 17 mdash Load adjustment factors for 9 rebar in uncracked concrete 123

9Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12(257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 022 016 010 na na na 002 001 001 004 003 002 na na na5-58 (143) 059 057 054 032 024 014 054 053 052 011 008 005 022 016 010 na na na

6 (152) 060 057 054 034 025 014 054 053 052 012 009 005 024 018 011 na na na7 (178) 062 059 055 037 027 016 055 054 053 015 011 007 031 023 014 na na na8 (203) 063 060 056 040 029 017 055 054 053 019 014 008 037 028 017 na na na9 (229) 065 061 057 043 031 018 056 055 054 022 017 010 043 031 018 na na na

10 (254) 066 062 057 046 034 020 057 056 054 026 020 012 046 034 020 na na na11 (279) 068 064 058 050 036 021 057 056 054 030 023 014 050 036 021 na na na12 (305) 070 065 059 054 039 023 058 057 055 034 026 015 054 039 023 na na na

12-78 (327) 071 066 060 057 042 025 059 057 055 038 029 017 057 042 025 059 na na13 (330) 071 066 060 058 043 025 059 057 055 039 029 017 058 043 025 059 na na14 (356) 073 067 060 062 046 027 060 058 056 043 032 019 062 046 027 062 na na16 (406) 076 070 062 071 052 031 061 059 056 053 040 024 071 052 031 066 na na

16-14 (413) 077 070 062 072 053 031 061 059 056 054 040 024 072 053 031 066 060 na18 (457) 080 072 063 080 059 035 062 060 057 063 047 028 080 059 035 070 064 na20 (508) 083 075 065 089 066 038 064 061 058 074 055 033 089 066 038 074 067 na22 (559) 086 077 066 098 072 042 065 062 059 085 064 038 098 072 042 077 070 na24 (610) 090 080 068 100 079 046 066 063 060 097 073 044 100 079 046 081 073 na

25-14 (641) 092 081 069 083 048 067 064 060 100 078 047 083 048 083 075 06426 (660) 093 082 069 085 050 068 065 060 082 049 085 050 084 076 06428 (711) 096 085 071 092 054 069 066 061 092 055 092 054 087 079 06730 (762) 099 087 072 098 058 070 067 062 100 061 098 058 090 082 06936 (914) 100 094 077 100 069 074 070 064 080 100 069 099 090 076

gt48 (1219) 100 086 092 083 077 069 100 092 100 100 088

Table 18 mdash Load adjustment factors for 9 rebar in cracked concrete 123

9Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12(257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 041 039 038 na na na 003 003 002 007 005 003 na na na5-58 (143) 059 057 054 056 050 044 056 055 053 020 015 009 039 029 018 na na na

6 (152) 060 057 054 057 051 044 056 055 054 022 016 010 043 032 019 na na na7 (178) 062 059 055 061 054 046 057 056 054 027 020 012 054 041 024 na na na8 (203) 063 060 056 065 057 048 058 057 055 033 025 015 065 050 030 na na na9 (229) 065 061 057 070 060 049 059 057 055 040 030 018 070 059 036 na na na

10 (254) 066 062 057 074 063 051 060 058 056 046 035 021 074 063 042 na na na11 (279) 068 064 058 079 067 053 061 059 056 054 040 024 079 067 048 na na na12 (305) 070 065 059 084 070 055 062 060 057 061 046 027 084 070 055 na na na

12-78 (327) 071 066 060 088 073 056 063 061 058 068 051 031 088 073 056 072 na na13 (330) 071 066 060 089 073 056 063 061 058 069 052 031 089 073 056 072 na na14 (356) 073 067 060 094 077 058 064 062 058 077 058 035 094 077 058 075 na na16 (406) 076 070 062 100 084 062 066 063 059 094 071 042 100 084 062 080 na na

16-14 (413) 077 070 062 085 063 066 063 060 096 072 043 085 063 081 073 na18 (457) 080 072 063 091 066 068 065 061 100 084 050 091 066 085 077 na20 (508) 083 075 065 099 070 070 067 062 099 059 099 070 089 081 na22 (559) 086 077 066 100 074 072 068 063 100 068 100 074 094 085 na24 (610) 090 080 068 078 074 070 064 078 078 098 089 na

25-14 (641) 092 081 069 081 075 071 065 084 081 100 091 07726 (660) 093 082 069 082 076 071 065 088 082 093 07828 (711) 096 085 071 087 078 073 066 098 087 096 08130 (762) 099 087 072 091 080 075 068 100 091 100 08436 (914) 100 094 077 100 086 080 071 100 092

gt48 (1219) 100 086 100 098 090 078 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

20 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 19 mdash Load adjustment factors for 10 rebar in uncracked concrete 123

10Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25(286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 022 016 009 na na na 002 001 001 003 002 001 na na na6-14 (159) 059 057 054 032 024 014 054 053 052 011 008 005 022 016 010 na na na

7 (178) 060 058 055 034 025 015 054 053 052 013 009 006 026 019 011 na na na8 (203) 062 059 055 037 027 016 055 054 053 016 012 007 031 023 014 na na na9 (229) 063 060 056 040 029 017 055 054 053 019 014 008 038 028 017 na na na

10 (254) 065 061 057 043 032 018 056 055 054 022 016 010 043 032 018 na na na11 (279) 066 062 057 046 034 020 057 055 054 025 019 011 046 034 020 na na na12 (305) 068 063 058 049 036 021 057 056 054 029 021 013 049 036 021 na na na13 (330) 069 064 059 053 039 023 058 056 055 033 024 014 053 039 023 na na na14 (356) 071 066 059 057 042 024 059 057 055 036 027 016 057 042 024 na na na

14-14 (362) 071 066 060 058 042 025 059 057 055 037 027 016 058 042 025 059 na na15 (381) 072 067 060 061 045 026 059 057 055 040 030 018 061 045 026 060 na na16 (406) 074 068 061 065 047 028 060 058 056 045 033 020 065 047 028 062 na na17 (432) 075 069 061 069 050 030 060 058 056 049 036 021 069 050 030 064 na na18 (457) 077 070 062 073 053 031 061 059 056 053 039 023 073 053 031 066 060 na20 (508) 080 072 063 081 059 035 062 060 057 062 046 027 081 059 035 070 063 na22 (559) 083 074 065 089 065 038 063 061 058 072 053 032 089 065 038 073 066 na24 (610) 086 077 066 097 071 042 065 062 058 082 060 036 097 071 042 076 069 na26 (660) 089 079 067 100 077 045 066 063 059 092 068 041 100 077 045 079 072 na28 (711) 091 081 069 100 083 049 067 064 060 100 076 045 083 049 082 074 06330 (762) 094 083 070 089 052 068 065 061 084 050 089 052 085 077 06536 (914) 100 090 074 100 063 072 068 063 100 066 100 063 094 084 071

gt48 (1219) 100 082 083 079 074 067 100 083 100 097 082

Table 20 mdash Load adjustment factors for 10 rebar in cracked concrete 123

10Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25(286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 040 039 037 na na na 003 002 001 006 004 003 na na na6-14 (159) 059 057 054 056 050 044 056 055 053 020 015 009 039 029 018 na na na

7 (178) 060 058 055 058 052 045 056 055 054 023 017 010 046 035 021 na na na8 (203) 062 059 055 062 055 046 057 056 054 028 021 013 056 042 025 na na na9 (229) 063 060 056 066 057 048 058 057 055 034 025 015 066 051 030 na na na

10 (254) 065 061 057 070 060 049 059 057 055 039 030 018 070 059 036 na na na11 (279) 066 062 057 074 063 051 060 058 056 046 034 020 074 063 041 na na na12 (305) 068 063 058 078 066 053 061 059 056 052 039 023 078 066 047 na na na13 (330) 069 064 059 082 069 054 062 060 057 059 044 026 082 069 053 na na na14 (356) 071 066 059 087 072 056 063 060 057 065 049 029 087 072 056 na na na

14-14 (362) 071 066 060 088 073 056 063 061 058 067 050 030 088 073 056 071 na na15 (381) 072 067 060 091 075 057 063 061 058 073 054 033 091 075 057 073 na na16 (406) 074 068 061 096 078 059 064 062 058 080 060 036 096 078 059 076 na na17 (432) 075 069 061 100 081 061 065 063 059 087 066 039 100 081 061 078 na na18 (457) 077 070 062 085 062 066 063 059 095 071 043 085 062 080 073 na20 (508) 080 072 063 091 066 068 065 061 100 084 050 091 066 085 077 na22 (559) 083 074 065 098 069 070 066 062 097 058 098 069 089 081 na24 (610) 086 077 066 100 073 072 068 063 100 066 100 073 093 084 na26 (660) 089 079 067 077 073 069 064 074 077 097 088 na28 (711) 091 081 069 081 075 071 065 083 081 100 091 07730 (762) 094 083 070 085 077 072 066 092 085 094 07936 (914) 100 090 074 097 082 077 069 100 097 100 087

gt48 (1219) 100 082 100 093 086 075 100 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

21Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

249 hilti hit-re 100 adhesive with hilti haS threaded rod

Cracked or uncracked concrete

Permissible concete conditions Permissible drilling methods

Dry concrete

Hammer Drilling with Carbide Tipped Drill Bit

Uncracked Concrete Water-saturated concrete

Cracked Concrete Water-filled holes

Submerged (underwater)

Hilti HAS Threaded Rod

Hilti HIT-V Threaded Rod

Table 21 mdash Specifications for fractional threaded rod installed with HIT-RE 100 adhesive

Setting information Symbol UnitsNominal anchor diameter

38 12 58 34 78 1 1-14

Nominal bit diameter do in 716 916 34 78 1 1-18 1-38

Standard effective embedment hefstd

in 3-38 4-12 5-58 6-34 7-78 9 11-14

(mm) (86) (114) (143) (171) (200) (229) (286)

Effective Embedment

minimum hefmin

in 2-38 2-34 3-18 3-12 3-12 4 5

(mm) (60) (70) (79) (89) (89) (102) (127)

maximum hefmax

in 7-12 10 12-12 15 17-12 20 25

(mm) (191) (254) (318) (381) (445) (508) (635)

Minimum diameter of fixture hole

through-set

in 12 58 13161 15161 1-181 1-141 1-121

preset

in 716 1916 1116 1316 1516 1-18 1-38

Installation torque Tinst

ft-lb 15 30 60 100 125 150 200

(Nm) (20) (40) (80) (136) (169) (203) (271)

Minimum Concrete Thickness hmin

in hef + 1-14 58 to 78 rods also have min conc

hef + 2 hef + 3

(mm) (hef + 51) thickness = hef+2do (hef + 57) (hef + 76)

Minimum edge distance2 cmin

in 1-78 2-12 3-18 3-34 4-38 5 5-58

(mm) (48) (64) (79) (95) (111) (127) (143)

Minimum anchor spacing smin

in 1-78 2-12 3-18 3-34 4-38 5 5-58

(mm) (48) (64) (79) (95) (111) (127) (143)

1 Install using (2) washers See Figure 52 Edge distance of 1-34-inch (44mm) is permitted provided the installation torque is reduced to 030 T inst for 5d lt s lt 16-in and to 05

Tinst for sgt16-in

min

Figure 4 mdash HASHIT-V threaded rods

Figure 5 mdash Installation with (2) washers

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

22 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 22 mdash Hilti HIT-RE 100 adhesive design strength with concrete bond failure for fractional threaded rod in uncracked concrete 12345678910

Nominal Anchor

Diameter in (mm)

Nominal anchor diameter in (mm)

Tension mdash ФNn Shear mdash ФVn

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

f´c = 2500 psi(172 MPa)

lb (kN)

f´c = 3000 psi(207 MPa)

lb (kN)

f´c = 4000 psi(276 MPa)

lb (kN)

f´c = 6000 psi(414 MPa)

lb (kN)

38

2-38 1955 1995 2050 2135 2490 2535 2610 2720(60) (87) (89) (91) (95) (111) (113) (116) (121)

3-38 2780 2835 2915 3035 7080 7210 7420 7730(86) (124) (126) (130) (135) (315) (321) (330) (344)

4-12 3710 3775 3885 4050 9440 9615 9895 10305(114) (165) (168) (173) (180) (420) (428) (440) (458)7-12 6180 6295 6480 6745 15735 16025 16490 17175(191) (275) (280) (288) (300) (700) (713) (734) (764)

12

2-34 2985 3040 3130 3255 7595 7735 7960 8290(70) (133) (135) (139) (145) (338) (344) (354) (369)

4-12 4885 4975 5120 5330 12430 12660 13030 13565(114) (217) (221) (228) (237) (553) (563) (580) (603)

6 6510 6630 6825 7105 16575 16875 17370 18090(152) (290) (295) (304) (316) (737) (751) (773) (805)10 10850 11050 11375 11845 27620 28130 28950 30150

(254) (483) (492) (506) (527) (1229) (1251) (1288) (1341)

58

3-18 4065 4140 4260 4435 9280 10165 10840 11290(79) (181) (184) (189) (197) (413) (452) (482) (502)

5-58 7315 7450 7665 7985 18615 18960 19515 20320(143) (325) (331) (341) (355) (828) (843) (868) (904)7-12 9750 9930 10220 10645 24825 25280 26015 27095(191) (434) (442) (455) (474) (1104) (1125) (1157) (1205)

12-12 16255 16550 17035 17740 41370 42130 43360 45155(318) (723) (736) (758) (789) (1840) (1874) (1929) (2009)

34

3-12 5105 5375 5535 5765 11000 12050 13915 14670(89) (227) (239) (246) (256) (489) (536) (619) (653)

6-34 10180 10370 10670 11115 25920 26395 27165 28290(171) (453) (461) (475) (494) (1153) (1174) (1208) (1258)

9 13575 13825 14230 14820 34555 35195 36220 37720(229) (604) (615) (633) (659) (1537) (1566) (1611) (1678)15 22625 23045 23715 24695 57595 58655 60365 62865

(381) (1006) (1025) (1055) (1098) (2562) (2609) (2685) (2796)

78

3-12 5105 5595 6235 6490 11000 12050 13915 16525(89) (227) (249) (277) (289) (489) (536) (619) (735)

7-78 13385 13630 14025 14605 34065 34690 35705 37180(200) (595) (606) (624) (650) (1515) (1543) (1588) (1654)

10-12 17845 18170 18700 19475 45420 46255 47605 49575(267) (794) (808) (832) (866) (2020) (2058) (2118) (2205)

17-12 29740 30285 31170 32460 75700 77090 79340 82625(445) (1323) (1347) (1387) (1444) (3367) (3429) (3529) (3675)

1

4 6240 6835 7895 8240 13440 14725 17000 20820(102) (278) (304) (351) (367) (598) (655) (756) (926)

9 16980 17295 17800 18535 43225 44020 45305 47180(229) (755) (769) (792) (824) (1923) (1958) (2015) (2099)12 22640 23060 23730 24715 57635 58695 60410 62910

(305) (1007) (1026) (1056) (1099) (2564) (2611) (2687) (2798)20 37735 38430 39555 41190 96055 97825 100680 104845

(508) (1679) (1709) (1759) (1832) (4273) (4351) (4478) (4664)

1-14

5 8720 9555 11030 12355 18785 20575 23760 29100(127) (388) (425) (491) (550) (836) (915) (1057) (1294)

11-14 25465 25935 26690 27795 63395 66010 67940 70750(286) (1133) (1154) (1187) (1236) (2820) (2936) (3022) (3147)15 33955 34575 35585 37060 86425 88015 90585 94335

(381) (1510) (1538) (1583) (1649) (3844) (3915) (4029) (4196)25 56590 57630 59310 61765 144040 146690 150975 157220

(635) (2517) (2563) (2638) (2747) (6407) (6525) (6716) (6993)1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 26-38 as necessary Compare to the steel values in table 24

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only Seismic design is not permitted for uncracked concrete

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

23Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 23 mdash Hilti HIT-RE 100 adhesive design strength with concrete bond failure for threaded rod in cracked concrete 12345678910

Nominal anchor

diameter in (mm)

Effective Embedment

Depth in (mm)

Tension mdash ФNn Shear mdash ФVn

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

f´c = 2500 psi(172 MPa)

lb (kN)

f´c = 3000 psi(207 MPa)

lb (kN)

f´c = 4000 psi(276 MPa)

lb (kN)

f´c = 6000 psi(414 MPa)

lb (kN)

38

2-38 950 965 995 1035 1205 1230 1265 1315(60) (42) (43) (44) (46) (54) (55) (56) (58)

3-38 1345 1370 1410 1470 3430 3490 3595 3745(86) (60) (61) (63) (65) (153) (155) (160) (167)

4-12 1795 1830 1885 1960 4570 4655 4790 4990(114) (80) (81) (84) (87) (203) (207) (213) (222)7-12 2995 3050 3140 3265 7620 7760 7985 8315(191) (133) (136) (140) (145) (339) (345) (355) (370)

12

2-34 1405 1430 1475 1535 3580 3645 3750 3910(70) (62) (64) (66) (68) (159) (162) (167) (174)

4-12 2300 2345 2410 2510 5860 5965 6140 6395(114) (102) (104) (107) (112) (261) (265) (273) (284)

6 3070 3125 3215 3350 7810 7955 8185 8525(152) (137) (139) (143) (149) (347) (354) (364) (379)10 5115 5210 5360 5580 13020 13260 13645 14210

(254) (228) (232) (238) (248) (579) (590) (607) (632)

58

3-18 2000 2035 2095 2180 5085 5180 5330 5550(79) (89) (91) (93) (97) (226) (230) (237) (247)

5-58 3595 3660 3770 3925 9155 9320 9595 9990(143) (160) (163) (168) (175) (407) (415) (427) (444)7-12 4795 4885 5025 5235 12205 12430 12790 13320(191) (213) (217) (224) (233) (543) (553) (569) (593)

12-12 7990 8140 8375 8725 20340 20715 21320 22205(318) (355) (362) (373) (388) (905) (921) (948) (988)

34

3-12 2540 2585 2660 2770 6465 6585 6775 7055(89) (113) (115) (118) (123) (288) (293) (301) (314)

6-34 4900 4990 5135 5345 12470 12700 13070 13610(171) (218) (222) (228) (238) (555) (565) (581) (605)

9 6530 6650 6845 7130 16625 16930 17425 18145(229) (290) (296) (304) (317) (740) (753) (775) (807)15 10885 11085 11410 11880 27710 28220 29040 30245

(381) (484) (493) (508) (528) (1233) (1255) (1292) (1345)

78

3-12 2730 2780 2860 2980 6950 7080 7285 7585(89) (121) (124) (127) (133) (309) (315) (324) (337)

7-78 6145 6255 6440 6705 15640 15925 16390 17070(200) (273) (278) (286) (298) (696) (708) (729) (759)

10-12 8190 8340 8585 8940 20850 21235 21855 22760(267) (364) (371) (382) (398) (927) (945) (972) (1012)

17-12 13650 13905 14310 14900 34750 35390 36425 37930(445) (607) (619) (637) (663) (1546) (1574) (1620) (1687)

1

4 3320 3380 3475 3620 8445 8600 8850 9215(102) (148) (150) (155) (161) (376) (383) (394) (410)

9 7465 7600 7825 8145 19000 19350 19915 20740(229) (332) (338) (348) (362) (845) (861) (886) (923)12 9955 10135 10430 10865 25335 25800 26555 27650

(305) (443) (451) (464) (483) (1127) (1148) (1181) (1230)20 16590 16895 17385 18105 42225 43000 44255 46085

(508) (738) (752) (773) (805) (1878) (1913) (1969) (2050)

1-14

5 4405 4485 4620 4810 11215 11420 11755 12240(127) (196) (200) (206) (214) (499) (508) (523) (544)

11-14 9915 10095 10390 10820 25235 25700 26450 27545(286) (441) (449) (462) (481) (1123) (1143) (1177) (1225)15 13220 13460 13855 14430 33645 34265 35265 36725

(381) (588) (599) (616) (642) (1497) (1524) (1569) (1634)25 22030 22435 23090 24045 56075 57110 58775 61210

(635) (980) (998) (1027) (1070) (2494) (2540) (2614) (2723)1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 24

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only For seismic loads multiply cracked concrete tabular values in tension and shear by αseis = 0675 See section 245 for additional information on seismic

applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

24 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 24 mdash Steel design strength for Hilti HIT-V and HAS threaded rods 1

Nominalanchor

diameterin (mm)

HAS-EISO 898 Class 58 2

HAS-E-B7ASTM A193 B7 3

HAS-R stainless steelASTM F 593 - AISI 304316 SS 2

Tensile4

ϕNsa

lb (kN)

Shear5

ϕVsa

lb (kN)

Seismic Shear6

ϕVsaeq

lb (kN)

Tensile4

ϕNsa

lb (kN)

Shear5

ϕVsa

lb (kN)

Seismic Shear6

ϕVsaeq

lb (kN)

Tensile4

ϕNsa

lb (kN)

Shear5

ϕVsa

lb (kN)

Seismic Shear6

ϕVsaeq

lb (kN)

383655 2020 1415 7265 3775 2645 5040 2790 1955(163) (90) (63) (323) (168) (118) (224) (124) (87)

126690 3705 2595 13300 6915 4840 9225 5110 3575(298) (165) (115) (592) (308) (215) (410) (227) (159)

5810650 5900 4130 21190 11020 7715 14690 8135 5695(474) (262) (184) (943) (490) (343) (653) (362) (253)

3415765 8730 6110 31360 16305 11415 18480 10235 7165(701) (388) (272) (1395) (725) (508) (822) (455) (319)

7821755 12050 8435 43285 22505 15755 25510 14125 9890(968) (536) (375) (1925) (1001) (701) (1135) (628) (440)

128540 15805 11065 56785 29525 20670 33465 18535 12975(1270) (703) (492) (2526) (1313) (919) (1489) (824) (577)

1-1445670 25295 17705 90850 47240 33070 53540 29655 20760(2031) (1125) (788) (4041) (2101) (1471) (2382) (1319) (923)

1 See Section 244 to convert design strength value to ASD value2 HAS-E and HAS-R threaded rods are considered brittle steel elements

HAS-E does not comply with elongation requirements of ISO 898-13 HAS-E-B7 rods are considered ductile steel elements4 Tensile = ϕ AseN futa as noted inACI 318-14 Chapter 175 Shear = ϕ 060 AseV futa as noted inACI 318-14 Chapter 17 For 38-in diameter threaded rod shear = ϕ 050 AseV futa6 Seismic Shear = αVseis ϕVsa Reduction for seismic shear only See section 245 for additional information on seismic applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

25Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 25 mdash Load adjustment factors for 38-in diameter fractional threaded rods in uncracked concrete 123

38 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12(60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

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1-34 (44) na na na na 043 032 023 013 na na na na 028 010 008 005 043 021 016 009 na na na na1-78 (48) 061 059 057 054 045 033 024 014 058 054 053 052 031 012 009 005 045 023 017 010 na na na na

2 (51) 062 060 057 054 047 034 025 014 058 054 053 052 034 013 010 006 047 025 019 011 na na na na3 (76) 068 065 061 057 060 042 031 018 062 056 055 054 063 023 018 011 060 042 031 018 na na na na

3-58 (92) 072 068 063 058 070 048 035 020 065 058 056 054 084 031 023 014 070 048 035 020 077 na na na4 (102) 074 070 065 059 077 052 038 022 066 058 057 055 098 036 027 016 077 052 038 022 081 na na na

4-58 (117) 077 073 067 060 089 060 043 025 069 060 058 056 100 045 034 020 089 060 043 025 087 062 na na5 (127) 080 075 069 061 096 064 047 027 070 061 059 056 050 038 023 096 064 047 027 091 065 na na

5-34 (146) 084 078 071 063 100 074 054 031 074 062 060 057 062 046 028 100 074 054 031 097 070 063 na6 (152) 086 080 072 063 077 056 033 075 063 060 057 066 050 030 077 056 033 099 071 065 na7 (178) 092 085 076 066 090 066 038 079 065 062 059 083 062 037 090 066 038 100 077 070 na8 (203) 097 090 080 068 100 075 043 083 067 064 060 100 076 046 100 075 043 082 075 na

8-34 (222) 100 093 082 069 082 048 086 068 065 061 087 052 082 048 086 078 0669 (229) 094 083 070 084 049 087 069 066 061 091 055 084 049 087 079 067

10 (254) 099 087 072 094 054 091 071 067 062 100 064 094 054 092 083 07011 (279) 100 091 074 100 060 095 073 069 064 074 100 060 096 087 07412 (305) 094 077 065 099 075 071 065 084 065 100 091 07714 (356) 100 081 076 100 080 074 067 100 076 099 08316 (406) 086 087 084 078 070 087 100 08918 (457) 090 098 088 081 072 098 09424 (610) 100 100 100 092 080 100 10030 (762) 100 08736 (914) 095

gt48 (1219) 100

Table 26 mdash Load adjustment factors for 38-in diameter fractional threaded rods in cracked concrete 123

38 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12(60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191)

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1-34 (44) na na na na 058 054 049 043 na na na na 042 015 012 007 058 031 023 014 na na na na1-78 (48) 061 059 057 054 060 056 050 044 060 055 054 053 046 017 013 008 060 034 026 015 na na na na

2 (51) 062 060 057 054 062 057 051 044 061 055 055 053 051 019 014 008 062 038 028 017 na na na na3 (76) 068 065 061 057 078 070 060 049 066 058 057 055 093 034 026 016 078 069 052 031 na na na na

3-58 (92) 072 068 063 058 089 078 066 053 069 060 058 056 100 046 034 021 089 078 066 041 088 na na na4 (102) 074 070 065 059 096 084 070 055 071 061 059 056 053 040 024 096 084 070 048 092 na na na

4-58 (117) 077 073 067 060 100 093 076 058 075 063 060 057 066 049 030 100 093 076 058 099 071 na na5 (127) 080 075 069 061 099 080 060 077 064 061 058 074 056 033 099 080 060 100 074 na na

5-34 (146) 084 078 071 063 100 088 064 081 066 063 059 091 069 041 100 088 064 079 072 na6 (152) 086 080 072 063 091 066 082 066 064 060 097 073 044 091 066 081 074 na7 (178) 092 085 076 066 100 072 087 069 066 061 100 092 055 100 072 087 079 na8 (203) 097 090 080 068 078 092 072 068 063 100 068 078 093 085 na

8-34 (222) 100 093 082 069 083 096 074 070 064 077 083 098 089 0759 (229) 094 083 070 085 098 075 070 064 081 085 099 090 07610 (254) 099 087 072 091 100 077 073 066 094 091 100 095 08011 (279) 100 091 074 098 080 075 068 100 098 100 08412 (305) 094 077 100 083 077 069 100 08814 (356) 100 081 088 082 072 09516 (406) 086 094 086 076 10018 (457) 090 099 091 07924 (610) 100 100 100 08830 (762) 09836 (914) 100

gt48 (1219)1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

26 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 27 mdash Load adjustment factors for 12-in diameter fractional threaded rods in uncracked concrete 123

12 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10(70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254)

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1-34 (44) na na na na 040 027 020 012 na na na na 010 007 005 003 021 014 010 006 na na na na2-12 (64) 061 059 057 054 048 032 023 014 055 054 053 052 018 012 009 005 035 023 018 011 na na na na

3 (76) 063 061 058 055 053 035 026 015 056 055 054 053 023 015 012 007 047 031 023 014 na na na na4 (102) 068 065 061 057 066 041 030 018 058 056 055 054 036 024 018 011 066 041 030 018 058 na na na5 (127) 072 069 064 058 082 048 035 021 061 058 057 055 050 033 025 015 082 048 035 021 065 na na na

5-34 (146) 076 071 066 060 094 054 040 023 062 059 058 055 062 041 031 018 094 054 040 023 070 061 na na6 (152) 077 072 067 060 098 057 042 024 063 060 058 056 066 043 033 020 098 057 042 024 071 062 na na7 (178) 081 076 069 062 100 066 048 028 065 061 059 057 083 055 041 025 100 066 048 028 077 067 na na

7-14 (184) 082 077 070 062 068 050 029 065 062 060 057 088 058 043 026 068 050 029 078 068 062 na8 (203) 086 080 072 063 075 055 032 067 063 061 057 100 067 050 030 075 055 032 082 071 065 na9 (229) 090 083 075 065 085 062 036 069 064 062 058 080 060 036 085 062 036 087 076 069 na

10 (254) 095 087 078 067 094 069 040 071 066 063 059 094 070 042 094 069 040 092 080 073 na11-14 (286) 100 092 081 069 100 078 046 074 068 065 061 100 084 050 100 078 046 097 085 077 065

12 (305) 094 083 070 083 049 075 069 066 061 092 055 083 049 100 087 079 06714 (356) 100 089 073 097 057 079 072 068 063 100 070 097 057 094 086 07216 (406) 094 077 100 065 084 076 071 065 085 100 065 100 092 07718 (457) 100 080 073 088 079 074 067 100 073 097 08220 (508) 083 081 092 082 076 069 081 100 08722 (559) 087 089 096 085 079 071 089 09124 (610) 090 097 100 088 082 072 097 09530 (762) 100 100 098 089 078 100 10036 (914) 100 097 084

gt48 (1219) 100 095

Table 28 mdash Load adjustment factors for 12-in diameter fractional threaded rods in cracked concrete 123

12 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10(70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254)

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1-34 (44) na na na na 052 049 045 041 na na na na 016 010 008 005 032 021 016 009 na na na na2-12 (64) 061 059 057 054 060 056 050 044 057 055 054 053 027 018 013 008 054 035 027 016 na na na na

3 (76) 063 061 058 055 066 060 053 046 058 056 055 054 035 023 017 010 066 047 035 021 na na na na4 (102) 068 065 061 057 079 070 060 049 061 058 057 055 054 036 027 016 079 070 054 032 067 na na na5 (127) 072 069 064 058 092 080 067 053 064 061 059 056 076 050 038 023 092 080 067 045 075 na na na

5-34 (146) 076 071 066 060 100 088 073 056 066 062 060 057 094 062 046 028 100 088 073 056 080 070 na na6 (152) 077 072 067 060 091 075 057 067 063 060 057 100 066 049 030 091 075 057 082 071 na na7 (178) 081 076 069 062 100 083 062 069 065 062 059 083 062 037 100 083 062 088 077 na na

7-14 (184) 082 077 070 062 085 063 070 065 063 059 087 066 039 085 063 090 078 071 na8 (203) 086 080 072 063 091 066 072 067 064 060 100 076 046 091 066 094 082 075 na9 (229) 090 083 075 065 100 070 075 069 066 061 091 054 100 070 100 087 079 na

10 (254) 095 087 078 067 075 078 071 067 062 100 064 075 092 083 na11-14 (286) 100 092 081 069 081 081 074 070 064 076 081 097 088 075

12 (305) 094 083 070 085 083 075 071 065 084 085 100 091 07714 (356) 100 089 073 095 089 079 074 067 100 095 099 08316 (406) 094 077 100 094 084 078 070 100 100 08918 (457) 100 080 100 088 081 072 09420 (508) 083 092 085 075 09922 (559) 087 096 088 077 10024 (610) 090 100 092 08030 (762) 100 100 08736 (914) 094

gt48 (1219) 100

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

27Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 29 mdash Load adjustment factors for 58-in diameter fractional threaded rods in uncracked concrete 123

58 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12

(79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318)

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1-34 (44) na na na na 039 025 019 011 na na na na 009 005 004 002 019 010 008 005 na na na na3-18 (79) 061 059 057 054 052 032 023 014 056 054 053 052 022 012 009 005 045 024 018 011 na na na na

4 (102) 065 062 059 055 061 036 027 016 058 055 054 053 032 018 013 008 061 035 026 016 na na na na4-58 (117) 067 064 060 056 068 040 029 017 059 056 055 054 040 022 016 010 068 040 029 017 060 na na na

5 (127) 068 065 061 057 074 042 031 018 060 057 055 054 045 025 019 011 074 042 031 018 063 na na na6 (152) 072 068 063 058 089 047 035 020 062 058 056 055 059 032 024 015 089 047 035 020 069 na na na7 (178) 076 071 066 059 100 053 039 023 064 059 058 055 075 041 031 018 100 053 039 023 074 na na na

7-18 (181) 076 071 066 060 054 040 023 064 059 058 055 077 042 031 019 054 040 023 075 061 na na8 (203) 079 074 068 061 061 045 026 066 060 059 056 091 050 037 022 061 045 026 079 065 na na9 (229) 083 077 070 062 069 051 030 068 062 060 057 100 060 045 027 069 051 030 084 069 062 na

10 (254) 087 080 072 063 076 056 033 070 063 061 058 070 052 031 076 056 033 089 072 066 na11 (279) 090 083 074 065 084 062 036 072 064 062 058 081 060 036 084 062 036 093 076 069 na12 (305) 094 086 077 066 092 067 039 074 066 063 059 092 069 041 092 067 039 097 079 072 na14 (356) 100 091 081 069 100 079 046 077 068 065 061 100 087 052 100 079 046 100 086 078 06616 (406) 097 086 071 090 053 081 071 067 062 100 064 090 053 092 083 07018 (457) 100 090 074 100 059 085 074 069 064 076 100 059 097 088 07420 (508) 094 077 066 089 076 072 065 089 066 100 093 07822 (559) 099 079 072 093 079 074 067 100 072 098 08224 (610) 100 082 079 097 081 076 068 079 100 08626 (660) 085 085 100 084 078 070 085 09028 (711) 087 092 087 080 072 092 09330 (762) 090 099 089 082 073 099 09636 (914) 098 100 097 089 078 100 100

gt48 (1219) 100 100 100 087

Table 30 mdash Load adjustment factors for 58-in diameter fractional threaded rods in cracked concrete 123

58 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12

(79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318)

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1-34 (44) na na na na 049 046 043 040 na na na na 012 007 006 003 024 015 011 007 na na na na3-18 (79) 061 059 057 054 061 056 050 044 057 055 054 053 029 018 013 008 058 035 027 016 na na na na

4 (102) 065 062 059 055 069 062 055 046 059 057 056 054 042 026 019 012 069 051 038 023 na na na na4-58 (117) 067 064 060 056 076 067 058 048 061 058 056 055 052 032 024 014 076 064 048 029 066 na na na

5 (127) 068 065 061 057 080 070 060 049 062 058 057 055 059 036 027 016 080 070 054 032 068 na na na6 (152) 072 068 063 058 091 078 066 053 064 060 058 056 077 047 035 021 091 078 066 042 075 na na na7 (178) 076 071 066 059 100 087 072 056 066 062 060 057 097 059 045 027 100 087 072 053 081 na na na

7-18 (181) 076 071 066 060 088 073 056 067 062 060 057 100 061 046 027 088 073 055 082 069 na na8 (203) 079 074 068 061 096 078 059 069 063 061 058 073 054 033 096 078 059 087 073 na na9 (229) 083 077 070 062 100 085 062 071 065 062 059 087 065 039 100 085 062 092 078 071 na

10 (254) 087 080 072 063 091 066 073 067 064 060 100 076 046 091 066 097 082 075 na11 (279) 090 083 074 065 098 069 076 069 065 061 088 053 098 069 100 086 078 na12 (305) 094 086 077 066 100 073 078 070 067 062 100 060 100 073 090 082 na14 (356) 100 091 081 069 081 083 074 069 064 076 081 097 088 07416 (406) 097 086 071 089 087 077 072 066 092 089 100 094 08018 (457) 100 090 074 097 092 080 075 068 100 097 100 08420 (508) 094 077 100 097 084 078 070 100 08922 (559) 099 079 100 087 081 072 09324 (610) 100 082 090 083 074 09726 (660) 085 094 086 076 10028 (711) 087 097 089 07830 (762) 090 100 092 08036 (914) 098 100 086

gt48 (1219) 100 0971 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

28 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 31 mdash Load adjustment factors for 34-in diameter fractional threaded rods in uncracked concrete 123

34 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15(89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381)

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1-34 (44) na na na na 038 024 018 010 na na na na 009 004 003 002 017 008 006 004 na na na na3-34 (95) 062 059 057 054 055 032 023 014 057 054 053 052 027 012 009 006 053 025 019 011 na na na na

4 (102) 062 060 057 054 058 033 024 014 057 054 054 053 029 014 010 006 058 027 020 012 na na na na5 (127) 066 062 059 056 068 037 027 016 059 056 055 053 041 019 014 009 068 037 027 016 na na na na

5-14 (133) 066 063 060 056 071 038 028 017 060 056 055 053 044 020 015 009 071 038 028 017 062 na na na6 (152) 069 065 061 057 081 042 031 018 061 057 055 054 054 025 019 011 081 042 031 018 066 na na na7 (178) 072 067 063 058 090 047 034 020 063 058 056 055 068 032 024 014 090 047 034 020 072 na na na8 (203) 075 070 065 059 099 052 038 022 065 059 057 055 083 039 029 017 099 052 038 022 077 na na na

8-12 (216) 076 071 066 059 100 055 040 024 066 059 058 056 091 042 032 019 100 055 040 024 079 061 na na9 (229) 078 072 067 060 058 043 025 067 060 058 056 099 046 034 021 058 043 025 081 063 na na

10 (254) 081 075 069 061 064 047 028 068 061 059 056 100 054 040 024 064 047 028 086 066 na na10-34 (273) 083 077 070 062 069 051 030 070 062 060 057 060 045 027 069 051 030 089 069 063 na

12 (305) 087 080 072 063 077 057 033 072 063 061 058 071 053 032 077 057 033 094 073 066 na14 (356) 093 085 076 066 090 066 039 076 065 063 059 089 067 040 090 066 039 100 079 071 na16 (406) 100 090 080 068 100 076 044 079 068 065 060 100 082 049 100 076 044 084 076 na

16-34 (425) 091 081 069 079 046 081 068 065 061 087 052 079 046 086 078 06618 (457) 094 083 070 085 050 083 070 066 062 097 058 085 050 089 081 06820 (508) 099 087 072 095 055 087 072 068 063 100 068 095 055 094 085 07222 (559) 100 091 074 100 061 091 074 070 064 079 100 061 099 089 07524 (610) 094 077 067 094 076 072 066 090 067 100 093 07926 (660) 098 079 072 098 079 074 067 100 072 097 08228 (711) 100 081 078 100 081 075 068 078 100 08530 (762) 083 083 083 077 069 083 08836 (914) 090 100 090 083 073 100 097

gt48 (1219) 100 100 094 081 100

Table 32 mdash Load adjustment factors for 34-in diameter fractional threaded rods in cracked concrete 123

34 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15(89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381)

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1-34 (44) na na na na 047 044 042 039 na na na na 010 006 004 003 021 012 009 005 na na na na3-34 (95) 062 059 057 054 062 056 050 044 058 055 054 053 032 018 014 008 062 037 028 017 na na na na

4 (102) 062 060 057 054 064 057 051 044 058 056 055 053 036 020 015 009 064 040 030 018 na na na na5 (127) 066 062 059 056 072 063 056 047 060 057 056 054 050 028 021 013 072 056 042 025 na na na na

5-14 (133) 066 063 060 056 074 065 057 047 061 058 056 054 054 030 023 014 074 061 046 027 066 na na na6 (152) 069 065 061 057 081 070 060 049 063 059 057 055 066 037 028 017 081 070 056 033 071 na na na7 (178) 072 067 063 058 090 077 065 052 065 060 058 056 083 047 035 021 090 077 065 042 077 na na na8 (203) 075 070 065 059 099 084 070 055 067 061 059 057 100 057 043 026 099 084 070 051 082 na na na

8-12 (216) 076 071 066 059 100 088 072 056 068 062 060 057 063 047 028 100 088 072 056 084 070 na na9 (229) 078 072 067 060 091 075 057 069 063 061 058 068 051 031 091 075 057 087 072 na na

10 (254) 081 075 069 061 099 080 060 071 064 062 058 080 060 036 099 080 060 092 076 na na10-34 (273) 083 077 070 062 100 084 062 073 065 063 059 089 067 040 100 084 062 095 079 071 na

12 (305) 087 080 072 063 091 066 075 067 064 060 100 079 047 091 066 100 083 075 na14 (356) 093 085 076 066 100 072 079 070 067 062 099 060 100 072 090 081 na16 (406) 100 090 080 068 078 084 073 069 063 100 073 078 096 087 na

16-34 (425) 091 081 069 081 085 074 070 064 078 081 098 089 07518 (457) 094 083 070 085 088 076 071 065 087 085 100 092 07820 (508) 099 087 072 091 092 079 074 067 100 091 097 08222 (559) 100 091 074 098 096 082 076 069 098 100 08624 (610) 094 077 100 100 084 078 070 100 09026 (660) 098 079 087 081 072 09428 (711) 100 081 090 083 074 09730 (762) 083 093 086 075 10036 (914) 090 100 093 080

gt48 (1219) 100 100 0901 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

29Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 33 mdash Load adjustment factors for 78-in diameter fractional threaded rods in uncracked concrete 123

78 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12

(89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445)

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(mm

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1-34 (44) na na na na 039 023 017 010 na na na na 009 003 002 001 018 006 004 003 na na na na4-38 (111) 062 059 057 054 062 032 024 014 058 054 053 052 035 012 009 005 062 024 018 011 na na na na

5 (127) 064 061 058 055 066 034 025 015 059 055 054 053 043 014 011 007 066 029 022 013 na na na na5-12 (140) 065 062 059 055 070 036 027 016 060 055 054 053 050 017 013 008 070 033 025 015 065 na na na

6 (152) 066 063 060 056 074 038 028 016 061 056 055 053 057 019 014 009 074 038 028 016 068 na na na7 (178) 069 065 061 057 081 042 031 018 063 056 055 054 071 024 018 011 081 042 031 018 073 na na na8 (203) 072 067 063 058 090 046 034 020 065 057 056 054 087 029 022 013 090 046 034 020 078 na na na9 (229) 074 069 064 059 098 051 037 022 067 058 057 055 100 035 026 016 098 051 037 022 083 na na na

9-78 (251) 077 071 066 059 100 055 041 024 069 059 057 055 040 030 018 100 055 041 024 087 060 na na10 (254) 077 071 066 060 056 041 024 069 059 058 055 041 031 018 056 041 024 087 061 na na11 (279) 080 073 067 060 061 045 026 071 060 058 056 047 035 021 061 045 026 091 064 na na12 (305) 082 075 069 061 067 049 029 073 061 059 056 054 040 024 067 049 029 095 066 na na

12-12 (318) 084 076 070 062 070 051 030 074 061 059 057 057 043 026 070 051 030 097 068 062 na14 (356) 088 080 072 063 078 058 034 077 063 061 058 068 051 031 078 058 034 100 072 065 na16 (406) 093 084 075 065 089 066 039 080 065 062 059 083 062 037 089 066 039 077 070 na18 (457) 099 088 079 067 100 074 043 084 067 064 060 099 074 044 100 074 043 081 074 na

19-12 (495) 100 091 081 069 080 047 087 068 065 061 100 084 050 080 047 085 077 06520 (508) 092 082 069 082 048 088 068 065 061 087 052 082 048 086 078 06622 (559) 097 085 071 090 053 092 070 067 062 100 060 090 053 090 082 06924 (610) 100 088 073 099 058 096 072 068 063 068 099 058 094 085 07226 (660) 091 075 100 063 099 074 070 064 077 100 063 098 089 07528 (711) 094 077 067 100 076 071 065 086 067 100 092 07830 (762) 098 079 072 078 073 066 096 072 095 08036 (914) 100 084 087 083 077 069 100 087 100 088

gt48 (1219) 096 100 094 086 076 100 100

Table 34 mdash Load adjustment factors for 78-in diameter fractional threaded rods in cracked concrete 123

78 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12

(89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445)

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(mm

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1-34 (44) na na na na 045 043 041 038 na na na na 010 005 003 002 020 009 007 004 na na na na4-38 (111) 062 059 057 054 062 056 050 044 059 055 054 053 040 018 014 008 062 037 028 017 na na na na

5 (127) 064 061 058 055 066 059 052 045 060 056 055 054 049 023 017 010 066 045 034 020 na na na na5-12 (140) 065 062 059 055 070 062 054 046 061 057 056 054 056 026 019 012 070 052 039 023 067 na na na

6 (152) 066 063 060 056 074 064 056 047 062 057 056 054 064 030 022 013 074 059 044 027 070 na na na7 (178) 069 065 061 057 081 070 060 049 064 059 057 055 081 037 028 017 081 070 056 034 076 na na na8 (203) 072 067 063 058 090 076 064 052 066 060 058 056 098 046 034 021 090 076 064 041 081 na na na9 (229) 074 069 064 059 098 082 068 054 069 061 059 057 100 054 041 024 098 082 068 049 086 na na na

9-78 (251) 077 071 066 059 100 087 072 056 070 062 060 057 063 047 028 100 087 072 056 090 070 na na10 (254) 077 071 066 060 088 073 056 071 062 060 057 064 048 029 088 073 056 091 070 na na11 (279) 080 073 067 060 095 077 059 073 064 061 058 073 055 033 095 077 059 095 074 na na12 (305) 082 075 069 061 100 082 061 075 065 062 059 084 063 038 100 082 061 099 077 na na

12-12 (318) 084 076 070 062 084 062 076 065 063 059 089 067 040 084 062 100 079 071 na14 (356) 088 080 072 063 091 066 079 067 064 060 100 079 047 091 066 083 076 na16 (406) 093 084 075 065 100 071 083 070 066 062 097 058 100 071 089 081 na18 (457) 099 088 079 067 076 087 072 068 063 100 069 076 094 086 na

19-12 (495) 100 091 081 069 080 090 074 070 064 078 080 098 089 07520 (508) 092 082 069 082 091 075 070 064 081 082 099 090 07622 (559) 097 085 071 087 095 077 072 066 094 087 100 095 08024 (610) 100 088 073 093 099 080 074 067 100 093 099 08326 (660) 091 075 099 100 082 076 069 099 100 08728 (711) 094 077 100 085 079 070 100 09030 (762) 098 079 087 081 072 09336 (914) 100 084 094 087 076 100

gt48 (1219) 096 100 099 0851 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

30 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 35 mdash Load adjustment factors for 1-in diameter fractional threaded rods in uncracked concrete 123

1 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20(102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508)

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(mm

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1-34 (44) na na na na 038 023 017 010 na na na na 008 002 002 001 015 005 004 002 na na na na5 (127) 062 059 057 054 062 032 024 014 059 054 053 052 037 011 009 005 062 023 017 010 na na na na6 (152) 064 061 058 055 069 035 026 015 060 055 054 053 048 015 011 007 069 030 022 013 na na na na

6-14 (159) 065 062 059 055 070 036 027 016 061 055 054 053 051 016 012 007 070 032 024 014 065 na na na7 (178) 067 063 060 056 075 039 029 017 062 055 055 053 061 019 014 009 075 038 028 017 069 na na na8 (203) 069 065 061 057 082 042 031 018 064 056 055 054 074 023 017 010 082 042 031 018 074 na na na9 (229) 072 067 063 058 089 046 034 020 065 057 056 054 089 028 021 012 089 046 034 020 078 na na na

10 (254) 074 069 064 058 097 050 037 021 067 058 056 055 100 032 024 015 097 050 037 021 083 na na na11 (279) 076 070 065 059 100 054 040 023 069 059 057 055 037 028 017 100 054 040 023 087 na na na

11-14 (286) 077 071 066 059 056 041 024 069 059 057 055 038 029 017 056 041 024 088 059 na na12 (305) 079 072 067 060 059 044 026 070 059 058 056 042 032 019 059 044 026 091 061 na na13 (330) 081 074 068 061 064 047 028 072 060 058 056 048 036 022 064 047 028 094 064 na na14 (356) 084 076 069 062 069 051 030 074 061 059 056 053 040 024 069 051 030 098 066 na na

14-14 (362) 084 076 070 062 070 052 030 074 061 059 057 055 041 025 070 052 030 099 067 061 na16 (406) 088 080 072 063 079 058 034 077 063 060 057 065 049 029 079 058 034 100 071 064 na18 (457) 093 083 075 065 089 065 038 081 064 062 058 078 058 035 089 065 038 075 068 na20 (508) 098 087 078 067 099 073 043 084 066 063 059 091 068 041 099 073 043 079 072 na22 (559) 100 091 081 068 100 080 047 088 067 064 060 100 079 047 100 080 047 083 075 na

22-14 (565) 091 081 069 081 047 088 067 064 060 080 048 081 047 084 076 06424 (610) 094 083 070 087 051 091 069 066 061 090 054 087 051 087 079 06626 (660) 098 086 072 094 055 094 070 067 062 100 061 094 055 090 082 06928 (711) 100 089 073 100 060 098 072 068 063 068 100 060 094 085 07230 (762) 092 075 064 100 074 069 064 075 064 097 088 07436 (914) 100 080 077 078 073 067 099 077 100 097 081

gt48 (1219) 090 100 088 081 072 100 100 100 094

Table 36 mdash Load adjustment factors for 1-in diameter fractional threaded rods in cracked concrete 123

1 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20(102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508)

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(mm

)

1-34 (44) na na na na 044 042 040 038 na na na na 009 004 003 002 017 008 006 003 na na na na5 (127) 062 059 057 054 062 056 050 044 059 055 054 053 042 019 014 008 062 037 028 017 na na na na6 (152) 064 061 058 055 069 060 053 046 061 057 055 054 055 024 018 011 069 049 037 022 na na na na

6-14 (159) 065 062 059 055 070 061 054 046 062 057 056 054 058 026 019 012 070 052 039 023 068 na na na7 (178) 067 063 060 056 075 065 057 047 063 058 056 054 069 031 023 014 075 061 046 028 072 na na na8 (203) 069 065 061 057 082 070 060 049 065 059 057 055 084 038 028 017 082 070 056 034 077 na na na9 (229) 072 067 063 058 089 075 064 051 067 060 058 056 100 045 034 020 089 075 064 040 082 na na na

10 (254) 074 069 064 058 097 080 067 053 069 061 059 056 052 039 024 097 080 067 047 086 na na na11 (279) 076 070 065 059 100 086 071 055 070 062 060 057 060 045 027 100 086 071 054 090 na na na

11-14 (286) 077 071 066 059 087 072 056 071 062 060 057 063 047 028 087 072 056 092 070 na na12 (305) 079 072 067 060 091 075 057 072 063 061 058 069 052 031 091 075 057 095 072 na na13 (330) 081 074 068 061 097 079 059 074 064 062 058 078 058 035 097 079 059 098 075 na na14 (356) 084 076 069 062 100 083 062 076 065 063 059 087 065 039 100 083 062 100 078 na na

14-14 (362) 084 076 070 062 084 062 077 065 063 059 089 067 040 084 062 079 071 na16 (406) 088 080 072 063 091 066 080 067 064 060 100 080 048 091 066 083 076 na18 (457) 093 083 075 065 100 070 083 070 066 061 095 057 100 070 088 080 na20 (508) 098 087 078 067 075 087 072 068 063 100 067 075 093 085 na22 (559) 100 091 081 068 080 091 074 070 064 077 080 098 089 na

22-14 (565) 091 081 069 080 091 074 070 064 078 080 098 089 07524 (610) 094 083 070 085 095 076 071 065 088 085 100 093 07826 (660) 098 086 072 090 098 078 073 067 099 090 096 08128 (711) 100 089 073 095 100 080 075 068 100 095 100 08430 (762) 092 075 100 083 077 069 100 08736 (914) 100 080 089 082 073 096

gt48 (1219) 090 100 093 081 1001 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

31Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 37 mdash Load adjustment factors for 1-14-in diameter fractional threaded rods in uncracked concrete 123

1-14 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25

(127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635)

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(mm

) 1-34 (44) na na na na 037 022 016 009 na na na na 005 002 001 001 011 003 002 001 na na na na6-14 (159) 062 059 057 054 063 032 024 014 059 054 053 052 037 011 008 005 063 022 016 010 na na na na

7 (178) 064 060 058 055 067 034 025 015 060 054 053 052 043 013 009 006 067 026 019 011 na na na na8 (203) 066 062 059 055 072 037 027 016 061 055 054 053 053 016 012 007 072 031 023 014 066 na na na9 (229) 068 063 060 056 078 040 029 017 062 055 054 053 063 019 014 008 078 038 028 017 070 na na na

10 (254) 070 065 061 057 083 043 031 018 064 056 055 054 074 022 016 010 083 043 031 018 074 na na na11 (279) 072 066 062 057 089 046 034 020 065 057 055 054 086 025 019 011 089 046 034 020 078 na na na12 (305) 074 068 063 058 095 049 036 021 066 057 056 054 098 029 021 013 095 049 036 021 081 na na na13 (330) 076 069 064 059 100 052 038 023 068 058 056 055 100 033 024 014 100 052 038 023 084 na na na14 (356) 077 071 066 059 056 041 024 069 059 057 055 036 027 016 056 041 024 087 058 na na

14-14 (362) 078 071 066 060 057 042 025 069 059 057 055 037 027 016 057 042 025 088 059 na na15 (381) 079 072 067 060 060 044 026 070 059 057 055 040 030 018 060 044 026 091 060 na na16 (406) 081 074 068 061 064 047 028 072 060 058 056 045 033 020 064 047 028 094 062 na na17 (432) 083 075 069 061 068 050 029 073 060 058 056 049 036 021 068 050 029 096 064 na na18 (457) 085 077 070 062 072 053 031 075 061 059 056 053 039 023 072 053 031 099 066 060 na20 (508) 089 080 072 063 080 059 035 077 062 060 057 062 046 027 080 059 035 100 070 063 na22 (559) 093 083 074 065 088 065 038 080 063 061 058 072 053 032 088 065 038 073 066 na24 (610) 097 086 077 066 096 071 042 083 065 062 058 082 060 036 096 071 042 076 069 na26 (660) 100 089 079 067 100 077 045 086 066 063 059 092 068 041 100 077 045 079 072 na28 (711) 091 081 069 083 048 088 067 064 060 100 076 045 083 048 082 074 06330 (762) 094 083 070 089 052 091 068 065 061 084 050 089 052 085 077 06536 (914) 100 090 074 100 062 099 072 068 063 100 066 100 062 094 084 071

gt48 (1219) 100 082 083 100 079 074 067 100 083 100 097 082

Table 38 mdash Load adjustment factors for 1-14-in diameter fractional threaded rods in cracked concrete 123

1-14 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25

(127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na na 042 040 039 037 na na na na 007 003 002 001 013 006 004 003 na na na na6-14 (159) 062 059 057 054 063 056 050 044 060 056 055 053 044 020 015 009 087 039 029 018 na na na na

7 (178) 064 060 058 055 067 058 052 045 061 056 055 054 052 023 017 010 095 046 035 021 na na na na8 (203) 066 062 059 055 072 062 055 046 062 057 056 054 064 028 021 013 100 056 042 025 070 na na na9 (229) 068 063 060 056 078 066 057 048 064 058 057 055 076 034 025 015 066 051 030 074 na na na

10 (254) 070 065 061 057 083 070 060 049 065 059 057 055 089 039 030 018 070 059 036 078 na na na11 (279) 072 066 062 057 089 074 063 051 067 060 058 056 100 046 034 020 074 063 041 082 na na na12 (305) 074 068 063 058 095 078 066 053 068 061 059 056 052 039 023 078 066 047 086 na na na13 (330) 076 069 064 059 100 082 069 054 070 062 060 057 059 044 026 082 069 053 089 na na na14 (356) 077 071 066 059 087 072 056 072 063 060 057 065 049 029 087 072 056 093 071 na na

14-14 (362) 078 071 066 060 088 073 056 072 063 061 058 067 050 030 088 073 056 094 071 na na15 (381) 079 072 067 060 091 075 057 073 063 061 058 073 054 033 091 075 057 096 073 na na16 (406) 081 074 068 061 096 078 059 075 064 062 058 080 060 036 096 078 059 099 076 na na17 (432) 083 075 069 061 100 081 061 076 065 063 059 087 066 039 100 081 061 100 078 na na18 (457) 085 077 070 062 085 062 078 066 063 059 095 071 043 085 062 080 073 na20 (508) 089 080 072 063 091 066 081 068 065 061 100 084 050 091 066 085 077 na22 (559) 093 083 074 065 098 069 084 070 066 062 097 058 098 069 089 081 na24 (610) 097 086 077 066 100 073 087 072 068 063 100 066 100 073 093 084 na26 (660) 100 089 079 067 077 090 073 069 064 074 077 097 088 na28 (711) 091 081 069 081 093 075 071 065 083 081 100 091 07730 (762) 094 083 070 085 096 077 072 066 092 085 094 07936 (914) 100 090 074 097 100 082 077 069 100 097 100 087

gt48 (1219) 100 082 100 100 093 086 075 100 100

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

32 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

2410 canadian limit State design

Limit State Design of anchors is described in the provisions of CSA A233 -14 (2014) Annex D for post-installed anchors tested and assessed in accordance with ACI 3552 for mechanical anchors and ACI 3554 for adhesive anchors This section contains the Limit State Design tables with unfactored characteristic loads that are based on the published loads in ICC Evaluation Services ESR-3829 These tables are followed by factored resistance tables The factored resistance tables have characteristic design loads that are prefactored by the applicable reduction factors for a single anchor with no

anchor-to-anchor spacing or edge distance adjustments for the convenience of the user of this document All the figures in the previous ACI 318-14 Chapter 17 design section are applicable to Limit State Design and the tables will reference these figures

For a detailed explanation of the tables developed in accordance with CSA A233-14 (2014) Annex D refer to Section 318 Technical assistance is available by contacting Hilti Canada at (800) 363-4458 or at wwwhiltica

Table 39 mdash Specifications for CA Rebar installed with HIT-RE 100

Setting information Symbol UnitsRebar Size

10 M 15 M 20 M 25 M 30 M

Nominal bit diameter do in 916 34 1 1-14 1-12

Effective Embedment

minimum hefminmm 60 80 90 100 120

maximum hefmaxmm 226 320 390 504 598

Minimum Concrete Thickness hminmm hef + 30 hef + 2do

Table 40 mdash Specifications for CA Rebar installed with HIT-RE 100

Rebar Size

CSA-G3018 Grade 4002

Tensile3 Nsar

lb (kN)

Shear4 Vsar

lb (kN)

Seismic shear5 Vsareq

lb (kN)

10 M 7245 4035 2825

(322) 179) (126)

15 M 14525 8090 5665

(646) (360) (252)

20 M 21570 12020 8415

(959) (535) (374)

25 M 36025 20070 14050

(1602) (893) (625)

30 M 50715 28255 19780

(2256) (1257) (880)

1 See Section 3186 to convert design strength value to ASD value2 CSA-G3018 Grade 400 rebar are considered ductile steel elements3 Tensile = AseN фs ndash R as noted in CSA A233-14 Annex D4 Shear = AseV фs 060 futa R as noted in CSA A233-14 Annex D5 Seismic Shear = αVseis Vsar Reduction factor for seismic shear only

See section 3187 for additional information on seismic applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

33Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 41 mdash Hilti HIT-RE 100 adhesive design information with CA rebar in hammer drilled holes in accordance with CSA A233-14 Annex D 19

Design parameter Symbol UnitsRebar Size Ref

A233-1410 M 15 M 20 M 25 M 30 M

Anchor OD da mm 113 160 195 252 299

Effective minimum embedment 2 hefmm 60 80 90 101 120

Effective maximum embedment 2 hefmm 226 320 390 504 598

Minimum concrete thickness 2 hminmm hef + 30 hef + 2d0

Critical edge distance cacmm See ESR-3187 section 4110

Minimum edge distance cmin3 mm 57 80 98 126 150

Minimum anchor spacing sminmm 57 80 98 126 150

Coeff for factored conc breakoutresistance uncracked concrete kcuncr

4 - 10 D622

Coeff for factored conc breakoutresistance cracked concrete kccr

4 - 7 D622

Concrete material resistance factor ϕc - 065 842 Resistance modification factor for tension and shear concrete failure modes Condition B 5 Rconc - 100 D53 (c )

Dry Concrete

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 476 476 476 476 416D652

(MPa) (33) (33) (33) (33) (29Characteristic bond stress in uncracked concrete 78 τuncr

psi 1272 1204 1156 1100 1056D652

(MPa) (88) (83) (80) (76) (73Anchor category dry concrete - - 2 2 2 2 2

D53 (c)Resistance modification factor Rdry

- 085 085 085 085 085Water Saturated Concrete

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 424 420 405 360 319D652

(MPa) (29) (29) (28) (25) (22Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1061 986 878 803D652

(MPa) (78) (73) (68) (61) (55)Anchor category water-saturated concrete - - 3 3 3 3 3

D53 (c)Resistance modification factor Rws

- 075 075 075 075 075Water-Filled Hole

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 424 420 405 360 319D652

(MPa) (29) (29) (28) (25) (22)Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1061 986 878 803D652

(MPa) (78) (73) (68) (61) (55)Anchor category water-filled hole - - 3 3 3 3 3

D53 (c)Resistance modification factor Rwf

- 075 075 075 075 075Underwater Application

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 424 420 405 360 319D652

(MPa) (29) (29) (28) (25) (22)Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1061 986 878 803D652

(MPa) (78) (73) (68) (61) (55)Anchor category underwater - - 3 3 3 3 3

D53 (c)Resistance modification factor Ruw

- 075 075 075 075 075

1 Design information in this table is taken from ICC-ES ESR-3829 dated January 2016 table 32 and 33 and converted for use with CSA A233-14 Annex D2 See figure 23 Minimum edge distance may be reduced to 45mm provided rebar remains untorqued See ESR-3829 section 4194 For all design cases ψcN = 10 The appropriate coefficient for breakout resistance for cracked concrete (kccr) or uncracked concrete (kcuncr) must be used5 For use with the load combinations of CSA A233-14 chapter 8 Condition B applies where supplementary reinforcement in conformance with CSA A233-14 section D53 is not provided or

where pullout or pryout strength governs For cases where the presence of supplementary reinforcement can be verified the resistance modification factors associated with Condition A may be used

6 Temperature range A Max short term temperature = 130degF (55degC) max long term temperature = 110degF (43degC) Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

7 Bond strength values corresponding to concrete compressive strength fʹc = 2500 psi (172 MPa) For concrete compressive strength fʹc between 2500 psi (172 MPa) and 8000 psi (552 MPa) the tabulated characteristic bond strength may be increased by a factor of (fʹc2500)01 [for SI (fʹc 172)01]

8 Bond strength values are for sustained loads including dead and live loads For load combinations consisting of short-term loads only such as wind and seismic bond strengths may be increased by 40 percent

9 For structures assigned to Seismic Design Categories C D E or F bond strength values must be multiplied by αNseis = 09

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

34 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 42 mdash Hilti HIT-RE 100 adhesive factored resistance with concrete bond failure for CA rebar in uncracked concrete 12345678910

Rebar Size

EffectiveEmbedment

Depthin (mm)

Tension mdash Nr Shear mdash Vr

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

10 M

4-12 4515 4620 4705 4840 9030 9235 9405 9680(115) (201) (205) (209) (215) (402) (411) (418) (431)

7-116 7070 7230 7360 7575 14135 14455 14720 15150(180) (314) (322) (327) (337) (629) (643) (655) (674)8-78 8875 9075 9240 9510 17750 18150 18485 19025(226) (395) (404) (411) (423) (790) (807) (822) (846)

15 M

5-1116 7630 7805 7945 8180 15260 15605 15895 16360(145) (339) (347) (353) (364) (679) (694) (707) (728)

9-1316 13155 13455 13700 14100 26315 26910 27405 28205(250) (585) (598) (609) (627) (1171) (1197) (1219) (1255)

12-58 16840 17220 17540 18050 33685 34445 35075 36100(320) (749) (766) (780) (803) (1498) (1532) (1560) (1606)

20 M

7-78 12315 12595 12825 13200 24635 25190 25655 26400(200) (548) (560) (571) (587) (1096) (1120) (1141) (1174)14 21865 22355 22765 23430 43725 44710 45535 46865

(355) (972) (994) (1013) (1042) (1945) (1989) (2025) (2085)15-38 24020 24560 25010 25740 48035 49120 50025 51485(390) (1068) (1092) (1113) (1145) (2137) (2185) (2225) (2290)

25 M

9-116 17420 17810 18140 18670 34835 35620 36280 37335(230) (775) (792) (807) (830) (1550) (1585) (1614) (1661)

15-1516 30670 31365 31940 32870 61340 62725 63880 65745(405) (1364) (1395) (1421) (1462) (2729) (2790) (2842) (2924)

19-1316 38170 39030 39750 40910 76335 78060 79495 81815(504) (1698) (1736) (1768) (1820) (3396) (3472) (3536) (3639)

30 M

10-14 22430 22935 23355 24040 44855 45870 46710 48075(260) (998) (1020) (1039) (1069) (1995) (2040) (2078) (2138)

17-1516 39250 40135 40875 42065 78500 80270 81745 84130(455) (1746) (1785) (1818) (1871) (3492) (3571) (3636) (3742)

23-916 51585 52750 53720 55285 103170 105495 107435 110575(598) (2295) (2346) (2390) (2459) (4589) (4693) (4779) (4919)

1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 40

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only Seismic design is not permitted for uncracked concrete

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

35Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 43 mdash Hilti HIT-RE 100 adhesive factored resistance with concrete bond failure for CA rebar in cracked concrete 12345678910

Rebar Size

EffectiveEmbedment

Depthin (mm)

Tension mdash Nr Shear mdash Vr

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

10 M

4-12 1690 1730 1760 1810 3380 3455 3520 3620(115) (75) (77) (78) (81) (150) (154) (157) (161)

7-116 2645 2705 2755 2835 5290 5410 5510 5670(180) (118) (120) (123) (126) (235) (241) (245) (252)8-78 3320 3395 3460 3560 6640 6790 6915 7120(226) (148) (151) (154) (158) (295) (302) (308) (317)

15 M

5-1116 3015 3085 3140 3235 6035 6170 6285 6465(145) (134) (137) (140) (144) (268) (274) (280) (288)

9-1316 5200 5320 5415 5575 10405 10640 10835 11150(250) (231) (237) (241) (248) (463) (473) (482) (496)

12-58 6660 6810 6935 7135 13315 13615 13865 14270(320) (296) (303) (308) (317) (592) (606) (617) (635)

20 M

7-78 5070 5185 5280 5435 10145 10370 10565 10870(200) (226) (231) (235) (242) (451) (461) (470) (484)14 9000 9205 9375 9650 18005 18410 18750 19295

(355) (400) (409) (417) (429) (801) (819) (834) (858)15-38 9890 10115 10300 10600 19780 20225 20600 21200(390) (440) (450) (458) (471) (880) (900) (916) (943)

25 M

9-116 7535 7705 7850 8080 15075 15415 15700 16155(230) (335) (343) (349) (359) (671) (686) (698) (719)

15-1516 13270 13570 13820 14225 26545 27145 27645 28450(405) (590) (604) (615) (633) (1181) (1207) (1230) (1265)

19-1316 16515 16890 17200 17700 33035 33780 34400 35405(504) (735) (751) (765) (787) (1469) (1503) (1530) (1575)

30 M

10-14 8835 9035 9200 9470 17670 18070 18400 18940(260) (393) (402) (409) (421) (786) (804) (819) (842)

17-1516 15460 15810 16100 16570 30925 31620 32205 33145(455) (688) (703) (716) (737) (1376) (1407) (1432) (1474)

23-916 20320 20780 21160 21780 40640 41560 42325 43560(598) (904) (924) (941) (969) (1808) (1849) (1883) (1938)

1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 40

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only For seismic loads multiply cracked concrete tabular values in tension and shear by αseis = 0675 See section 245 for additional information on seismic

applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

36 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 45 mdash Load adjustment factors for 10M rebar in uncracked concrete 123

10 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4-12 7-116 8-78 4-12 7-116 8-78 4-12 7-116 8-89 4-12 7-116 8-78 4-12 7-116 8-78 4-12 7-116 8-78(115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 025 016 012 na na na 009 006 005 018 012 009 na na na2-316 (55) 058 055 054 028 017 013 054 053 053 012 008 006 025 016 013 na na na

3 (76) 061 057 056 033 020 016 056 054 054 020 013 010 033 020 016 na na na4 (102) 065 059 057 039 024 019 058 056 055 031 020 016 039 024 019 na na na5 (127) 068 062 059 046 029 023 060 057 056 043 028 022 046 029 023 na na na

5-1116 (145) 071 063 061 053 033 026 061 058 057 053 034 027 053 033 026 066 na na6 (152) 072 064 061 056 035 027 061 059 057 057 037 029 056 035 027 068 na na7 (178) 076 066 063 065 040 032 063 060 059 072 046 037 065 040 032 073 na na8 (203) 079 069 065 074 046 036 065 061 060 088 056 045 074 046 036 078 na na

8-14 (210) 080 069 065 077 048 038 066 062 060 092 059 047 077 048 038 080 069 na9 (229) 083 071 067 084 052 041 067 063 061 100 067 053 084 052 041 083 071 na

10-116 (256) 087 074 069 094 058 046 069 064 062 080 063 094 058 046 088 076 07011 (279) 090 076 071 100 063 050 071 066 063 091 072 100 063 050 092 079 07312 (305) 094 078 072 069 054 073 067 065 100 082 069 054 096 083 07714 (356) 100 083 076 081 064 077 070 067 100 081 064 100 089 08316 (406) 088 080 092 073 081 073 070 092 073 095 08818 (457) 092 084 100 082 084 076 072 100 082 100 09424 (610) 100 095 100 096 084 079 100 10030 (762) 100 100 093 08736 (914) 100 094

gt48 (1219) 100

Table 46 mdash Load adjustment factors for 10M rebar in cracked concrete 123

10 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4-12 7-116 8-78 4-12 7-116 8-78 4-12 7-116 8-89 4-12 7-116 8-78 4-12 7-116 8-78 4-12 7-116 8-78(115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226)

Spac

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(mm

) 1-34 (44) na na na 049 044 042 na na na 017 011 009 034 022 017 na na na2-316 (55) 058 055 054 052 046 043 056 055 054 024 015 012 047 030 024 na na na

3 (76) 061 057 056 060 050 047 059 057 056 039 025 020 060 049 039 na na na4 (102) 065 059 057 070 056 051 062 059 058 059 038 030 070 056 051 na na na5 (127) 068 062 059 080 062 056 065 061 059 083 053 042 080 062 056 na na na

5-1116 (145) 071 063 061 088 066 059 067 062 061 100 065 052 088 066 059 082 na na6 (152) 072 064 061 091 068 061 068 063 061 070 056 091 068 061 084 na na7 (178) 076 066 063 100 074 065 071 065 063 088 070 100 074 065 091 na na8 (203) 079 069 065 081 070 074 067 065 100 085 081 070 097 na na

8-14 (210) 080 069 065 083 072 074 068 066 090 083 072 099 085 na9 (229) 083 071 067 088 076 077 070 067 100 088 076 100 089 na

10-116 (256) 087 074 069 096 081 080 072 069 096 081 094 08711 (279) 090 076 071 100 086 082 074 071 100 086 098 09112 (305) 094 078 072 092 085 076 073 092 100 09514 (356) 100 083 076 100 091 081 076 100 10016 (406) 088 080 097 085 08018 (457) 092 084 100 089 08424 (610) 100 095 100 09530 (762) 100 10036 (914)

gt48 (1219)

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

37Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 47 mdash Load adjustment factors for 15M rebar in uncracked concrete 123

15 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58

(145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320)

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(mm

) 1-34 (44) na na na 025 014 011 na na na 006 004 003 013 007 006 na na na3-18 (80) 059 055 054 032 018 014 055 053 053 015 009 007 031 018 014 na na na

4 (102) 062 057 055 036 020 016 056 054 054 022 013 010 036 020 016 na na na5 (127) 065 058 057 041 023 018 058 055 054 031 018 014 041 023 018 na na na6 (152) 068 060 058 047 026 020 059 056 055 040 023 018 047 026 020 na na na7 (178) 070 062 059 053 030 023 061 057 056 051 029 023 053 030 023 na na na

7-14 (184) 071 062 060 055 031 024 061 058 056 053 031 024 055 031 024 066 na na8 (203) 073 064 061 060 034 026 062 058 057 062 036 028 060 034 026 070 na na9 (229) 076 065 062 068 038 029 064 059 058 074 043 034 068 038 029 074 na na

10 (254) 079 067 063 075 042 033 065 061 059 087 050 039 075 042 033 078 na na11-38 (289) 083 069 065 086 048 037 067 062 060 100 061 048 086 048 037 083 069 na

12 (305) 085 070 066 090 051 039 068 063 061 066 052 090 051 039 085 071 na14-18 (359) 091 074 069 100 060 046 071 065 063 084 066 100 060 046 093 077 071

16 (406) 097 077 071 068 052 074 067 064 100 079 068 052 098 082 07618 (457) 100 080 074 076 059 077 069 066 095 076 059 100 087 08020 (508) 084 076 084 065 080 071 068 100 084 065 092 08522 (559) 087 079 093 072 083 073 070 093 072 096 08924 (610) 091 082 100 078 086 075 071 100 078 100 09330 (762) 100 090 098 095 082 077 098 10036 (914) 098 100 100 088 082 100

gt48 (1219) 100 100 093

Table 48 mdash Load adjustment factors for 15M rebar in cracked concrete 123

15 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58

(145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320)

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(mm

) 1-34 (44) na na na 046 041 040 na na na 011 007 005 023 013 010 na na na3-18 (80) 059 055 054 055 046 044 057 055 054 028 016 013 055 032 025 na na na

4 (102) 062 057 055 062 050 046 059 056 055 040 023 018 062 046 036 na na na5 (127) 065 058 057 069 054 049 061 058 057 055 032 025 069 054 049 na na na6 (152) 068 060 058 077 058 052 063 059 058 073 042 033 077 058 052 na na na7 (178) 070 062 059 086 062 056 066 061 059 092 053 042 086 062 056 na na na

7-14 (184) 071 062 060 088 063 056 066 061 060 096 056 044 088 063 056 081 na na8 (203) 073 064 061 095 066 059 068 063 061 100 065 051 095 066 059 085 na na9 (229) 076 065 062 100 071 062 070 064 062 078 061 100 071 062 090 na na

10 (254) 079 067 063 076 066 072 066 063 091 071 076 066 095 na na11-38 (289) 083 069 065 082 071 076 068 065 100 086 082 071 100 084 na

12 (305) 085 070 066 086 073 077 069 066 093 086 073 087 na14-18 (359) 091 074 069 097 081 082 072 069 100 097 081 094 087

16 (406) 097 077 071 100 088 086 075 071 100 088 100 09218 (457) 100 080 074 096 090 078 074 096 09820 (508) 084 076 100 095 081 077 100 10022 (559) 087 079 099 084 07924 (610) 091 082 100 088 08230 (762) 100 090 097 09036 (914) 098 100 098

gt48 (1219) 100 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

38 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 49 mdash Load adjustment factors for 20M rebar in uncracked concrete 123

20 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38(200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390)

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(mm

)

1-34 (44) na na na 021 011 010 na na na 004 002 002 008 005 004 na na na3-78 (98) 058 055 054 028 015 014 054 053 053 014 008 007 027 015 014 na na na

4 (102) 058 055 054 029 016 014 055 053 053 014 008 007 029 016 014 na na na5 (127) 061 056 055 032 018 016 056 054 054 020 011 010 032 018 016 na na na6 (152) 063 057 057 036 020 018 057 055 054 027 015 014 036 020 018 na na na7 (178) 065 058 058 040 022 020 058 055 055 034 019 017 040 022 020 na na na8 (203) 067 060 059 044 024 022 059 056 056 041 023 021 044 024 022 na na na9 (229) 069 061 060 050 027 025 060 057 057 049 028 025 050 027 025 na na na

10 (254) 071 062 061 055 030 027 061 058 057 057 032 029 055 030 027 068 na na11 (279) 073 063 062 061 033 030 063 059 058 066 037 034 061 033 030 071 na na12 (305) 075 064 063 066 036 033 064 059 059 075 042 039 066 036 033 074 na na14 (356) 080 067 065 077 042 038 066 061 060 095 053 049 077 042 038 080 na na16 (406) 084 069 067 088 048 044 068 063 062 100 065 059 088 048 044 086 071 na18 (457) 088 071 070 100 054 049 071 064 063 078 071 100 054 049 091 075 07320 (508) 092 074 072 060 055 073 066 065 091 083 060 055 096 079 07722 (559) 097 076 074 066 060 075 067 066 100 096 066 060 100 083 08024 (610) 100 079 076 072 066 078 069 068 100 072 066 087 08426 (660) 081 078 078 071 080 070 069 078 071 090 08728 (711) 083 080 084 076 082 072 071 084 076 094 09130 (762) 086 083 090 082 084 074 072 090 082 097 09436 (914) 093 089 100 098 091 078 076 100 098 100 100

gt48 (1219) 100 100 100 100 088 085 100

Table 50 mdash Load adjustment factors for 20M rebar in cracked concrete 123

20 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38(200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390)

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(h)

mdash in

(mm

)

1-34 (44) na na na 043 039 039 na na na 007 004 004 015 008 007 na na na3-78 (98) 058 055 054 053 045 044 056 054 054 024 013 012 048 027 024 na na na

4 (102) 058 055 054 054 045 044 057 055 054 025 014 013 050 028 026 na na na5 (127) 061 056 055 059 048 047 058 056 055 035 020 018 059 040 036 na na na6 (152) 063 057 057 064 051 049 060 057 056 046 026 024 064 051 047 na na na7 (178) 065 058 058 070 053 052 062 058 057 058 033 030 070 053 052 na na na8 (203) 067 060 059 076 056 054 063 059 059 071 040 036 076 056 054 na na na9 (229) 069 061 060 082 059 057 065 060 060 085 048 043 082 059 057 na na na

10 (254) 071 062 061 088 062 060 067 061 061 099 056 051 088 062 060 081 na na11 (279) 073 063 062 095 065 062 068 062 062 100 065 059 095 065 062 085 na na12 (305) 075 064 063 100 069 065 070 064 063 074 067 100 069 065 089 na na14 (356) 080 067 065 075 071 073 066 065 093 084 075 071 096 na na16 (406) 084 069 067 082 077 077 068 067 100 100 082 077 100 085 na18 (457) 088 071 070 089 083 080 070 069 089 083 090 08720 (508) 092 074 072 096 090 083 073 071 096 090 095 09222 (559) 097 076 074 100 096 086 075 073 100 096 100 09724 (610) 100 079 076 100 090 077 076 100 10026 (660) 081 078 093 079 07828 (711) 083 080 096 082 08030 (762) 086 083 100 084 08236 (914) 093 089 091 088

gt48 (1219) 100 100 100 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

39Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 51 mdash Load adjustment factors for 25M rebar in uncracked concrete 123

25 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316

(230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504)

Spac

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(s)

Edg

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(ca)

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(h)

mdash in

(mm

) 1-34 (44) na na na 022 012 010 na na na 003 002 001 006 003 003 na na na5 (127) 059 055 054 032 018 014 055 053 053 014 008 007 029 016 013 na na na6 (152) 061 056 055 035 019 015 055 054 053 019 011 009 035 019 015 na na na7 (178) 063 057 056 039 021 017 056 054 054 024 013 011 039 021 017 na na na8 (203) 065 058 057 042 023 018 057 055 054 029 016 013 042 023 018 na na na9 (229) 067 059 058 046 025 020 058 056 055 035 020 016 046 025 020 na na na

10 (254) 068 060 058 050 027 022 059 056 055 040 023 018 050 027 022 na na na11-916 (294) 071 062 060 057 031 025 061 057 056 050 029 023 057 031 025 065 na na

12 (305) 072 063 060 059 032 026 061 058 056 053 030 024 059 032 026 066 na na14 (356) 076 065 062 069 038 030 063 059 058 067 038 031 069 038 030 071 na na16 (406) 079 067 063 079 043 034 065 060 059 082 047 037 079 043 034 076 na na18 (457) 083 069 065 089 049 039 066 061 060 098 056 045 089 049 039 081 na na

18-716 (469) 084 069 066 091 050 040 067 062 060 100 058 046 091 050 040 082 068 na20 (508) 087 071 067 099 054 043 068 063 061 065 052 099 054 043 085 071 na

22-38 (568) 091 073 069 100 060 048 070 064 062 077 062 100 060 048 090 075 07024 (610) 094 075 070 065 052 072 065 063 085 069 065 052 094 077 07226 (660) 098 077 072 070 056 074 066 064 096 077 070 056 097 081 07528 (711) 100 079 074 076 060 076 068 065 100 087 076 060 100 084 07830 (762) 081 075 081 065 077 069 066 096 081 065 087 08136 (914) 088 080 097 078 083 073 069 100 097 078 095 088

gt48 (1219) 100 090 100 100 094 080 076 100 100 100 100

Table 52 mdash Load adjustment factors for 25M rebar in cracked concrete 123

25 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316

(230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504)

Spac

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(s)

Edg

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ista

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(ca)

Con

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e Th

ickn

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(h)

mdash in

(mm

) 1-34 (44) na na na 042 039 038 na na na 005 003 002 010 006 004 na na na5 (127) 059 055 054 055 046 044 056 054 054 024 013 011 047 027 022 na na na6 (152) 061 056 055 060 048 046 058 055 055 031 018 014 060 035 028 na na na7 (178) 063 057 056 065 051 048 059 056 055 039 022 018 065 044 036 na na na8 (203) 065 058 057 070 053 050 060 057 056 048 027 022 070 053 044 na na na9 (229) 067 059 058 075 056 051 061 058 057 057 032 026 075 056 051 na na na

10 (254) 068 060 058 080 059 053 063 059 058 067 038 030 080 059 053 na na na11-916 (294) 071 062 060 089 063 057 065 060 059 083 047 038 089 063 057 077 na na

12 (305) 072 063 060 091 064 058 065 060 059 088 050 040 091 064 058 078 na na14 (356) 076 065 062 100 069 062 068 062 061 100 063 051 100 069 062 084 na na16 (406) 079 067 063 075 066 070 064 062 077 062 075 066 090 na na18 (457) 083 069 065 081 071 073 066 064 092 074 081 071 096 na na

18-716 (469) 084 069 066 083 072 074 066 064 095 076 083 072 097 080 na20 (508) 087 071 067 087 075 075 067 065 100 086 087 075 100 084 na

22-38 (568) 091 073 069 095 081 078 070 067 100 095 081 088 08224 (610) 094 075 070 100 085 081 071 068 100 085 092 08526 (660) 098 077 072 090 083 073 070 090 095 08928 (711) 100 079 074 095 086 074 071 095 099 09230 (762) 081 075 100 088 076 073 100 100 09536 (914) 088 080 096 081 077 100

gt48 (1219) 100 090 100 092 086

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

40 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 53 mdash Load adjustment factors for 30M rebar in uncracked concrete 123

30 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916

(260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na 023 013 009 na na na 002 001 001 005 003 002 na na na5-78 (150) 060 055 054 034 019 014 055 053 053 014 008 006 029 016 012 na na na

6 (152) 060 056 054 034 019 014 055 053 053 015 008 006 029 017 013 na na na7 (178) 061 057 055 037 020 015 055 054 053 018 011 008 037 020 015 na na na8 (203) 063 057 056 040 022 017 056 054 054 022 013 010 040 022 017 na na na9 (229) 065 058 056 043 024 018 057 055 054 027 015 012 043 024 018 na na na

10 (254) 066 059 057 047 026 019 058 055 054 031 018 014 047 026 019 na na na11 (279) 068 060 058 050 028 021 058 056 055 036 021 016 050 028 021 na na na12 (305) 070 061 058 054 029 022 059 056 055 041 024 018 054 029 022 na na na

13-14 (337) 072 062 059 059 033 024 060 057 056 048 027 021 059 033 024 064 na na14 (356) 073 063 060 063 034 026 061 057 056 052 030 023 063 034 026 066 na na16 (406) 076 065 061 071 039 030 062 058 057 064 036 028 071 039 030 070 na na18 (457) 079 067 063 080 044 033 064 060 058 076 043 033 080 044 033 074 na na20 (508) 083 069 064 089 049 037 065 061 059 089 051 039 089 049 037 079 na na

20-78 (531) 084 069 065 093 051 039 066 061 059 095 054 041 093 051 039 080 na na22 (559) 086 070 066 098 054 041 067 062 060 100 059 045 098 054 041 082 068 na24 (610) 089 072 067 100 059 044 068 063 061 067 051 100 059 044 086 071 na

26-916 (675) 093 075 069 065 049 070 064 062 078 059 065 049 091 075 06928 (711) 096 076 070 069 052 072 065 062 084 064 069 052 093 077 07030 (762) 099 078 071 074 055 073 066 063 093 071 074 055 096 080 07336 (914) 100 083 075 088 066 078 069 066 100 093 088 066 100 087 080

gt48 (1219) 095 084 100 089 087 075 071 100 100 089 100 100 092

Table 54 mdash Load adjustment factors for 30M rebar in cracked concrete 123

30 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916

(260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na 041 038 038 na na na 004 002 002 008 005 004 na na na5-78 (150) 060 055 054 056 047 044 057 055 054 026 015 011 052 030 022 na na na

6 (152) 060 056 054 057 047 044 057 055 054 026 015 012 053 030 023 na na na7 (178) 061 057 055 061 049 046 058 056 055 033 019 015 061 038 029 na na na8 (203) 063 057 056 065 051 047 059 056 055 041 023 018 065 047 035 na na na9 (229) 065 058 056 069 053 049 060 057 056 049 028 021 069 053 042 na na na

10 (254) 066 059 057 074 056 050 061 058 057 057 033 025 074 056 050 na na na11 (279) 068 060 058 079 058 052 063 059 057 066 038 029 079 058 052 na na na12 (305) 070 061 058 083 060 054 064 059 058 075 043 033 083 060 054 na na na

13-14 (337) 072 062 059 089 063 056 065 060 059 087 050 038 089 063 056 078 na na14 (356) 073 063 060 093 065 057 066 061 059 094 054 041 093 065 057 080 na na16 (406) 076 065 061 100 070 061 068 063 061 100 066 050 100 070 061 086 na na18 (457) 079 067 063 075 064 071 064 062 079 060 075 064 091 na na20 (508) 083 069 064 081 068 073 066 063 092 070 081 068 096 na na

20-78 (531) 084 069 065 083 070 074 066 064 098 075 083 070 098 na na22 (559) 086 070 066 086 072 075 067 064 100 081 086 072 100 083 na24 (610) 089 072 067 092 076 077 069 066 092 092 076 087 na

26-916 (675) 093 075 069 099 081 080 071 067 100 099 081 092 08428 (711) 096 076 070 100 084 082 072 068 100 084 094 08630 (762) 099 078 071 088 084 074 070 088 097 08936 (914) 100 083 075 100 091 078 074 100 100 097

gt48 (1219) 095 084 100 088 082 1001 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

41Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 55 mdash Hilti HIT-RE 100 design information with HAS threaded rods in hammer drilled holes in accordance with CSA A233-14 Annex D 19

Design parameter Symbol UnitsNominal rod diameter (in) Ref

A233-1438 12 58 34 78 1 1-14

Anchor OD da mm 95 127 159 191 222 254 318

Effective minimum embedment 2 hefmm 60 70 79 89 89 102 127

Effective maximum embedment 2 hefmm 191 254 318 381 445 508 635

Minimum concrete thickness 2 hminmm hef + 30 hef + 2d0

Critical edge distance cacmm See ESR-3829 section 4110

Minimum edge distance cmin3 mm 48 64 79 95 111 127 159

Minimum anchor spacing sminmm 48 64 79 95 111 127 159

Coeff for factored conc breakoutresistance uncracked concrete kcuncr

4 - 10 D622

Coeff for factored conc breakoutresistance cracked concrete kccr

4 - 7 D622

Concrete material resistance factor ϕc - 065 842 Resistance modification factor for tension and shear concrete failure modes Condition B 5 Rconc - 100 D53 (c )

Dry Concrete

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 616 592 592 560 516 480 408D652

(MPa) (42) (41) (41) (39) (36) (33) (28

Characteristic bond stress in uncracked concrete 78 τuncr

psi 1272 1256 1204 1164 1124 1092 1048D652

(MPa) (88) (87) (83) (80) (78) (75) (72)

Anchor category dry concrete - - 2 2 2 2 2 2 2Resistance modification factor Rdry

- 085 085 085 085 085 085 085Water Saturated Concrete

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 548 521 521 476 416 375 300D652

(MPa) (38) (36) (36) (33) (29) (26) (21)Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1106 1061 994 915 859 776D652

(MPa) (78) (76) (73) (69) (63) (59) (54)Anchor category water-saturated concrete - - 2 2 2 2 2 2 2Resistance modification factor Rws

- 085 085 085 085 085 085 085Water-Filled Hole

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 548 521 521 476 416 375 300D652

(MPa) (38) (36) (36) (33) (29) (26) (21)

Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1106 1061 994 915 859 776D652

(MPa) (78) (76) (73) (69) (63) (59) (54)

Anchor category water-filled hole - - 3 3 3 3 3 3 3D53 (c)

Resistance modification factor Rwf- 075 075 075 075 075 075 075

Underwater Application

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 548 521 521 476 416 375 300D652

(MPa) (38) (36) (36) (33) (29) (26) (21)Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1106 1061 994 915 859 776D652

(MPa) (78) (76) (73) (69) (63) (59) (54)Anchor category underwater - - 3 3 3 3 3 3 3Resistance modification factor Ruw

- 075 075 075 075 075 075 075

1 Design information in this table is taken from ICC-ES ESR-3829 dated January 2016 table 8 and 9 and converted for use with CSA A233-14 Annex D2 See figure 43 Minimum edge distance may be reduced to 45mm lt cai lt 5d provided Tinst is reduced See ESR-3829 section 4194 For all design cases ψcN = 10 The appropriate coefficient for breakout resistance for cracked concrete (kccr) or uncracked concrete (kcuncr) must be used5 For use with the load combinations of CSA A233-14 chapter 8 Condition B applies where supplementary reinforcement in conformance with CSA A233-14 section D53 is not provided or

where pullout or pryout strength governs For cases where the presence of supplementary reinforcement can be verified the resistance modification factors associated with Condition A may be used

6 Temperature range A Max short term temperature = 130degF (55degC) max long term temperature = 110degF (43degC) Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

7 Bond strength values corresponding to concrete compressive strength fʹc = 2500 psi (172 MPa) For concrete compressive strength fʹc between 2500 psi (172 MPa) and 8000 psi (552 MPa) the tabulated characteristic bond strength may be increased by a factor of (fʹc2500)01 [for SI (fʹc 172)01]

8 Bond strength values are for sustained loads including dead and live loads For load combinations consisting of short-term loads only such as wind and seismic bond strengths may be increased by 40 percent

9 For structures assigned to Seismic Design Categories C D E or F bond strength values must be multiplied by αNseis = 09

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

42 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 56 mdash Hilti HIT-RE 100 adhesive factored resistance with concrete bond failure for threaded rod in uncracked concrete 12345678910

Nominal Anchor

Diameter in (mm)

Nominal anchor diameter in (mm)

Tension mdash Nn Shear mdash Vn

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

38

2-38 1995 2040 2080 2140 1995 2040 2080 2140(60) (89) (91) (92) (95) (89) (91) (92) (95)

3-38 2840 2900 2955 3040 5675 5805 5910 6080(86) (126) (129) (131) (135) (252) (258) (263) (271)

4-12 3785 3870 3940 4055 7565 7735 7880 8110(114) (168) (172) (175) (180) (337) (344) (351) (361)7-12 6305 6450 6565 6760 12610 12895 13135 13515(191) (280) (287) (292) (301) (561) (574) (584) (601)

12

2-34 3045 3115 3170 3260 6090 6225 6340 6525(70) (135) (138) (141) (145) (271) (277) (282) (290)

4-12 4980 5095 5185 5340 9960 10185 10375 10675(114) (222) (227) (231) (237) (443) (453) (461) (475)

6 6640 6790 6915 7120 13285 13580 13830 14235(152) (295) (302) (308) (317) (591) (604) (615) (633)10 11070 11320 11525 11865 22140 22635 23055 23725

(254) (492) (503) (513) (528) (985) (1007) (1025) (1055)

58

3-18 4145 4240 4315 4440 8290 8475 8635 8885(79) (184) (189) (192) (198) (369) (377) (384) (395)

5-58 7460 7630 7770 7995 14920 15260 15540 15990(143) (332) (339) (346) (356) (664) (679) (691) (711)7-12 9950 10170 10360 10660 19895 20345 20720 21325(191) (442) (452) (461) (474) (885) (905) (922) (948)

12-12 16580 16955 17265 17770 33160 33905 34530 35540(318) (737) (754) (768) (790) (1475) (1508) (1536) (1581)

34

3-12 5385 5505 5610 5770 10770 11015 11215 11545(89) (240) (245) (249) (257) (479) (490) (499) (514)

6-34 10385 10620 10815 11130 20775 21240 21630 22265(171) (462) (472) (481) (495) (924) (945) (962) (990)

9 13850 14160 14420 14845 27695 28320 28845 29685(229) (616) (630) (642) (660) (1232) (1260) (1283) (1320)15 23080 23600 24035 24740 46160 47205 48070 49475

(381) (1027) (1050) (1069) (1100) (2053) (2100) (2138) (2201)

78

3-12 5480 6125 6320 6505 10955 12250 12635 13005(89) (244) (272) (281) (289) (487) (545) (562) (579)

7-78 13650 13960 14215 14630 27300 27920 28430 29260(200) (607) (621) (632) (651) (1214) (1242) (1265) (1302)

10-12 18200 18610 18955 19510 36405 37225 37910 39015(267) (810) (828) (843) (868) (1619) (1656) (1686) (1736)

17-12 30335 31020 31590 32515 60670 62040 63185 65025(445) (1349) (1380) (1405) (1446) (2699) (2760) (2810) (2893)

1

4 6690 7480 8020 8250 13385 14965 16035 16505(102) (298) (333) (357) (367) (595) (666) (713) (734)

9 17325 17715 18040 18565 34645 35425 36080 37130(229) (771) (788) (802) (826) (1541) (1576) (1605) (1652)12 23095 23620 24055 24755 46195 47235 48105 49510

(305) (1027) (1051) (1070) (1101) (2055) (2101) (2140) (2202)20 38495 39365 40090 41260 76990 78725 80175 82515

(508) (1712) (1751) (1783) (1835) (3425) (3502) (3566) (3670)

1-14

5 9355 10455 11455 12375 18705 20915 22910 24745(127) (416) (465) (510) (550) (832) (930) (1019) (1101)

11-14 25975 26560 27050 27840 51950 53125 54100 55680(286) (1155) (1182) (1203) (1238) (2311) (2363) (2407) (2477)15 34635 35415 36070 37120 69270 70830 72135 74240

(381) (1541) (1575) (1604) (1651) (3081) (3151) (3209) (3302)25 57725 59025 60115 61865 115450 118055 120225 123735

(635) (2568) (2626) (2674) (2752) (5135) (5251) (5348) (5504)1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 26 - 38 as necessary Compare to the steel values in table 24

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2568 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only Seismic design is not permitted for uncracked concrete

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

43Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 57 mdash Hilti HIT-RE 100 adhesive factored resistance with concrete bond failure for threaded rod in cracked concrete 12345678910

Nominal Anchor

Diameter in (mm)

Nominal anchor diameter in (mm)

Tension mdash Nn Shear mdash Vn

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

38

2-38 965 990 1005 1035 965 990 1005 1035(60) (43) (44) (45) (46) (43) (44) (45) (46)

3-38 1375 1405 1430 1475 2750 2810 2860 2945(86) (61) (63) (64) (66) (122) (125) (127) (131)

4-12 1830 1875 1910 1965 3665 3745 3815 3925(114) (81) (83) (85) (87) (163) (167) (170) (175)7-12 3055 3125 3180 3275 6105 6245 6360 6545(191) (136) (139) (141) (146) (272) (278) (283) (291)

12

2-34 1435 1465 1495 1540 2870 2935 2990 3075(70) (64) (65) (66) (68) (128) (131) (133) (137)

4-12 2350 2400 2445 2515 4695 4800 4890 5035(114) (104) (107) (109) (112) (209) (214) (218) (224)

6 3130 3200 3260 3355 6260 6400 6520 6710(152) (139) (142) (145) (149) (278) (285) (290) (298)10 5215 5335 5435 5590 10435 10670 10865 11185

(254) (232) (237) (242) (249) (464) (475) (483) (497)

58

3-18 2040 2085 2120 2185 4075 4170 4245 4370(79) (91) (93) (94) (97) (181) (185) (189) (194)

5-58 3670 3750 3820 3930 7335 7500 7640 7865(143) (163) (167) (170) (175) (326) (334) (340) (350)7-12 4890 5000 5095 5240 9780 10005 10185 10485(191) (218) (222) (227) (233) (435) (445) (453) (466)

12-12 8150 8335 8490 8735 16305 16670 16980 17475(318) (363) (371) (378) (389) (725) (742) (755) (777)

34

3-12 2590 2650 2700 2775 5180 5300 5395 5555(89) (115) (118) (120) (124) (231) (236) (240) (247)

6-34 4995 5110 5205 5355 9995 10220 10405 10710(171) (222) (227) (231) (238) (445) (455) (463) (476)

9 6665 6815 6940 7140 13325 13625 13875 14280(229) (296) (303) (309) (318) (593) (606) (617) (635)15 11105 11355 11565 11900 22210 22710 23125 23800

(381) (494) (505) (514) (529) (988) (1010) (1029) (1059)

78

3-12 2785 2850 2900 2985 5570 5695 5800 5970(89) (124) (127) (129) (133) (248) (253) (258) (266)

7-78 6265 6410 6525 6715 12535 12815 13055 13435(200) (279) (285) (290) (299) (558) (570) (581) (598)

10-12 8355 8545 8700 8955 16710 17090 17405 17910(267) (372) (380) (387) (398) (743) (760) (774) (797)

17-12 13925 14240 14505 14925 27855 28480 29005 29850(445) (619) (633) (645) (664) (1239) (1267) (1290) (1328)

1

4 3385 3460 3525 3625 6770 6920 7050 7255(102) (151) (154) (157) (161) (301) (308) (314) (323)

9 7615 7785 7930 8160 15230 15570 15860 16320(229) (339) (346) (353) (363) (677) (693) (705) (726)12 10150 10380 10575 10880 20305 20765 21145 21760

(305) (452) (462) (470) (484) (903) (924) (941) (968)20 16920 17305 17620 18135 33840 34605 35240 36270

(508) (753) (770) (784) (807) (1505) (1539) (1568) (1613)

1-14

5 4495 4595 4680 4815 8990 9190 9360 9635(127) (200) (204) (208) (214) (400) (409) (416) (429)

11-14 10115 10340 10530 10840 20225 20680 21060 21675(286) (450) (460) (468) (482) (900) (920) (937) (964)15 13485 13790 14040 14450 26965 27575 28085 28905

(381) (600) (613) (625) (643) (1200) (1227) (1249) (1286)25 22475 22980 23405 24085 44945 45960 46805 48170

(635) (1000) (1022) (1041) (1071) (1999) (2044) (2082) (2143)1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 26 - 38 as necessary Compare to the steel values in table 24

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2568 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only For seismic loads multiply cracked concrete tabular values in tension and shear by αseis = 0675 See section 245 for additional information on seismic

applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

44 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

2411 installation instructionsInstallation Instructions For Use (IFU) are included with each product package They can also be viewed or downloaded on-line at wwwushilticom (US) and wwwhiltica (Canada) mdash ldquoServiceTechnical Info gtgt Technical Downloads gtgt Anchoring Systemsrdquo Because of the possibility of changes always verify that downloaded IFU are current when used Proper installation is critical to achieve full performance Training is available on request Contact Hilti Technical Services for applications and conditions not addressed in the IFU

2412 Working time and cure time (approx)

Table 59 mdash Resistance of HIT-RE 100 to chemicals

Chemical Chemicals Tested ResistantNot

Resistant

Alkaline

Concrete drilling mud (10) pH=126 +

Concrete drilling mud (10) pH=132 +

Concrete potash solution (10) +

pH=140

Alkaline

Acetic acid (10)1 -

Nitric acid (10)1 -

Hydrochloric acid (10) 3 month -

Sulfuric acid (10) -

Solvents

Benzyl alcohol -

Ethanol -

Ethyl acetate -

Methyl ethyl ketone (MEK) -

Trichlorethylene -

Xylene (mixture) +

Chemicals used on job sites

Chemicals Concrete plasticizer +

used on job Diesel oil +

sites Oil +

Petrol +

Oil for form work (forming oil) +

Environmental chemicals

Environmental Salt water +

chemicals de-mineralized water +

salt spraying test +

SO2 +

Environmentweather +1 Concrete was dissolved by acid

Samples of the HIT-RE 100 resin were immersed in the various chemical compounds for up to one year At the time of the test period the samples were analyzed Any samples showing no visible damage and having less than a 25 reduction in bending (flexural) strength were classified as ldquoResistantrdquo Samples that were heavily damaged or destroyed were classified as ldquoNot Resistantrdquo

Note In actual use the majority of the resin is encased in the base material leaving very little surface area exposed

2414 resistance of cured hit-re 100 to chemicals

2413 materials Specifications Table 60 mdash Material properties of fully cured HIT-RE 100

adhesiveBond Strength ASTM C882-121

2 day cure 14 day cure

201 Mpa210 Mpa

2920 psi3050 psi

Compressive Strength ASTM D695-101 743 Mpa 10780 psi

Compressive Modulus ASTM D695-101 3731 Mpa 0541 x 106 psi

Tensile Strength 7 day ASTM D638-10 117 Mpa 1690 psi

Elongation at break ASTM D638-10 010

Heat Deflection Temperature ASTM D648-07

568degC 1343degF

Absorption ASTM D570-10 006

Linear Coefficient of Shrinkage on Cure ASTM D2566-86

00001

1 Minimum values obtained as the result of tests at 35degF 50degF 75degF and 110degF

Notes

Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Hilti Outperform Outlast7250 Dallas Parkway Suite 1000 Plano TX 75024 bull Hilti Inc (US) 1-800-879-8000 bull wwwushilticom bull en espantildeol 1-800-879-5000 bull Hilti (Canada) Corp 1-800-363-4458 wwwhiltica bull Hilti is an equal opportunity employer bull Hilti is a registered trademark of Hilti Corp copyCopyright 2016 by Hilti Inc (US) bull 0216 bull DBS

The data contained in this literature was current as of the date of publication Updates and changes may be made based on later testing If verification is needed that the data is still current please contact the Hilti Technical Support Specialists at 1-800-363-4458 All published load values contained in this literature represent the results of testing by Hilti or test organizations Local base materials were used Because of variations in materials on-site testing is necessary to determine performance at any specific site Laser beams represented by red lines in this publication Printed in the United States

14001 US only

Page 11: USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

11Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 3 mdash Hilti HIT-RE 100 adhesive design strength with concrete bond failure for US rebar in cracked concrete 12345678910

Rebar Size

EffectiveEmbedment

Depthin (mm)

Tension mdash ϕNn Shear mdash ϕVn

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

3

3-38 1040 1060 1090 1135 2650 2700 2775 2890(86) (46) (47) (48) (50) (118) (120) (123) (129)

4-12 1390 1415 1455 1515 3535 3600 3705 3855(114) (62) (63) (65) (67) (157) (160) (165) (171)7-12 2315 2355 2425 2525 5890 5995 6170 6425(191) (103) (105) (108) (112) (262) (267) (274) (286)

4

4-12 1850 1885 1940 2020 4710 4795 4935 5140(114) (82) (84) (86) (90) (210) (213) (220) (229)

6 2465 2515 2585 2695 6280 6395 6585 6855(152) (110) (112) (115) (120) (279) (284) (293) (305)10 4110 4190 4310 4490 10470 10660 10970 11425

(254) (183) (186) (192) (200) (466) (474) (488) (508)

5

5-58 2890 2945 3030 3155 7360 7495 7715 8035(143) (129) (131) (135) (140) (327) (333) (343) (357)7-12 3855 3925 4040 4210 9815 9995 10285 10710(191) (171) (175) (180) (187) (437) (445) (457) (476)

12-12 6425 6545 6735 7015 16355 16655 17145 17850(318) (286) (291) (300) (312) (728) (741) (763) (794)

6

6-34 4165 4240 4365 4545 10600 10795 11110 11570(171) (185) (189) (194) (202) (472) (480) (494) (515)

9 5550 5655 5820 6060 14130 14390 14810 15425(229) (247) (252) (259) (270) (629) (640) (659) (686)15 9255 9425 9700 10100 23555 23985 24685 25705

(381) (412) (419) (431) (449) (1048) (1067) (1098) (1143)

7

7-78 5665 5770 5940 6185 14425 14690 15120 15745(200) (252) (257) (264) (275) (642) (653) (673) (700)

10-12 7555 7695 7920 8250 19235 19590 20160 20995(267) (336) (342) (352) (367) (856) (871) (897) (934)

17-12 12595 12825 13200 13745 32060 32645 33600 34990(445) (560) (570) (587) (611) (1426) (1452) (1495) (1556)

8

9 7030 7160 7365 7670 17890 18220 18755 19530(229) (313) (318) (328) (341) (796) (810) (834) (869)12 9370 9545 9825 10230 23855 24295 25005 26040

(305) (417) (425) (437) (455) (1061) (1081) (1112) (1158)20 15620 15905 16370 17050 39760 40490 41675 43400

(508) (695) (707) (728) (758) (1769) (1801) (1854) (1931)

9

10-18 8425 8580 8830 9195 21440 21835 22475 23405(257) (375) (382) (393) (409) (954) (971) (1000) (1041)

13-12 11230 11440 11770 12260 28590 29115 29965 31205(343) (500) (509) (524) (545) (1272) (1295) (1333) (1388)

22-12 18720 19065 19620 20430 47650 48525 49940 52010(572) (833) (848) (873) (909) (2120) (2158) (2221) (2314)

10

11-14 9915 10095 10390 10820 25235 25700 26450 27545(286) (441) (449) (462) (481) (1123) (1143) (1177) (1225)15 13220 13460 13855 14430 33645 34265 35265 36725

(381) (588) (599) (616) (642) (1497) (1524) (1569) (1634)25 22030 22435 23090 24045 56075 57110 58775 61210

(635) (980) (998) (1027) (1070) (2494) (2540) (2614) (2723)

1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 4

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0607 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 T abular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only For seismic loads multiply cracked concrete tabular values in tension and shear by αseis = 0675 See section 245 for additional information on seismic

applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

12 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 4 mdash Steel design strength for US rebar 1

Rebar Size

ASTM A 615 Grade 40 2 ASTM A 615 Grade 60 2 ASTM A 706 Grade 60 2 Tensile3

ϕNsa

lb (kN)

Shear4

ϕVsa

lb (kN)

Seismic Shear5

ϕVsaeq

lb (kN)

Tensile3

ϕNsa

lb (kN)

Shear4

ϕVsa

lb (kN)

Seismic Shear5

ϕVsaeq

lb (kN)

Tensile3

ϕNsa

lb (kN)

Shear4

ϕVsa

lb (kN)

Seismic Shear5

ϕVsaeq

lb (kN)

34290 2375 1665 6435 3565 2495 6600 3430 2400(191) (106) (74) (286) (159) (111) (294) (153) (107)

47800 4320 3025 11700 6480 4535 12000 6240 4370(347) (192) (135) (520) (288) (202) (534) (278) (194)

512090 6695 4685 18135 10045 7030 18600 9670 6770(538) (298) (208) (807) (447) (313) (827) (430) (301)

617160 9505 6655 25740 14255 9980 26400 13730 9610(763) (423) (296) (1145) (634) (444) (1174) (611) (427)

723400 12960 9070 35100 19440 13610 36000 18720 13105(1041) (576) (403) (1561) (865) (605) (1601) (833) (583)

830810 17065 11945 46215 25595 17915 47400 24650 17255(1370) (759) (531) (2056) (1139) (797) (2108) (1096) (768)

939000 21600 15120 58500 32400 22680 60000 31200 21840(1735) (961) (673) (2602) (1441) (1009) (2669) (1388) (971)

1049530 27430 19200 74295 41150 28805 76200 39625 27740(2203) (1220) (854) (3305) (1830) (1281) (3390) (1763) (1234)

1 See Section 244 to convert design strength value to ASD value2 ASTM A706 Grade 60 rebar are considered ductile steel elements ASTM A 615 Grade 40 and 60 rebar are considered brittle steel elements3 Tensile = ϕ AseN futa as noted in ACI 318-14 Chapter 174 Shear = ϕ 060 AseN futa as noted in ACI 318-14 Chapter 175 Seismic Shear = αVseis ϕVsa Reduction for seismic shear only See section 245 for additional information on seismic applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

13Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 5 mdash Load adjustment factors for 3 rebar in uncracked concrete 123

3Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12(86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 032 023 013 na na na 010 008 005 021 016 009 na na na1-78 (48) 059 057 054 033 024 014 054 053 052 012 009 005 023 017 010 na na na

2 (51) 060 057 054 034 025 014 054 053 052 013 010 006 025 019 011 na na na3 (76) 065 061 057 042 031 018 056 055 054 023 018 011 042 031 018 na na na4 (102) 070 065 059 052 038 022 058 057 055 036 027 016 052 038 022 na na na

4-58 (117) 073 067 060 060 043 025 060 058 056 045 034 020 060 043 025 062 na na5 (127) 075 069 061 064 047 027 061 059 056 050 038 023 064 047 027 065 na na

5-34 (146) 078 071 063 074 054 031 062 060 057 062 046 028 074 054 031 070 063 na6 (152) 080 072 063 077 056 033 063 060 057 066 050 030 077 056 033 071 065 na7 (178) 085 076 066 090 066 038 065 062 059 083 062 037 090 066 038 077 070 na8 (203) 090 080 068 100 075 043 067 064 060 100 076 046 100 075 043 082 075 na

8-34 (222) 093 082 069 082 048 068 065 061 087 052 082 048 086 078 0669 (229) 094 083 070 084 049 069 066 061 091 055 084 049 087 079 067

10 (254) 099 087 072 094 054 071 067 062 100 064 094 054 092 083 07011 (279) 100 091 074 100 060 073 069 064 074 100 060 096 087 07412 (305) 094 077 065 075 071 065 084 065 100 091 07714 (356) 100 081 076 080 074 067 100 076 099 08316 (406) 086 087 084 078 070 087 100 08918 (457) 090 098 088 081 072 098 09424 (610) 100 100 100 092 080 100 10030 (762) 100 08736 (914) 095

gt48 (1219) 100

Table 6 mdash Load adjustment factors for 3 rebar in cracked concrete 123

3Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear5

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12 3-38 4-12 7-12(86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191) (86) (114) (191)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 054 049 043 na na na 020 015 009 040 030 018 na na na1-78 (48) 059 057 054 056 050 044 056 055 054 022 017 010 044 033 020 na na na

2 (51) 060 057 054 057 051 044 056 055 054 024 018 011 049 036 022 na na na3 (76) 065 061 057 070 060 049 060 058 056 045 033 020 070 060 040 na na na4 (102) 070 065 059 084 070 055 063 061 058 069 051 031 084 070 055 na na na

4-58 (117) 073 067 060 093 076 058 065 062 059 085 064 038 093 076 058 077 na na5 (127) 075 069 061 099 080 060 066 063 060 096 072 043 099 080 060 081 na na

5-34 (146) 078 071 063 100 088 064 069 065 061 100 089 053 100 088 064 086 078 na6 (152) 080 072 063 091 066 069 066 061 095 057 091 066 088 080 na7 (178) 085 076 066 100 072 073 069 063 100 072 100 072 095 087 na8 (203) 090 080 068 078 076 071 065 087 078 100 093 na

8-34 (222) 093 082 069 083 078 073 067 100 083 097 0829 (229) 094 083 070 085 079 074 067 085 098 083

10 (254) 099 087 072 091 082 077 069 091 100 08711 (279) 100 091 074 098 086 079 071 098 09212 (305) 094 077 100 089 082 073 100 09614 (356) 100 081 095 087 077 10016 (406) 086 100 093 08018 (457) 090 098 08424 (610) 100 100 09630 (762) 10036 (914)

gt48 (1219)1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

14 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 7 mdash Load adjustment factors for 4 rebar in uncracked concrete 123

4Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10(114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na 027 020 012 na na na 007 005 003 014 010 006 na na na2-12 (64) 059 057 054 032 023 014 054 053 052 012 009 005 023 018 011 na na na

3 (76) 061 058 055 035 026 015 055 054 053 015 012 007 031 023 014 na na na4 (102) 065 061 057 041 030 018 056 055 054 024 018 011 041 030 018 na na na5 (127) 069 064 058 048 035 021 058 057 055 033 025 015 048 035 021 na na na

5-34 (146) 071 066 060 054 040 023 059 058 055 041 031 018 054 040 023 061 na na6 (152) 072 067 060 057 042 024 060 058 056 043 033 020 057 042 024 062 na na7 (178) 076 069 062 066 048 028 061 059 057 055 041 025 066 048 028 067 na na

7-14 (184) 077 070 062 068 050 029 062 060 057 058 043 026 068 050 029 068 062 na8 (203) 080 072 063 075 055 032 063 061 057 067 050 030 075 055 032 071 065 na9 (229) 083 075 065 085 062 036 064 062 058 080 060 036 085 062 036 076 069 na

10 (254) 087 078 067 094 069 040 066 063 059 094 070 042 094 069 040 080 073 na11-14 (286) 092 081 069 100 078 046 068 065 061 100 084 050 100 078 046 085 077 065

12 (305) 094 083 070 083 049 069 066 061 092 055 083 049 087 079 06714 (356) 100 089 073 097 057 072 068 063 100 070 097 057 094 086 07216 (406) 094 077 100 065 076 071 065 085 100 065 100 092 07718 (457) 100 080 073 079 074 067 100 073 097 08220 (508) 083 081 082 076 069 081 100 08722 (559) 087 089 085 079 071 089 09124 (610) 090 097 088 082 072 097 09530 (762) 100 100 098 089 078 100 10036 (914) 100 097 084

gt48 (1219) 100 095

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 8 mdash Load adjustment factors for 4 rebar in cracked concrete 123

4Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10 4-12 6 10(114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254) (114) (152) (254)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 049 045 041 na na na 013 010 006 026 019 012 na na na2-12 (64) 059 057 054 056 050 044 056 055 054 022 017 010 044 033 020 na na na

3 (76) 061 058 055 060 053 046 057 056 054 029 022 013 058 043 026 na na na4 (102) 065 061 057 070 060 049 060 058 056 045 033 020 070 060 040 na na na5 (127) 069 064 058 080 067 053 062 060 057 062 047 028 080 067 053 na na na

5-34 (146) 071 066 060 088 073 056 064 062 058 077 058 035 088 073 056 075 na na6 (152) 072 067 060 091 075 057 065 062 059 082 061 037 091 075 057 076 na na7 (178) 076 069 062 100 083 062 067 064 060 100 077 046 100 083 062 083 na na

7-14 (184) 077 070 062 085 063 068 065 060 082 049 085 063 084 076 na8 (203) 080 072 063 091 066 069 066 061 095 057 091 066 088 080 na9 (229) 083 075 065 100 070 072 068 063 100 068 100 070 094 085 na

10 (254) 087 078 067 075 074 070 064 079 075 099 090 na11-14 (286) 092 081 069 081 077 073 066 095 081 100 095 080

12 (305) 094 083 070 085 079 074 067 100 085 098 08314 (356) 100 089 073 095 084 078 070 095 100 08916 (406) 094 077 100 089 082 073 100 09618 (457) 100 080 094 086 076 10020 (508) 083 099 090 07922 (559) 087 100 094 08124 (610) 090 098 08430 (762) 100 100 09336 (914) 100

gt48 (1219)

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

15Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 9 mdash Load adjustment factors for 5 rebar in uncracked concrete 123

5Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12(143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na 025 019 011 na na na 005 004 002 010 008 005 na na na3-18 (79) 059 057 054 032 023 014 054 053 052 012 009 005 024 018 011 na na na

4 (102) 062 059 055 036 027 016 055 054 053 018 013 008 035 026 016 na na na5 (127) 065 061 057 042 031 018 057 055 054 025 019 011 042 031 018 na na na6 (152) 068 063 058 047 035 020 058 056 055 032 024 015 047 035 020 na na na7 (178) 071 066 059 053 039 023 059 058 055 041 031 018 053 039 023 na na na

7-18 (181) 071 066 060 054 040 023 059 058 055 042 031 019 054 040 023 061 na na8 (203) 074 068 061 061 045 026 060 059 056 050 037 022 061 045 026 065 na na9 (229) 077 070 062 069 051 030 062 060 057 060 045 027 069 051 030 069 062 na

10 (254) 080 072 063 076 056 033 063 061 058 070 052 031 076 056 033 072 066 na11 (279) 083 074 065 084 062 036 064 062 058 081 060 036 084 062 036 076 069 na12 (305) 086 077 066 092 067 039 066 063 059 092 069 041 092 067 039 079 072 na14 (356) 091 081 069 100 079 046 068 065 061 100 087 052 100 079 046 086 078 06616 (406) 097 086 071 090 053 071 067 062 100 064 090 053 092 083 07018 (457) 100 090 074 100 059 074 069 064 076 100 059 097 088 07420 (508) 094 077 066 076 072 065 089 066 100 093 07822 (559) 099 079 072 079 074 067 100 072 098 08224 (610) 100 082 079 081 076 068 079 100 08626 (660) 085 085 084 078 070 085 09028 (711) 087 092 087 080 072 092 09330 (762) 090 099 089 082 073 099 09636 (914) 098 100 097 089 078 100 100

gt48 (1219) 100 100 100 087

Table 10 mdash Load adjustment factors for 5 rebar in cracked concrete 123

5Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12 5-58 7-12 12-12(143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318) (143) (191) (318)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 046 043 040 na na na 009 007 004 018 014 008 na na na3-18 (79) 059 057 054 056 050 044 056 055 054 022 017 010 044 033 020 na na na

4 (102) 062 059 055 062 055 046 058 056 055 032 024 014 062 048 029 na na na5 (127) 065 061 057 070 060 049 060 058 056 045 033 020 070 060 040 na na na6 (152) 068 063 058 078 066 053 062 060 057 059 044 026 078 066 053 na na na7 (178) 071 066 059 087 072 056 064 061 058 074 055 033 087 072 056 na na na

7-18 (181) 071 066 060 088 073 056 064 061 058 076 057 034 088 073 056 074 na na8 (203) 074 068 061 096 078 059 066 063 059 090 068 041 096 078 059 079 na na9 (229) 077 070 062 100 085 062 068 064 060 100 081 048 100 085 062 084 076 na

10 (254) 080 072 063 091 066 069 066 061 095 057 091 066 088 080 na11 (279) 083 074 065 098 069 071 068 063 100 065 098 069 093 084 na12 (305) 086 077 066 100 073 073 069 064 075 100 073 097 088 na14 (356) 091 081 069 081 077 072 066 094 081 100 095 08016 (406) 097 086 071 089 081 076 068 100 089 100 08618 (457) 100 090 074 097 085 079 071 097 09120 (508) 094 077 100 089 082 073 100 09622 (559) 099 079 093 085 075 10024 (610) 100 082 097 089 07726 (660) 085 100 092 08028 (711) 087 095 08230 (762) 090 098 08436 (914) 098 100 091

gt48 (1219) 100 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

16 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 11 mdash Load adjustment factors for 6 rebar in uncracked concrete 123

6Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15(171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 024 018 010 na na na 004 003 002 008 006 004 na na na3-34 (95) 059 057 054 032 023 014 054 053 052 012 009 006 025 019 011 na na na

4 (102) 060 057 054 033 024 014 054 054 053 014 010 006 027 020 012 na na na5 (127) 062 059 056 037 027 016 056 055 053 019 014 009 037 027 016 na na na6 (152) 065 061 057 042 031 018 057 055 054 025 019 011 042 031 018 na na na7 (178) 067 063 058 047 034 020 058 056 055 032 024 014 047 034 020 na na na8 (203) 070 065 059 052 038 022 059 057 055 039 029 017 052 038 022 na na na

8-12 (216) 071 066 059 055 040 024 059 058 056 042 032 019 055 040 024 061 na na9 (229) 072 067 060 058 043 025 060 058 056 046 034 021 058 043 025 063 na na

10 (254) 075 069 061 064 047 028 061 059 056 054 040 024 064 047 028 066 na na10-34 (273) 077 070 062 069 051 030 062 060 057 060 045 027 069 051 030 069 063 na

12 (305) 080 072 063 077 057 033 063 061 058 071 053 032 077 057 033 073 066 na14 (356) 085 076 066 090 066 039 065 063 059 089 067 040 090 066 039 079 071 na16 (406) 090 080 068 100 076 044 068 065 060 100 082 049 100 076 044 084 076 na

16-34 (425) 091 081 069 079 046 068 065 061 087 052 079 046 086 078 06618 (457) 094 083 070 085 050 070 066 062 097 058 085 050 089 081 06820 (508) 099 087 072 095 055 072 068 063 100 068 095 055 094 085 07222 (559) 100 091 074 100 061 074 070 064 079 100 061 099 089 07524 (610) 094 077 067 076 072 066 090 067 100 093 07926 (660) 098 079 072 079 074 067 100 072 097 08228 (711) 100 081 078 081 075 068 078 100 08530 (762) 083 083 083 077 069 083 08836 (914) 090 100 090 083 073 100 097

gt48 (1219) 100 100 094 081 100

Table 12 mdash Load adjustment factors for 6 rebar in cracked concrete 123

6Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcreteThickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15 6-34 9 15(171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381) (171) (229) (381)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na 044 042 039 na na na 007 005 003 014 010 006 na na na3-34 (95) 059 057 054 056 050 044 056 055 054 022 016 010 043 032 019 na na na

4 (102) 060 057 054 057 051 044 056 055 054 024 018 011 048 036 021 na na na5 (127) 062 059 056 063 056 047 058 057 055 033 025 015 063 050 030 na na na6 (152) 065 061 057 070 060 049 060 058 056 044 033 020 070 060 039 na na na7 (178) 067 063 058 077 065 052 061 059 057 055 041 025 077 065 050 na na na8 (203) 070 065 059 084 070 055 063 061 058 067 050 030 084 070 055 na na na

8-12 (216) 071 066 059 088 072 056 064 061 058 074 055 033 088 072 056 074 na na9 (229) 072 067 060 091 075 057 064 062 058 080 060 036 091 075 057 076 na na

10 (254) 075 069 061 099 080 060 066 063 059 094 070 042 099 080 060 080 na na10-34 (273) 077 070 062 100 084 062 067 064 060 100 079 047 100 084 062 083 075 na

12 (305) 080 072 063 091 066 069 066 061 100 093 056 091 066 088 080 na14 (356) 085 076 066 100 072 072 068 063 100 070 100 072 095 086 na16 (406) 090 080 068 078 076 071 065 086 078 100 092 na

16-34 (425) 091 081 069 081 077 072 066 092 081 094 07918 (457) 094 083 070 085 079 074 067 100 085 097 08220 (508) 099 087 072 091 082 076 069 091 100 08722 (559) 100 091 074 098 085 079 071 098 09124 (610) 094 077 100 088 082 073 100 09526 (660) 098 079 092 084 074 09928 (711) 100 081 095 087 076 10030 (762) 083 098 090 07836 (914) 090 100 098 084

gt48 (1219) 100 100 095

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

17Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 13 mdash Load adjustment factors for 7 rebar in uncracked concrete 123

7Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12(200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 023 017 010 na na na 003 002 001 006 004 003 na na na4-38 (111) 059 057 054 032 024 014 054 053 052 012 009 005 024 018 011 na na na

5 (127) 061 058 055 034 025 015 055 054 053 014 011 007 029 022 013 na na na6 (152) 063 060 056 038 028 016 056 055 053 019 014 009 038 028 016 na na na7 (178) 065 061 057 042 031 018 056 055 054 024 018 011 042 031 018 na na na8 (203) 067 063 058 046 034 020 057 056 054 029 022 013 046 034 020 na na na9 (229) 069 064 059 051 037 022 058 057 055 035 026 016 051 037 022 na na na

9-78 (251) 071 066 059 055 041 024 059 057 055 040 030 018 055 041 024 060 na na10 (254) 071 066 060 056 041 024 059 058 055 041 031 018 056 041 024 061 na na11 (279) 073 067 060 061 045 026 060 058 056 047 035 021 061 045 026 064 na na12 (305) 075 069 061 067 049 029 061 059 056 054 040 024 067 049 029 066 na na

12-12 (318) 076 070 062 070 051 030 061 059 057 057 043 026 070 051 030 068 062 na14 (356) 080 072 063 078 058 034 063 061 058 068 051 031 078 058 034 072 065 na16 (406) 084 075 065 089 066 039 065 062 059 083 062 037 089 066 039 077 070 na18 (457) 088 079 067 100 074 043 067 064 060 099 074 044 100 074 043 081 074 na

19-12 (495) 091 081 069 080 047 068 065 061 100 084 050 080 047 085 077 06520 (508) 092 082 069 082 048 068 065 061 087 052 082 048 086 078 06622 (559) 097 085 071 090 053 070 067 062 100 060 090 053 090 082 06924 (610) 100 088 073 099 058 072 068 063 068 099 058 094 085 07226 (660) 091 075 100 063 074 070 064 077 100 063 098 089 07528 (711) 094 077 067 076 071 065 086 067 100 092 07830 (762) 098 079 072 078 073 066 096 072 095 08036 (914) 100 084 087 083 077 069 100 087 100 088

gt48 (1219) 096 100 094 086 076 100 100

Table 14 mdash Load adjustment factors for 7 rebar in cracked concrete 123

7Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12 7-78 10-12 17-12(200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445) (200) (267) (445)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 043 041 038 na na na 005 004 002 010 008 005 na na na4-38 (111) 059 057 054 056 050 044 056 055 053 020 015 009 040 030 018 na na na

5 (127) 061 058 055 059 052 045 057 055 054 024 018 011 049 037 022 na na na6 (152) 063 060 056 064 056 047 058 056 055 032 024 014 064 048 029 na na na7 (178) 065 061 057 070 060 049 059 058 055 040 030 018 070 060 036 na na na8 (203) 067 063 058 076 064 052 060 059 056 049 037 022 076 064 044 na na na9 (229) 069 064 059 082 068 054 062 060 057 059 044 027 082 068 053 na na na

9-78 (251) 071 066 059 087 072 056 063 061 058 068 051 030 087 072 056 072 na na10 (254) 071 066 060 088 073 056 063 061 058 069 052 031 088 073 056 072 na na11 (279) 073 067 060 095 077 059 064 062 058 080 060 036 095 077 059 076 na na12 (305) 075 069 061 100 082 061 066 063 059 091 068 041 100 082 061 079 na na

12-12 (318) 076 070 062 084 062 066 063 060 097 072 043 084 062 081 073 na14 (356) 080 072 063 091 066 068 065 061 100 086 051 091 066 085 078 na16 (406) 084 075 065 100 071 071 067 062 100 063 100 071 091 083 na18 (457) 088 079 067 076 073 069 064 075 076 097 088 na

19-12 (495) 091 081 069 080 075 071 065 085 080 100 092 07720 (508) 092 082 069 082 076 071 065 088 082 093 07822 (559) 097 085 071 087 079 074 067 100 087 097 08224 (610) 100 088 073 093 081 076 068 093 100 08626 (660) 091 075 099 084 078 070 099 08928 (711) 094 077 100 086 080 071 100 09330 (762) 098 079 089 082 073 09636 (914) 100 084 097 089 078 100

gt48 (1219) 096 100 100 087

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

18 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 15 mdash Load adjustment factors for 8 rebar in uncracked concrete 123

8Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

9 12 20 9 12 20 9 12 20 9 12 20 9 12 20 9 12 20(229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 023 017 010 na na na 002 002 001 005 004 002 na na na5 (127) 059 057 054 032 024 014 054 053 052 011 009 005 023 017 010 na na na6 (152) 061 058 055 035 026 015 055 054 053 015 011 007 030 022 013 na na na7 (178) 063 060 056 039 029 017 055 055 053 019 014 009 038 028 017 na na na8 (203) 065 061 057 042 031 018 056 055 054 023 017 010 042 031 018 na na na9 (229) 067 063 058 046 034 020 057 056 054 028 021 012 046 034 020 na na na

10 (254) 069 064 058 050 037 021 058 056 055 032 024 015 050 037 021 na na na11 (279) 070 065 059 054 040 023 059 057 055 037 028 017 054 040 023 na na na

11-14 (286) 071 066 059 056 041 024 059 057 055 038 029 017 056 041 024 059 na na12 (305) 072 067 060 059 044 026 059 058 056 042 032 019 059 044 026 061 na na13 (330) 074 068 061 064 047 028 060 058 056 048 036 022 064 047 028 064 na na14 (356) 076 069 062 069 051 030 061 059 056 053 040 024 069 051 030 066 na na

14-14 (362) 076 070 062 070 052 030 061 059 057 055 041 025 070 052 030 067 061 na16 (406) 080 072 063 079 058 034 063 060 057 065 049 029 079 058 034 071 064 na18 (457) 083 075 065 089 065 038 064 062 058 078 058 035 089 065 038 075 068 na20 (508) 087 078 067 099 073 043 066 063 059 091 068 041 099 073 043 079 072 na22 (559) 091 081 068 100 080 047 067 064 060 100 079 047 100 080 047 083 075 na

22-14 (565) 091 081 069 081 047 067 064 060 080 048 081 047 084 076 06424 (610) 094 083 070 087 051 069 066 061 090 054 087 051 087 079 06626 (660) 098 086 072 094 055 070 067 062 100 061 094 055 090 082 06928 (711) 100 089 073 100 060 072 068 063 068 100 060 094 085 07230 (762) 092 075 064 074 069 064 075 064 097 088 07436 (914) 100 080 077 078 073 067 099 077 100 097 081

gt48 (1219) 090 100 088 081 072 100 100 100 094

Table 16 mdash Load adjustment factors for 8 rebar in cracked concrete 123

8Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

9 12 20 9 12 20 9 12 20 9 12 20 9 12 20 9 12 20(229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508) (229) (305) (508)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 042 040 038 na na na 004 003 002 008 006 004 na na na5 (127) 059 057 054 056 050 044 056 055 053 020 015 009 039 030 018 na na na6 (152) 061 058 055 060 053 046 057 056 054 026 019 012 052 039 023 na na na7 (178) 063 060 056 065 057 047 058 057 055 033 024 015 065 049 029 na na na8 (203) 065 061 057 070 060 049 059 057 055 040 030 018 070 060 036 na na na9 (229) 067 063 058 075 064 051 060 058 056 048 036 021 075 064 043 na na na

10 (254) 069 064 058 080 067 053 061 059 057 056 042 025 080 067 050 na na na11 (279) 070 065 059 086 071 055 062 060 057 064 048 029 086 071 055 na na na

11-14 (286) 071 066 059 087 072 056 063 060 057 066 050 030 087 072 056 071 na na12 (305) 072 067 060 091 075 057 064 061 058 073 055 033 091 075 057 074 na na13 (330) 074 068 061 097 079 059 065 062 059 083 062 037 097 079 059 077 na na14 (356) 076 069 062 100 083 062 066 063 059 092 069 042 100 083 062 079 na na

14-14 (362) 076 070 062 084 062 066 063 059 095 071 043 084 062 080 073 na16 (406) 080 072 063 091 066 068 065 061 100 085 051 091 066 085 077 na18 (457) 083 075 065 100 070 070 067 062 100 061 100 070 090 082 na20 (508) 087 078 067 075 073 069 063 071 075 095 086 na22 (559) 091 081 068 080 075 070 065 082 080 100 091 na

22-14 (565) 091 081 069 080 075 071 065 083 080 091 07724 (610) 094 083 070 085 077 072 066 093 085 095 08026 (660) 098 086 072 090 079 074 067 100 090 098 08328 (711) 100 089 073 095 082 076 069 095 100 08630 (762) 092 075 100 084 078 070 100 08936 (914) 100 080 091 084 074 098

gt48 (1219) 090 100 095 082 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

19Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 17 mdash Load adjustment factors for 9 rebar in uncracked concrete 123

9Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12(257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 022 016 010 na na na 002 001 001 004 003 002 na na na5-58 (143) 059 057 054 032 024 014 054 053 052 011 008 005 022 016 010 na na na

6 (152) 060 057 054 034 025 014 054 053 052 012 009 005 024 018 011 na na na7 (178) 062 059 055 037 027 016 055 054 053 015 011 007 031 023 014 na na na8 (203) 063 060 056 040 029 017 055 054 053 019 014 008 037 028 017 na na na9 (229) 065 061 057 043 031 018 056 055 054 022 017 010 043 031 018 na na na

10 (254) 066 062 057 046 034 020 057 056 054 026 020 012 046 034 020 na na na11 (279) 068 064 058 050 036 021 057 056 054 030 023 014 050 036 021 na na na12 (305) 070 065 059 054 039 023 058 057 055 034 026 015 054 039 023 na na na

12-78 (327) 071 066 060 057 042 025 059 057 055 038 029 017 057 042 025 059 na na13 (330) 071 066 060 058 043 025 059 057 055 039 029 017 058 043 025 059 na na14 (356) 073 067 060 062 046 027 060 058 056 043 032 019 062 046 027 062 na na16 (406) 076 070 062 071 052 031 061 059 056 053 040 024 071 052 031 066 na na

16-14 (413) 077 070 062 072 053 031 061 059 056 054 040 024 072 053 031 066 060 na18 (457) 080 072 063 080 059 035 062 060 057 063 047 028 080 059 035 070 064 na20 (508) 083 075 065 089 066 038 064 061 058 074 055 033 089 066 038 074 067 na22 (559) 086 077 066 098 072 042 065 062 059 085 064 038 098 072 042 077 070 na24 (610) 090 080 068 100 079 046 066 063 060 097 073 044 100 079 046 081 073 na

25-14 (641) 092 081 069 083 048 067 064 060 100 078 047 083 048 083 075 06426 (660) 093 082 069 085 050 068 065 060 082 049 085 050 084 076 06428 (711) 096 085 071 092 054 069 066 061 092 055 092 054 087 079 06730 (762) 099 087 072 098 058 070 067 062 100 061 098 058 090 082 06936 (914) 100 094 077 100 069 074 070 064 080 100 069 099 090 076

gt48 (1219) 100 086 092 083 077 069 100 092 100 100 088

Table 18 mdash Load adjustment factors for 9 rebar in cracked concrete 123

9Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12 10-18 13-12 22-12(257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572) (257) (343) (572)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 041 039 038 na na na 003 003 002 007 005 003 na na na5-58 (143) 059 057 054 056 050 044 056 055 053 020 015 009 039 029 018 na na na

6 (152) 060 057 054 057 051 044 056 055 054 022 016 010 043 032 019 na na na7 (178) 062 059 055 061 054 046 057 056 054 027 020 012 054 041 024 na na na8 (203) 063 060 056 065 057 048 058 057 055 033 025 015 065 050 030 na na na9 (229) 065 061 057 070 060 049 059 057 055 040 030 018 070 059 036 na na na

10 (254) 066 062 057 074 063 051 060 058 056 046 035 021 074 063 042 na na na11 (279) 068 064 058 079 067 053 061 059 056 054 040 024 079 067 048 na na na12 (305) 070 065 059 084 070 055 062 060 057 061 046 027 084 070 055 na na na

12-78 (327) 071 066 060 088 073 056 063 061 058 068 051 031 088 073 056 072 na na13 (330) 071 066 060 089 073 056 063 061 058 069 052 031 089 073 056 072 na na14 (356) 073 067 060 094 077 058 064 062 058 077 058 035 094 077 058 075 na na16 (406) 076 070 062 100 084 062 066 063 059 094 071 042 100 084 062 080 na na

16-14 (413) 077 070 062 085 063 066 063 060 096 072 043 085 063 081 073 na18 (457) 080 072 063 091 066 068 065 061 100 084 050 091 066 085 077 na20 (508) 083 075 065 099 070 070 067 062 099 059 099 070 089 081 na22 (559) 086 077 066 100 074 072 068 063 100 068 100 074 094 085 na24 (610) 090 080 068 078 074 070 064 078 078 098 089 na

25-14 (641) 092 081 069 081 075 071 065 084 081 100 091 07726 (660) 093 082 069 082 076 071 065 088 082 093 07828 (711) 096 085 071 087 078 073 066 098 087 096 08130 (762) 099 087 072 091 080 075 068 100 091 100 08436 (914) 100 094 077 100 086 080 071 100 092

gt48 (1219) 100 086 100 098 090 078 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

20 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 174 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 19 mdash Load adjustment factors for 10 rebar in uncracked concrete 123

10Uncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25(286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 022 016 009 na na na 002 001 001 003 002 001 na na na6-14 (159) 059 057 054 032 024 014 054 053 052 011 008 005 022 016 010 na na na

7 (178) 060 058 055 034 025 015 054 053 052 013 009 006 026 019 011 na na na8 (203) 062 059 055 037 027 016 055 054 053 016 012 007 031 023 014 na na na9 (229) 063 060 056 040 029 017 055 054 053 019 014 008 038 028 017 na na na

10 (254) 065 061 057 043 032 018 056 055 054 022 016 010 043 032 018 na na na11 (279) 066 062 057 046 034 020 057 055 054 025 019 011 046 034 020 na na na12 (305) 068 063 058 049 036 021 057 056 054 029 021 013 049 036 021 na na na13 (330) 069 064 059 053 039 023 058 056 055 033 024 014 053 039 023 na na na14 (356) 071 066 059 057 042 024 059 057 055 036 027 016 057 042 024 na na na

14-14 (362) 071 066 060 058 042 025 059 057 055 037 027 016 058 042 025 059 na na15 (381) 072 067 060 061 045 026 059 057 055 040 030 018 061 045 026 060 na na16 (406) 074 068 061 065 047 028 060 058 056 045 033 020 065 047 028 062 na na17 (432) 075 069 061 069 050 030 060 058 056 049 036 021 069 050 030 064 na na18 (457) 077 070 062 073 053 031 061 059 056 053 039 023 073 053 031 066 060 na20 (508) 080 072 063 081 059 035 062 060 057 062 046 027 081 059 035 070 063 na22 (559) 083 074 065 089 065 038 063 061 058 072 053 032 089 065 038 073 066 na24 (610) 086 077 066 097 071 042 065 062 058 082 060 036 097 071 042 076 069 na26 (660) 089 079 067 100 077 045 066 063 059 092 068 041 100 077 045 079 072 na28 (711) 091 081 069 100 083 049 067 064 060 100 076 045 083 049 082 074 06330 (762) 094 083 070 089 052 068 065 061 084 050 089 052 085 077 06536 (914) 100 090 074 100 063 072 068 063 100 066 100 063 094 084 071

gt48 (1219) 100 082 083 079 074 067 100 083 100 097 082

Table 20 mdash Load adjustment factors for 10 rebar in cracked concrete 123

10Cracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25 11-14 15 25(286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635) (286) (381) (635)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 040 039 037 na na na 003 002 001 006 004 003 na na na6-14 (159) 059 057 054 056 050 044 056 055 053 020 015 009 039 029 018 na na na

7 (178) 060 058 055 058 052 045 056 055 054 023 017 010 046 035 021 na na na8 (203) 062 059 055 062 055 046 057 056 054 028 021 013 056 042 025 na na na9 (229) 063 060 056 066 057 048 058 057 055 034 025 015 066 051 030 na na na

10 (254) 065 061 057 070 060 049 059 057 055 039 030 018 070 059 036 na na na11 (279) 066 062 057 074 063 051 060 058 056 046 034 020 074 063 041 na na na12 (305) 068 063 058 078 066 053 061 059 056 052 039 023 078 066 047 na na na13 (330) 069 064 059 082 069 054 062 060 057 059 044 026 082 069 053 na na na14 (356) 071 066 059 087 072 056 063 060 057 065 049 029 087 072 056 na na na

14-14 (362) 071 066 060 088 073 056 063 061 058 067 050 030 088 073 056 071 na na15 (381) 072 067 060 091 075 057 063 061 058 073 054 033 091 075 057 073 na na16 (406) 074 068 061 096 078 059 064 062 058 080 060 036 096 078 059 076 na na17 (432) 075 069 061 100 081 061 065 063 059 087 066 039 100 081 061 078 na na18 (457) 077 070 062 085 062 066 063 059 095 071 043 085 062 080 073 na20 (508) 080 072 063 091 066 068 065 061 100 084 050 091 066 085 077 na22 (559) 083 074 065 098 069 070 066 062 097 058 098 069 089 081 na24 (610) 086 077 066 100 073 072 068 063 100 066 100 073 093 084 na26 (660) 089 079 067 077 073 069 064 074 077 097 088 na28 (711) 091 081 069 081 075 071 065 083 081 100 091 07730 (762) 094 083 070 085 077 072 066 092 085 094 07936 (914) 100 090 074 097 082 077 069 100 097 100 087

gt48 (1219) 100 082 100 093 086 075 100 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

21Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

249 hilti hit-re 100 adhesive with hilti haS threaded rod

Cracked or uncracked concrete

Permissible concete conditions Permissible drilling methods

Dry concrete

Hammer Drilling with Carbide Tipped Drill Bit

Uncracked Concrete Water-saturated concrete

Cracked Concrete Water-filled holes

Submerged (underwater)

Hilti HAS Threaded Rod

Hilti HIT-V Threaded Rod

Table 21 mdash Specifications for fractional threaded rod installed with HIT-RE 100 adhesive

Setting information Symbol UnitsNominal anchor diameter

38 12 58 34 78 1 1-14

Nominal bit diameter do in 716 916 34 78 1 1-18 1-38

Standard effective embedment hefstd

in 3-38 4-12 5-58 6-34 7-78 9 11-14

(mm) (86) (114) (143) (171) (200) (229) (286)

Effective Embedment

minimum hefmin

in 2-38 2-34 3-18 3-12 3-12 4 5

(mm) (60) (70) (79) (89) (89) (102) (127)

maximum hefmax

in 7-12 10 12-12 15 17-12 20 25

(mm) (191) (254) (318) (381) (445) (508) (635)

Minimum diameter of fixture hole

through-set

in 12 58 13161 15161 1-181 1-141 1-121

preset

in 716 1916 1116 1316 1516 1-18 1-38

Installation torque Tinst

ft-lb 15 30 60 100 125 150 200

(Nm) (20) (40) (80) (136) (169) (203) (271)

Minimum Concrete Thickness hmin

in hef + 1-14 58 to 78 rods also have min conc

hef + 2 hef + 3

(mm) (hef + 51) thickness = hef+2do (hef + 57) (hef + 76)

Minimum edge distance2 cmin

in 1-78 2-12 3-18 3-34 4-38 5 5-58

(mm) (48) (64) (79) (95) (111) (127) (143)

Minimum anchor spacing smin

in 1-78 2-12 3-18 3-34 4-38 5 5-58

(mm) (48) (64) (79) (95) (111) (127) (143)

1 Install using (2) washers See Figure 52 Edge distance of 1-34-inch (44mm) is permitted provided the installation torque is reduced to 030 T inst for 5d lt s lt 16-in and to 05

Tinst for sgt16-in

min

Figure 4 mdash HASHIT-V threaded rods

Figure 5 mdash Installation with (2) washers

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

22 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 22 mdash Hilti HIT-RE 100 adhesive design strength with concrete bond failure for fractional threaded rod in uncracked concrete 12345678910

Nominal Anchor

Diameter in (mm)

Nominal anchor diameter in (mm)

Tension mdash ФNn Shear mdash ФVn

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

f´c = 2500 psi(172 MPa)

lb (kN)

f´c = 3000 psi(207 MPa)

lb (kN)

f´c = 4000 psi(276 MPa)

lb (kN)

f´c = 6000 psi(414 MPa)

lb (kN)

38

2-38 1955 1995 2050 2135 2490 2535 2610 2720(60) (87) (89) (91) (95) (111) (113) (116) (121)

3-38 2780 2835 2915 3035 7080 7210 7420 7730(86) (124) (126) (130) (135) (315) (321) (330) (344)

4-12 3710 3775 3885 4050 9440 9615 9895 10305(114) (165) (168) (173) (180) (420) (428) (440) (458)7-12 6180 6295 6480 6745 15735 16025 16490 17175(191) (275) (280) (288) (300) (700) (713) (734) (764)

12

2-34 2985 3040 3130 3255 7595 7735 7960 8290(70) (133) (135) (139) (145) (338) (344) (354) (369)

4-12 4885 4975 5120 5330 12430 12660 13030 13565(114) (217) (221) (228) (237) (553) (563) (580) (603)

6 6510 6630 6825 7105 16575 16875 17370 18090(152) (290) (295) (304) (316) (737) (751) (773) (805)10 10850 11050 11375 11845 27620 28130 28950 30150

(254) (483) (492) (506) (527) (1229) (1251) (1288) (1341)

58

3-18 4065 4140 4260 4435 9280 10165 10840 11290(79) (181) (184) (189) (197) (413) (452) (482) (502)

5-58 7315 7450 7665 7985 18615 18960 19515 20320(143) (325) (331) (341) (355) (828) (843) (868) (904)7-12 9750 9930 10220 10645 24825 25280 26015 27095(191) (434) (442) (455) (474) (1104) (1125) (1157) (1205)

12-12 16255 16550 17035 17740 41370 42130 43360 45155(318) (723) (736) (758) (789) (1840) (1874) (1929) (2009)

34

3-12 5105 5375 5535 5765 11000 12050 13915 14670(89) (227) (239) (246) (256) (489) (536) (619) (653)

6-34 10180 10370 10670 11115 25920 26395 27165 28290(171) (453) (461) (475) (494) (1153) (1174) (1208) (1258)

9 13575 13825 14230 14820 34555 35195 36220 37720(229) (604) (615) (633) (659) (1537) (1566) (1611) (1678)15 22625 23045 23715 24695 57595 58655 60365 62865

(381) (1006) (1025) (1055) (1098) (2562) (2609) (2685) (2796)

78

3-12 5105 5595 6235 6490 11000 12050 13915 16525(89) (227) (249) (277) (289) (489) (536) (619) (735)

7-78 13385 13630 14025 14605 34065 34690 35705 37180(200) (595) (606) (624) (650) (1515) (1543) (1588) (1654)

10-12 17845 18170 18700 19475 45420 46255 47605 49575(267) (794) (808) (832) (866) (2020) (2058) (2118) (2205)

17-12 29740 30285 31170 32460 75700 77090 79340 82625(445) (1323) (1347) (1387) (1444) (3367) (3429) (3529) (3675)

1

4 6240 6835 7895 8240 13440 14725 17000 20820(102) (278) (304) (351) (367) (598) (655) (756) (926)

9 16980 17295 17800 18535 43225 44020 45305 47180(229) (755) (769) (792) (824) (1923) (1958) (2015) (2099)12 22640 23060 23730 24715 57635 58695 60410 62910

(305) (1007) (1026) (1056) (1099) (2564) (2611) (2687) (2798)20 37735 38430 39555 41190 96055 97825 100680 104845

(508) (1679) (1709) (1759) (1832) (4273) (4351) (4478) (4664)

1-14

5 8720 9555 11030 12355 18785 20575 23760 29100(127) (388) (425) (491) (550) (836) (915) (1057) (1294)

11-14 25465 25935 26690 27795 63395 66010 67940 70750(286) (1133) (1154) (1187) (1236) (2820) (2936) (3022) (3147)15 33955 34575 35585 37060 86425 88015 90585 94335

(381) (1510) (1538) (1583) (1649) (3844) (3915) (4029) (4196)25 56590 57630 59310 61765 144040 146690 150975 157220

(635) (2517) (2563) (2638) (2747) (6407) (6525) (6716) (6993)1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 26-38 as necessary Compare to the steel values in table 24

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only Seismic design is not permitted for uncracked concrete

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

23Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 23 mdash Hilti HIT-RE 100 adhesive design strength with concrete bond failure for threaded rod in cracked concrete 12345678910

Nominal anchor

diameter in (mm)

Effective Embedment

Depth in (mm)

Tension mdash ФNn Shear mdash ФVn

f´c = 2500 psi (172 MPa)

lb (kN)

f´c = 3000 psi (207 MPa)

lb (kN)

f´c = 4000 psi (276 MPa)

lb (kN)

f´c = 6000 psi (414 MPa)

lb (kN)

f´c = 2500 psi(172 MPa)

lb (kN)

f´c = 3000 psi(207 MPa)

lb (kN)

f´c = 4000 psi(276 MPa)

lb (kN)

f´c = 6000 psi(414 MPa)

lb (kN)

38

2-38 950 965 995 1035 1205 1230 1265 1315(60) (42) (43) (44) (46) (54) (55) (56) (58)

3-38 1345 1370 1410 1470 3430 3490 3595 3745(86) (60) (61) (63) (65) (153) (155) (160) (167)

4-12 1795 1830 1885 1960 4570 4655 4790 4990(114) (80) (81) (84) (87) (203) (207) (213) (222)7-12 2995 3050 3140 3265 7620 7760 7985 8315(191) (133) (136) (140) (145) (339) (345) (355) (370)

12

2-34 1405 1430 1475 1535 3580 3645 3750 3910(70) (62) (64) (66) (68) (159) (162) (167) (174)

4-12 2300 2345 2410 2510 5860 5965 6140 6395(114) (102) (104) (107) (112) (261) (265) (273) (284)

6 3070 3125 3215 3350 7810 7955 8185 8525(152) (137) (139) (143) (149) (347) (354) (364) (379)10 5115 5210 5360 5580 13020 13260 13645 14210

(254) (228) (232) (238) (248) (579) (590) (607) (632)

58

3-18 2000 2035 2095 2180 5085 5180 5330 5550(79) (89) (91) (93) (97) (226) (230) (237) (247)

5-58 3595 3660 3770 3925 9155 9320 9595 9990(143) (160) (163) (168) (175) (407) (415) (427) (444)7-12 4795 4885 5025 5235 12205 12430 12790 13320(191) (213) (217) (224) (233) (543) (553) (569) (593)

12-12 7990 8140 8375 8725 20340 20715 21320 22205(318) (355) (362) (373) (388) (905) (921) (948) (988)

34

3-12 2540 2585 2660 2770 6465 6585 6775 7055(89) (113) (115) (118) (123) (288) (293) (301) (314)

6-34 4900 4990 5135 5345 12470 12700 13070 13610(171) (218) (222) (228) (238) (555) (565) (581) (605)

9 6530 6650 6845 7130 16625 16930 17425 18145(229) (290) (296) (304) (317) (740) (753) (775) (807)15 10885 11085 11410 11880 27710 28220 29040 30245

(381) (484) (493) (508) (528) (1233) (1255) (1292) (1345)

78

3-12 2730 2780 2860 2980 6950 7080 7285 7585(89) (121) (124) (127) (133) (309) (315) (324) (337)

7-78 6145 6255 6440 6705 15640 15925 16390 17070(200) (273) (278) (286) (298) (696) (708) (729) (759)

10-12 8190 8340 8585 8940 20850 21235 21855 22760(267) (364) (371) (382) (398) (927) (945) (972) (1012)

17-12 13650 13905 14310 14900 34750 35390 36425 37930(445) (607) (619) (637) (663) (1546) (1574) (1620) (1687)

1

4 3320 3380 3475 3620 8445 8600 8850 9215(102) (148) (150) (155) (161) (376) (383) (394) (410)

9 7465 7600 7825 8145 19000 19350 19915 20740(229) (332) (338) (348) (362) (845) (861) (886) (923)12 9955 10135 10430 10865 25335 25800 26555 27650

(305) (443) (451) (464) (483) (1127) (1148) (1181) (1230)20 16590 16895 17385 18105 42225 43000 44255 46085

(508) (738) (752) (773) (805) (1878) (1913) (1969) (2050)

1-14

5 4405 4485 4620 4810 11215 11420 11755 12240(127) (196) (200) (206) (214) (499) (508) (523) (544)

11-14 9915 10095 10390 10820 25235 25700 26450 27545(286) (441) (449) (462) (481) (1123) (1143) (1177) (1225)15 13220 13460 13855 14430 33645 34265 35265 36725

(381) (588) (599) (616) (642) (1497) (1524) (1569) (1634)25 22030 22435 23090 24045 56075 57110 58775 61210

(635) (980) (998) (1027) (1070) (2494) (2540) (2614) (2723)1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 24

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only For seismic loads multiply cracked concrete tabular values in tension and shear by αseis = 0675 See section 245 for additional information on seismic

applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

24 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 24 mdash Steel design strength for Hilti HIT-V and HAS threaded rods 1

Nominalanchor

diameterin (mm)

HAS-EISO 898 Class 58 2

HAS-E-B7ASTM A193 B7 3

HAS-R stainless steelASTM F 593 - AISI 304316 SS 2

Tensile4

ϕNsa

lb (kN)

Shear5

ϕVsa

lb (kN)

Seismic Shear6

ϕVsaeq

lb (kN)

Tensile4

ϕNsa

lb (kN)

Shear5

ϕVsa

lb (kN)

Seismic Shear6

ϕVsaeq

lb (kN)

Tensile4

ϕNsa

lb (kN)

Shear5

ϕVsa

lb (kN)

Seismic Shear6

ϕVsaeq

lb (kN)

383655 2020 1415 7265 3775 2645 5040 2790 1955(163) (90) (63) (323) (168) (118) (224) (124) (87)

126690 3705 2595 13300 6915 4840 9225 5110 3575(298) (165) (115) (592) (308) (215) (410) (227) (159)

5810650 5900 4130 21190 11020 7715 14690 8135 5695(474) (262) (184) (943) (490) (343) (653) (362) (253)

3415765 8730 6110 31360 16305 11415 18480 10235 7165(701) (388) (272) (1395) (725) (508) (822) (455) (319)

7821755 12050 8435 43285 22505 15755 25510 14125 9890(968) (536) (375) (1925) (1001) (701) (1135) (628) (440)

128540 15805 11065 56785 29525 20670 33465 18535 12975(1270) (703) (492) (2526) (1313) (919) (1489) (824) (577)

1-1445670 25295 17705 90850 47240 33070 53540 29655 20760(2031) (1125) (788) (4041) (2101) (1471) (2382) (1319) (923)

1 See Section 244 to convert design strength value to ASD value2 HAS-E and HAS-R threaded rods are considered brittle steel elements

HAS-E does not comply with elongation requirements of ISO 898-13 HAS-E-B7 rods are considered ductile steel elements4 Tensile = ϕ AseN futa as noted inACI 318-14 Chapter 175 Shear = ϕ 060 AseV futa as noted inACI 318-14 Chapter 17 For 38-in diameter threaded rod shear = ϕ 050 AseV futa6 Seismic Shear = αVseis ϕVsa Reduction for seismic shear only See section 245 for additional information on seismic applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

25Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 25 mdash Load adjustment factors for 38-in diameter fractional threaded rods in uncracked concrete 123

38 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12(60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na na 043 032 023 013 na na na na 028 010 008 005 043 021 016 009 na na na na1-78 (48) 061 059 057 054 045 033 024 014 058 054 053 052 031 012 009 005 045 023 017 010 na na na na

2 (51) 062 060 057 054 047 034 025 014 058 054 053 052 034 013 010 006 047 025 019 011 na na na na3 (76) 068 065 061 057 060 042 031 018 062 056 055 054 063 023 018 011 060 042 031 018 na na na na

3-58 (92) 072 068 063 058 070 048 035 020 065 058 056 054 084 031 023 014 070 048 035 020 077 na na na4 (102) 074 070 065 059 077 052 038 022 066 058 057 055 098 036 027 016 077 052 038 022 081 na na na

4-58 (117) 077 073 067 060 089 060 043 025 069 060 058 056 100 045 034 020 089 060 043 025 087 062 na na5 (127) 080 075 069 061 096 064 047 027 070 061 059 056 050 038 023 096 064 047 027 091 065 na na

5-34 (146) 084 078 071 063 100 074 054 031 074 062 060 057 062 046 028 100 074 054 031 097 070 063 na6 (152) 086 080 072 063 077 056 033 075 063 060 057 066 050 030 077 056 033 099 071 065 na7 (178) 092 085 076 066 090 066 038 079 065 062 059 083 062 037 090 066 038 100 077 070 na8 (203) 097 090 080 068 100 075 043 083 067 064 060 100 076 046 100 075 043 082 075 na

8-34 (222) 100 093 082 069 082 048 086 068 065 061 087 052 082 048 086 078 0669 (229) 094 083 070 084 049 087 069 066 061 091 055 084 049 087 079 067

10 (254) 099 087 072 094 054 091 071 067 062 100 064 094 054 092 083 07011 (279) 100 091 074 100 060 095 073 069 064 074 100 060 096 087 07412 (305) 094 077 065 099 075 071 065 084 065 100 091 07714 (356) 100 081 076 100 080 074 067 100 076 099 08316 (406) 086 087 084 078 070 087 100 08918 (457) 090 098 088 081 072 098 09424 (610) 100 100 100 092 080 100 10030 (762) 100 08736 (914) 095

gt48 (1219) 100

Table 26 mdash Load adjustment factors for 38-in diameter fractional threaded rods in cracked concrete 123

38 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12 2-38 3-38 4-12 7-12(60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191) (60) (86) (114) (191)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na na 058 054 049 043 na na na na 042 015 012 007 058 031 023 014 na na na na1-78 (48) 061 059 057 054 060 056 050 044 060 055 054 053 046 017 013 008 060 034 026 015 na na na na

2 (51) 062 060 057 054 062 057 051 044 061 055 055 053 051 019 014 008 062 038 028 017 na na na na3 (76) 068 065 061 057 078 070 060 049 066 058 057 055 093 034 026 016 078 069 052 031 na na na na

3-58 (92) 072 068 063 058 089 078 066 053 069 060 058 056 100 046 034 021 089 078 066 041 088 na na na4 (102) 074 070 065 059 096 084 070 055 071 061 059 056 053 040 024 096 084 070 048 092 na na na

4-58 (117) 077 073 067 060 100 093 076 058 075 063 060 057 066 049 030 100 093 076 058 099 071 na na5 (127) 080 075 069 061 099 080 060 077 064 061 058 074 056 033 099 080 060 100 074 na na

5-34 (146) 084 078 071 063 100 088 064 081 066 063 059 091 069 041 100 088 064 079 072 na6 (152) 086 080 072 063 091 066 082 066 064 060 097 073 044 091 066 081 074 na7 (178) 092 085 076 066 100 072 087 069 066 061 100 092 055 100 072 087 079 na8 (203) 097 090 080 068 078 092 072 068 063 100 068 078 093 085 na

8-34 (222) 100 093 082 069 083 096 074 070 064 077 083 098 089 0759 (229) 094 083 070 085 098 075 070 064 081 085 099 090 07610 (254) 099 087 072 091 100 077 073 066 094 091 100 095 08011 (279) 100 091 074 098 080 075 068 100 098 100 08412 (305) 094 077 100 083 077 069 100 08814 (356) 100 081 088 082 072 09516 (406) 086 094 086 076 10018 (457) 090 099 091 07924 (610) 100 100 100 08830 (762) 09836 (914) 100

gt48 (1219)1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

26 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 27 mdash Load adjustment factors for 12-in diameter fractional threaded rods in uncracked concrete 123

12 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10(70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na na 040 027 020 012 na na na na 010 007 005 003 021 014 010 006 na na na na2-12 (64) 061 059 057 054 048 032 023 014 055 054 053 052 018 012 009 005 035 023 018 011 na na na na

3 (76) 063 061 058 055 053 035 026 015 056 055 054 053 023 015 012 007 047 031 023 014 na na na na4 (102) 068 065 061 057 066 041 030 018 058 056 055 054 036 024 018 011 066 041 030 018 058 na na na5 (127) 072 069 064 058 082 048 035 021 061 058 057 055 050 033 025 015 082 048 035 021 065 na na na

5-34 (146) 076 071 066 060 094 054 040 023 062 059 058 055 062 041 031 018 094 054 040 023 070 061 na na6 (152) 077 072 067 060 098 057 042 024 063 060 058 056 066 043 033 020 098 057 042 024 071 062 na na7 (178) 081 076 069 062 100 066 048 028 065 061 059 057 083 055 041 025 100 066 048 028 077 067 na na

7-14 (184) 082 077 070 062 068 050 029 065 062 060 057 088 058 043 026 068 050 029 078 068 062 na8 (203) 086 080 072 063 075 055 032 067 063 061 057 100 067 050 030 075 055 032 082 071 065 na9 (229) 090 083 075 065 085 062 036 069 064 062 058 080 060 036 085 062 036 087 076 069 na

10 (254) 095 087 078 067 094 069 040 071 066 063 059 094 070 042 094 069 040 092 080 073 na11-14 (286) 100 092 081 069 100 078 046 074 068 065 061 100 084 050 100 078 046 097 085 077 065

12 (305) 094 083 070 083 049 075 069 066 061 092 055 083 049 100 087 079 06714 (356) 100 089 073 097 057 079 072 068 063 100 070 097 057 094 086 07216 (406) 094 077 100 065 084 076 071 065 085 100 065 100 092 07718 (457) 100 080 073 088 079 074 067 100 073 097 08220 (508) 083 081 092 082 076 069 081 100 08722 (559) 087 089 096 085 079 071 089 09124 (610) 090 097 100 088 082 072 097 09530 (762) 100 100 098 089 078 100 10036 (914) 100 097 084

gt48 (1219) 100 095

Table 28 mdash Load adjustment factors for 12-in diameter fractional threaded rods in cracked concrete 123

12 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10 2-34 4-12 6 10(70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254) (70) (114) (152) (254)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na na 052 049 045 041 na na na na 016 010 008 005 032 021 016 009 na na na na2-12 (64) 061 059 057 054 060 056 050 044 057 055 054 053 027 018 013 008 054 035 027 016 na na na na

3 (76) 063 061 058 055 066 060 053 046 058 056 055 054 035 023 017 010 066 047 035 021 na na na na4 (102) 068 065 061 057 079 070 060 049 061 058 057 055 054 036 027 016 079 070 054 032 067 na na na5 (127) 072 069 064 058 092 080 067 053 064 061 059 056 076 050 038 023 092 080 067 045 075 na na na

5-34 (146) 076 071 066 060 100 088 073 056 066 062 060 057 094 062 046 028 100 088 073 056 080 070 na na6 (152) 077 072 067 060 091 075 057 067 063 060 057 100 066 049 030 091 075 057 082 071 na na7 (178) 081 076 069 062 100 083 062 069 065 062 059 083 062 037 100 083 062 088 077 na na

7-14 (184) 082 077 070 062 085 063 070 065 063 059 087 066 039 085 063 090 078 071 na8 (203) 086 080 072 063 091 066 072 067 064 060 100 076 046 091 066 094 082 075 na9 (229) 090 083 075 065 100 070 075 069 066 061 091 054 100 070 100 087 079 na

10 (254) 095 087 078 067 075 078 071 067 062 100 064 075 092 083 na11-14 (286) 100 092 081 069 081 081 074 070 064 076 081 097 088 075

12 (305) 094 083 070 085 083 075 071 065 084 085 100 091 07714 (356) 100 089 073 095 089 079 074 067 100 095 099 08316 (406) 094 077 100 094 084 078 070 100 100 08918 (457) 100 080 100 088 081 072 09420 (508) 083 092 085 075 09922 (559) 087 096 088 077 10024 (610) 090 100 092 08030 (762) 100 100 08736 (914) 094

gt48 (1219) 100

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

27Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 29 mdash Load adjustment factors for 58-in diameter fractional threaded rods in uncracked concrete 123

58 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12

(79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318)

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1-34 (44) na na na na 039 025 019 011 na na na na 009 005 004 002 019 010 008 005 na na na na3-18 (79) 061 059 057 054 052 032 023 014 056 054 053 052 022 012 009 005 045 024 018 011 na na na na

4 (102) 065 062 059 055 061 036 027 016 058 055 054 053 032 018 013 008 061 035 026 016 na na na na4-58 (117) 067 064 060 056 068 040 029 017 059 056 055 054 040 022 016 010 068 040 029 017 060 na na na

5 (127) 068 065 061 057 074 042 031 018 060 057 055 054 045 025 019 011 074 042 031 018 063 na na na6 (152) 072 068 063 058 089 047 035 020 062 058 056 055 059 032 024 015 089 047 035 020 069 na na na7 (178) 076 071 066 059 100 053 039 023 064 059 058 055 075 041 031 018 100 053 039 023 074 na na na

7-18 (181) 076 071 066 060 054 040 023 064 059 058 055 077 042 031 019 054 040 023 075 061 na na8 (203) 079 074 068 061 061 045 026 066 060 059 056 091 050 037 022 061 045 026 079 065 na na9 (229) 083 077 070 062 069 051 030 068 062 060 057 100 060 045 027 069 051 030 084 069 062 na

10 (254) 087 080 072 063 076 056 033 070 063 061 058 070 052 031 076 056 033 089 072 066 na11 (279) 090 083 074 065 084 062 036 072 064 062 058 081 060 036 084 062 036 093 076 069 na12 (305) 094 086 077 066 092 067 039 074 066 063 059 092 069 041 092 067 039 097 079 072 na14 (356) 100 091 081 069 100 079 046 077 068 065 061 100 087 052 100 079 046 100 086 078 06616 (406) 097 086 071 090 053 081 071 067 062 100 064 090 053 092 083 07018 (457) 100 090 074 100 059 085 074 069 064 076 100 059 097 088 07420 (508) 094 077 066 089 076 072 065 089 066 100 093 07822 (559) 099 079 072 093 079 074 067 100 072 098 08224 (610) 100 082 079 097 081 076 068 079 100 08626 (660) 085 085 100 084 078 070 085 09028 (711) 087 092 087 080 072 092 09330 (762) 090 099 089 082 073 099 09636 (914) 098 100 097 089 078 100 100

gt48 (1219) 100 100 100 087

Table 30 mdash Load adjustment factors for 58-in diameter fractional threaded rods in cracked concrete 123

58 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12 3-18 5-58 7-12 12-12

(79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318) (79) (143) (191) (318)

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1-34 (44) na na na na 049 046 043 040 na na na na 012 007 006 003 024 015 011 007 na na na na3-18 (79) 061 059 057 054 061 056 050 044 057 055 054 053 029 018 013 008 058 035 027 016 na na na na

4 (102) 065 062 059 055 069 062 055 046 059 057 056 054 042 026 019 012 069 051 038 023 na na na na4-58 (117) 067 064 060 056 076 067 058 048 061 058 056 055 052 032 024 014 076 064 048 029 066 na na na

5 (127) 068 065 061 057 080 070 060 049 062 058 057 055 059 036 027 016 080 070 054 032 068 na na na6 (152) 072 068 063 058 091 078 066 053 064 060 058 056 077 047 035 021 091 078 066 042 075 na na na7 (178) 076 071 066 059 100 087 072 056 066 062 060 057 097 059 045 027 100 087 072 053 081 na na na

7-18 (181) 076 071 066 060 088 073 056 067 062 060 057 100 061 046 027 088 073 055 082 069 na na8 (203) 079 074 068 061 096 078 059 069 063 061 058 073 054 033 096 078 059 087 073 na na9 (229) 083 077 070 062 100 085 062 071 065 062 059 087 065 039 100 085 062 092 078 071 na

10 (254) 087 080 072 063 091 066 073 067 064 060 100 076 046 091 066 097 082 075 na11 (279) 090 083 074 065 098 069 076 069 065 061 088 053 098 069 100 086 078 na12 (305) 094 086 077 066 100 073 078 070 067 062 100 060 100 073 090 082 na14 (356) 100 091 081 069 081 083 074 069 064 076 081 097 088 07416 (406) 097 086 071 089 087 077 072 066 092 089 100 094 08018 (457) 100 090 074 097 092 080 075 068 100 097 100 08420 (508) 094 077 100 097 084 078 070 100 08922 (559) 099 079 100 087 081 072 09324 (610) 100 082 090 083 074 09726 (660) 085 094 086 076 10028 (711) 087 097 089 07830 (762) 090 100 092 08036 (914) 098 100 086

gt48 (1219) 100 0971 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

28 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 31 mdash Load adjustment factors for 34-in diameter fractional threaded rods in uncracked concrete 123

34 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15(89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381)

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1-34 (44) na na na na 038 024 018 010 na na na na 009 004 003 002 017 008 006 004 na na na na3-34 (95) 062 059 057 054 055 032 023 014 057 054 053 052 027 012 009 006 053 025 019 011 na na na na

4 (102) 062 060 057 054 058 033 024 014 057 054 054 053 029 014 010 006 058 027 020 012 na na na na5 (127) 066 062 059 056 068 037 027 016 059 056 055 053 041 019 014 009 068 037 027 016 na na na na

5-14 (133) 066 063 060 056 071 038 028 017 060 056 055 053 044 020 015 009 071 038 028 017 062 na na na6 (152) 069 065 061 057 081 042 031 018 061 057 055 054 054 025 019 011 081 042 031 018 066 na na na7 (178) 072 067 063 058 090 047 034 020 063 058 056 055 068 032 024 014 090 047 034 020 072 na na na8 (203) 075 070 065 059 099 052 038 022 065 059 057 055 083 039 029 017 099 052 038 022 077 na na na

8-12 (216) 076 071 066 059 100 055 040 024 066 059 058 056 091 042 032 019 100 055 040 024 079 061 na na9 (229) 078 072 067 060 058 043 025 067 060 058 056 099 046 034 021 058 043 025 081 063 na na

10 (254) 081 075 069 061 064 047 028 068 061 059 056 100 054 040 024 064 047 028 086 066 na na10-34 (273) 083 077 070 062 069 051 030 070 062 060 057 060 045 027 069 051 030 089 069 063 na

12 (305) 087 080 072 063 077 057 033 072 063 061 058 071 053 032 077 057 033 094 073 066 na14 (356) 093 085 076 066 090 066 039 076 065 063 059 089 067 040 090 066 039 100 079 071 na16 (406) 100 090 080 068 100 076 044 079 068 065 060 100 082 049 100 076 044 084 076 na

16-34 (425) 091 081 069 079 046 081 068 065 061 087 052 079 046 086 078 06618 (457) 094 083 070 085 050 083 070 066 062 097 058 085 050 089 081 06820 (508) 099 087 072 095 055 087 072 068 063 100 068 095 055 094 085 07222 (559) 100 091 074 100 061 091 074 070 064 079 100 061 099 089 07524 (610) 094 077 067 094 076 072 066 090 067 100 093 07926 (660) 098 079 072 098 079 074 067 100 072 097 08228 (711) 100 081 078 100 081 075 068 078 100 08530 (762) 083 083 083 077 069 083 08836 (914) 090 100 090 083 073 100 097

gt48 (1219) 100 100 094 081 100

Table 32 mdash Load adjustment factors for 34-in diameter fractional threaded rods in cracked concrete 123

34 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15 3-12 6-34 9 15(89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381) (89) (171) (229) (381)

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1-34 (44) na na na na 047 044 042 039 na na na na 010 006 004 003 021 012 009 005 na na na na3-34 (95) 062 059 057 054 062 056 050 044 058 055 054 053 032 018 014 008 062 037 028 017 na na na na

4 (102) 062 060 057 054 064 057 051 044 058 056 055 053 036 020 015 009 064 040 030 018 na na na na5 (127) 066 062 059 056 072 063 056 047 060 057 056 054 050 028 021 013 072 056 042 025 na na na na

5-14 (133) 066 063 060 056 074 065 057 047 061 058 056 054 054 030 023 014 074 061 046 027 066 na na na6 (152) 069 065 061 057 081 070 060 049 063 059 057 055 066 037 028 017 081 070 056 033 071 na na na7 (178) 072 067 063 058 090 077 065 052 065 060 058 056 083 047 035 021 090 077 065 042 077 na na na8 (203) 075 070 065 059 099 084 070 055 067 061 059 057 100 057 043 026 099 084 070 051 082 na na na

8-12 (216) 076 071 066 059 100 088 072 056 068 062 060 057 063 047 028 100 088 072 056 084 070 na na9 (229) 078 072 067 060 091 075 057 069 063 061 058 068 051 031 091 075 057 087 072 na na

10 (254) 081 075 069 061 099 080 060 071 064 062 058 080 060 036 099 080 060 092 076 na na10-34 (273) 083 077 070 062 100 084 062 073 065 063 059 089 067 040 100 084 062 095 079 071 na

12 (305) 087 080 072 063 091 066 075 067 064 060 100 079 047 091 066 100 083 075 na14 (356) 093 085 076 066 100 072 079 070 067 062 099 060 100 072 090 081 na16 (406) 100 090 080 068 078 084 073 069 063 100 073 078 096 087 na

16-34 (425) 091 081 069 081 085 074 070 064 078 081 098 089 07518 (457) 094 083 070 085 088 076 071 065 087 085 100 092 07820 (508) 099 087 072 091 092 079 074 067 100 091 097 08222 (559) 100 091 074 098 096 082 076 069 098 100 08624 (610) 094 077 100 100 084 078 070 100 09026 (660) 098 079 087 081 072 09428 (711) 100 081 090 083 074 09730 (762) 083 093 086 075 10036 (914) 090 100 093 080

gt48 (1219) 100 100 0901 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

29Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 33 mdash Load adjustment factors for 78-in diameter fractional threaded rods in uncracked concrete 123

78 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12

(89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445)

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1-34 (44) na na na na 039 023 017 010 na na na na 009 003 002 001 018 006 004 003 na na na na4-38 (111) 062 059 057 054 062 032 024 014 058 054 053 052 035 012 009 005 062 024 018 011 na na na na

5 (127) 064 061 058 055 066 034 025 015 059 055 054 053 043 014 011 007 066 029 022 013 na na na na5-12 (140) 065 062 059 055 070 036 027 016 060 055 054 053 050 017 013 008 070 033 025 015 065 na na na

6 (152) 066 063 060 056 074 038 028 016 061 056 055 053 057 019 014 009 074 038 028 016 068 na na na7 (178) 069 065 061 057 081 042 031 018 063 056 055 054 071 024 018 011 081 042 031 018 073 na na na8 (203) 072 067 063 058 090 046 034 020 065 057 056 054 087 029 022 013 090 046 034 020 078 na na na9 (229) 074 069 064 059 098 051 037 022 067 058 057 055 100 035 026 016 098 051 037 022 083 na na na

9-78 (251) 077 071 066 059 100 055 041 024 069 059 057 055 040 030 018 100 055 041 024 087 060 na na10 (254) 077 071 066 060 056 041 024 069 059 058 055 041 031 018 056 041 024 087 061 na na11 (279) 080 073 067 060 061 045 026 071 060 058 056 047 035 021 061 045 026 091 064 na na12 (305) 082 075 069 061 067 049 029 073 061 059 056 054 040 024 067 049 029 095 066 na na

12-12 (318) 084 076 070 062 070 051 030 074 061 059 057 057 043 026 070 051 030 097 068 062 na14 (356) 088 080 072 063 078 058 034 077 063 061 058 068 051 031 078 058 034 100 072 065 na16 (406) 093 084 075 065 089 066 039 080 065 062 059 083 062 037 089 066 039 077 070 na18 (457) 099 088 079 067 100 074 043 084 067 064 060 099 074 044 100 074 043 081 074 na

19-12 (495) 100 091 081 069 080 047 087 068 065 061 100 084 050 080 047 085 077 06520 (508) 092 082 069 082 048 088 068 065 061 087 052 082 048 086 078 06622 (559) 097 085 071 090 053 092 070 067 062 100 060 090 053 090 082 06924 (610) 100 088 073 099 058 096 072 068 063 068 099 058 094 085 07226 (660) 091 075 100 063 099 074 070 064 077 100 063 098 089 07528 (711) 094 077 067 100 076 071 065 086 067 100 092 07830 (762) 098 079 072 078 073 066 096 072 095 08036 (914) 100 084 087 083 077 069 100 087 100 088

gt48 (1219) 096 100 094 086 076 100 100

Table 34 mdash Load adjustment factors for 78-in diameter fractional threaded rods in cracked concrete 123

78 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12 3-12 7-78 10-12 17-12

(89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445) (89) (200) (267) (445)

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1-34 (44) na na na na 045 043 041 038 na na na na 010 005 003 002 020 009 007 004 na na na na4-38 (111) 062 059 057 054 062 056 050 044 059 055 054 053 040 018 014 008 062 037 028 017 na na na na

5 (127) 064 061 058 055 066 059 052 045 060 056 055 054 049 023 017 010 066 045 034 020 na na na na5-12 (140) 065 062 059 055 070 062 054 046 061 057 056 054 056 026 019 012 070 052 039 023 067 na na na

6 (152) 066 063 060 056 074 064 056 047 062 057 056 054 064 030 022 013 074 059 044 027 070 na na na7 (178) 069 065 061 057 081 070 060 049 064 059 057 055 081 037 028 017 081 070 056 034 076 na na na8 (203) 072 067 063 058 090 076 064 052 066 060 058 056 098 046 034 021 090 076 064 041 081 na na na9 (229) 074 069 064 059 098 082 068 054 069 061 059 057 100 054 041 024 098 082 068 049 086 na na na

9-78 (251) 077 071 066 059 100 087 072 056 070 062 060 057 063 047 028 100 087 072 056 090 070 na na10 (254) 077 071 066 060 088 073 056 071 062 060 057 064 048 029 088 073 056 091 070 na na11 (279) 080 073 067 060 095 077 059 073 064 061 058 073 055 033 095 077 059 095 074 na na12 (305) 082 075 069 061 100 082 061 075 065 062 059 084 063 038 100 082 061 099 077 na na

12-12 (318) 084 076 070 062 084 062 076 065 063 059 089 067 040 084 062 100 079 071 na14 (356) 088 080 072 063 091 066 079 067 064 060 100 079 047 091 066 083 076 na16 (406) 093 084 075 065 100 071 083 070 066 062 097 058 100 071 089 081 na18 (457) 099 088 079 067 076 087 072 068 063 100 069 076 094 086 na

19-12 (495) 100 091 081 069 080 090 074 070 064 078 080 098 089 07520 (508) 092 082 069 082 091 075 070 064 081 082 099 090 07622 (559) 097 085 071 087 095 077 072 066 094 087 100 095 08024 (610) 100 088 073 093 099 080 074 067 100 093 099 08326 (660) 091 075 099 100 082 076 069 099 100 08728 (711) 094 077 100 085 079 070 100 09030 (762) 098 079 087 081 072 09336 (914) 100 084 094 087 076 100

gt48 (1219) 096 100 099 0851 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

30 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 35 mdash Load adjustment factors for 1-in diameter fractional threaded rods in uncracked concrete 123

1 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20(102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na na 038 023 017 010 na na na na 008 002 002 001 015 005 004 002 na na na na5 (127) 062 059 057 054 062 032 024 014 059 054 053 052 037 011 009 005 062 023 017 010 na na na na6 (152) 064 061 058 055 069 035 026 015 060 055 054 053 048 015 011 007 069 030 022 013 na na na na

6-14 (159) 065 062 059 055 070 036 027 016 061 055 054 053 051 016 012 007 070 032 024 014 065 na na na7 (178) 067 063 060 056 075 039 029 017 062 055 055 053 061 019 014 009 075 038 028 017 069 na na na8 (203) 069 065 061 057 082 042 031 018 064 056 055 054 074 023 017 010 082 042 031 018 074 na na na9 (229) 072 067 063 058 089 046 034 020 065 057 056 054 089 028 021 012 089 046 034 020 078 na na na

10 (254) 074 069 064 058 097 050 037 021 067 058 056 055 100 032 024 015 097 050 037 021 083 na na na11 (279) 076 070 065 059 100 054 040 023 069 059 057 055 037 028 017 100 054 040 023 087 na na na

11-14 (286) 077 071 066 059 056 041 024 069 059 057 055 038 029 017 056 041 024 088 059 na na12 (305) 079 072 067 060 059 044 026 070 059 058 056 042 032 019 059 044 026 091 061 na na13 (330) 081 074 068 061 064 047 028 072 060 058 056 048 036 022 064 047 028 094 064 na na14 (356) 084 076 069 062 069 051 030 074 061 059 056 053 040 024 069 051 030 098 066 na na

14-14 (362) 084 076 070 062 070 052 030 074 061 059 057 055 041 025 070 052 030 099 067 061 na16 (406) 088 080 072 063 079 058 034 077 063 060 057 065 049 029 079 058 034 100 071 064 na18 (457) 093 083 075 065 089 065 038 081 064 062 058 078 058 035 089 065 038 075 068 na20 (508) 098 087 078 067 099 073 043 084 066 063 059 091 068 041 099 073 043 079 072 na22 (559) 100 091 081 068 100 080 047 088 067 064 060 100 079 047 100 080 047 083 075 na

22-14 (565) 091 081 069 081 047 088 067 064 060 080 048 081 047 084 076 06424 (610) 094 083 070 087 051 091 069 066 061 090 054 087 051 087 079 06626 (660) 098 086 072 094 055 094 070 067 062 100 061 094 055 090 082 06928 (711) 100 089 073 100 060 098 072 068 063 068 100 060 094 085 07230 (762) 092 075 064 100 074 069 064 075 064 097 088 07436 (914) 100 080 077 078 073 067 099 077 100 097 081

gt48 (1219) 090 100 088 081 072 100 100 100 094

Table 36 mdash Load adjustment factors for 1-in diameter fractional threaded rods in cracked concrete 123

1 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20 4 9 12 20(102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508) (102) (229) (305) (508)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na na 044 042 040 038 na na na na 009 004 003 002 017 008 006 003 na na na na5 (127) 062 059 057 054 062 056 050 044 059 055 054 053 042 019 014 008 062 037 028 017 na na na na6 (152) 064 061 058 055 069 060 053 046 061 057 055 054 055 024 018 011 069 049 037 022 na na na na

6-14 (159) 065 062 059 055 070 061 054 046 062 057 056 054 058 026 019 012 070 052 039 023 068 na na na7 (178) 067 063 060 056 075 065 057 047 063 058 056 054 069 031 023 014 075 061 046 028 072 na na na8 (203) 069 065 061 057 082 070 060 049 065 059 057 055 084 038 028 017 082 070 056 034 077 na na na9 (229) 072 067 063 058 089 075 064 051 067 060 058 056 100 045 034 020 089 075 064 040 082 na na na

10 (254) 074 069 064 058 097 080 067 053 069 061 059 056 052 039 024 097 080 067 047 086 na na na11 (279) 076 070 065 059 100 086 071 055 070 062 060 057 060 045 027 100 086 071 054 090 na na na

11-14 (286) 077 071 066 059 087 072 056 071 062 060 057 063 047 028 087 072 056 092 070 na na12 (305) 079 072 067 060 091 075 057 072 063 061 058 069 052 031 091 075 057 095 072 na na13 (330) 081 074 068 061 097 079 059 074 064 062 058 078 058 035 097 079 059 098 075 na na14 (356) 084 076 069 062 100 083 062 076 065 063 059 087 065 039 100 083 062 100 078 na na

14-14 (362) 084 076 070 062 084 062 077 065 063 059 089 067 040 084 062 079 071 na16 (406) 088 080 072 063 091 066 080 067 064 060 100 080 048 091 066 083 076 na18 (457) 093 083 075 065 100 070 083 070 066 061 095 057 100 070 088 080 na20 (508) 098 087 078 067 075 087 072 068 063 100 067 075 093 085 na22 (559) 100 091 081 068 080 091 074 070 064 077 080 098 089 na

22-14 (565) 091 081 069 080 091 074 070 064 078 080 098 089 07524 (610) 094 083 070 085 095 076 071 065 088 085 100 093 07826 (660) 098 086 072 090 098 078 073 067 099 090 096 08128 (711) 100 089 073 095 100 080 075 068 100 095 100 08430 (762) 092 075 100 083 077 069 100 08736 (914) 100 080 089 082 073 096

gt48 (1219) 090 100 093 081 1001 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

31Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 37 mdash Load adjustment factors for 1-14-in diameter fractional threaded rods in uncracked concrete 123

1-14 inUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25

(127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na na 037 022 016 009 na na na na 005 002 001 001 011 003 002 001 na na na na6-14 (159) 062 059 057 054 063 032 024 014 059 054 053 052 037 011 008 005 063 022 016 010 na na na na

7 (178) 064 060 058 055 067 034 025 015 060 054 053 052 043 013 009 006 067 026 019 011 na na na na8 (203) 066 062 059 055 072 037 027 016 061 055 054 053 053 016 012 007 072 031 023 014 066 na na na9 (229) 068 063 060 056 078 040 029 017 062 055 054 053 063 019 014 008 078 038 028 017 070 na na na

10 (254) 070 065 061 057 083 043 031 018 064 056 055 054 074 022 016 010 083 043 031 018 074 na na na11 (279) 072 066 062 057 089 046 034 020 065 057 055 054 086 025 019 011 089 046 034 020 078 na na na12 (305) 074 068 063 058 095 049 036 021 066 057 056 054 098 029 021 013 095 049 036 021 081 na na na13 (330) 076 069 064 059 100 052 038 023 068 058 056 055 100 033 024 014 100 052 038 023 084 na na na14 (356) 077 071 066 059 056 041 024 069 059 057 055 036 027 016 056 041 024 087 058 na na

14-14 (362) 078 071 066 060 057 042 025 069 059 057 055 037 027 016 057 042 025 088 059 na na15 (381) 079 072 067 060 060 044 026 070 059 057 055 040 030 018 060 044 026 091 060 na na16 (406) 081 074 068 061 064 047 028 072 060 058 056 045 033 020 064 047 028 094 062 na na17 (432) 083 075 069 061 068 050 029 073 060 058 056 049 036 021 068 050 029 096 064 na na18 (457) 085 077 070 062 072 053 031 075 061 059 056 053 039 023 072 053 031 099 066 060 na20 (508) 089 080 072 063 080 059 035 077 062 060 057 062 046 027 080 059 035 100 070 063 na22 (559) 093 083 074 065 088 065 038 080 063 061 058 072 053 032 088 065 038 073 066 na24 (610) 097 086 077 066 096 071 042 083 065 062 058 082 060 036 096 071 042 076 069 na26 (660) 100 089 079 067 100 077 045 086 066 063 059 092 068 041 100 077 045 079 072 na28 (711) 091 081 069 083 048 088 067 064 060 100 076 045 083 048 082 074 06330 (762) 094 083 070 089 052 091 068 065 061 084 050 089 052 085 077 06536 (914) 100 090 074 100 062 099 072 068 063 100 066 100 062 094 084 071

gt48 (1219) 100 082 083 100 079 074 067 100 083 100 097 082

Table 38 mdash Load adjustment factors for 1-14-in diameter fractional threaded rods in cracked concrete 123

1-14 inCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConc Thickness Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25 5 11-14 15 25

(127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635) (127) (286) (381) (635)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na na 042 040 039 037 na na na na 007 003 002 001 013 006 004 003 na na na na6-14 (159) 062 059 057 054 063 056 050 044 060 056 055 053 044 020 015 009 087 039 029 018 na na na na

7 (178) 064 060 058 055 067 058 052 045 061 056 055 054 052 023 017 010 095 046 035 021 na na na na8 (203) 066 062 059 055 072 062 055 046 062 057 056 054 064 028 021 013 100 056 042 025 070 na na na9 (229) 068 063 060 056 078 066 057 048 064 058 057 055 076 034 025 015 066 051 030 074 na na na

10 (254) 070 065 061 057 083 070 060 049 065 059 057 055 089 039 030 018 070 059 036 078 na na na11 (279) 072 066 062 057 089 074 063 051 067 060 058 056 100 046 034 020 074 063 041 082 na na na12 (305) 074 068 063 058 095 078 066 053 068 061 059 056 052 039 023 078 066 047 086 na na na13 (330) 076 069 064 059 100 082 069 054 070 062 060 057 059 044 026 082 069 053 089 na na na14 (356) 077 071 066 059 087 072 056 072 063 060 057 065 049 029 087 072 056 093 071 na na

14-14 (362) 078 071 066 060 088 073 056 072 063 061 058 067 050 030 088 073 056 094 071 na na15 (381) 079 072 067 060 091 075 057 073 063 061 058 073 054 033 091 075 057 096 073 na na16 (406) 081 074 068 061 096 078 059 075 064 062 058 080 060 036 096 078 059 099 076 na na17 (432) 083 075 069 061 100 081 061 076 065 063 059 087 066 039 100 081 061 100 078 na na18 (457) 085 077 070 062 085 062 078 066 063 059 095 071 043 085 062 080 073 na20 (508) 089 080 072 063 091 066 081 068 065 061 100 084 050 091 066 085 077 na22 (559) 093 083 074 065 098 069 084 070 066 062 097 058 098 069 089 081 na24 (610) 097 086 077 066 100 073 087 072 068 063 100 066 100 073 093 084 na26 (660) 100 089 079 067 077 090 073 069 064 074 077 097 088 na28 (711) 091 081 069 081 093 075 071 065 083 081 100 091 07730 (762) 094 083 070 085 096 077 072 066 092 085 094 07936 (914) 100 090 074 097 100 082 077 069 100 097 100 087

gt48 (1219) 100 082 100 100 093 086 075 100 100

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided the installation torque is reduced to 030 Tmax for 5d lt s lt 16-in and to 05 Tmax for s gt 16-in3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from ACI 318-14 Chapter 17 and CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

32 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

2410 canadian limit State design

Limit State Design of anchors is described in the provisions of CSA A233 -14 (2014) Annex D for post-installed anchors tested and assessed in accordance with ACI 3552 for mechanical anchors and ACI 3554 for adhesive anchors This section contains the Limit State Design tables with unfactored characteristic loads that are based on the published loads in ICC Evaluation Services ESR-3829 These tables are followed by factored resistance tables The factored resistance tables have characteristic design loads that are prefactored by the applicable reduction factors for a single anchor with no

anchor-to-anchor spacing or edge distance adjustments for the convenience of the user of this document All the figures in the previous ACI 318-14 Chapter 17 design section are applicable to Limit State Design and the tables will reference these figures

For a detailed explanation of the tables developed in accordance with CSA A233-14 (2014) Annex D refer to Section 318 Technical assistance is available by contacting Hilti Canada at (800) 363-4458 or at wwwhiltica

Table 39 mdash Specifications for CA Rebar installed with HIT-RE 100

Setting information Symbol UnitsRebar Size

10 M 15 M 20 M 25 M 30 M

Nominal bit diameter do in 916 34 1 1-14 1-12

Effective Embedment

minimum hefminmm 60 80 90 100 120

maximum hefmaxmm 226 320 390 504 598

Minimum Concrete Thickness hminmm hef + 30 hef + 2do

Table 40 mdash Specifications for CA Rebar installed with HIT-RE 100

Rebar Size

CSA-G3018 Grade 4002

Tensile3 Nsar

lb (kN)

Shear4 Vsar

lb (kN)

Seismic shear5 Vsareq

lb (kN)

10 M 7245 4035 2825

(322) 179) (126)

15 M 14525 8090 5665

(646) (360) (252)

20 M 21570 12020 8415

(959) (535) (374)

25 M 36025 20070 14050

(1602) (893) (625)

30 M 50715 28255 19780

(2256) (1257) (880)

1 See Section 3186 to convert design strength value to ASD value2 CSA-G3018 Grade 400 rebar are considered ductile steel elements3 Tensile = AseN фs ndash R as noted in CSA A233-14 Annex D4 Shear = AseV фs 060 futa R as noted in CSA A233-14 Annex D5 Seismic Shear = αVseis Vsar Reduction factor for seismic shear only

See section 3187 for additional information on seismic applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

33Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 41 mdash Hilti HIT-RE 100 adhesive design information with CA rebar in hammer drilled holes in accordance with CSA A233-14 Annex D 19

Design parameter Symbol UnitsRebar Size Ref

A233-1410 M 15 M 20 M 25 M 30 M

Anchor OD da mm 113 160 195 252 299

Effective minimum embedment 2 hefmm 60 80 90 101 120

Effective maximum embedment 2 hefmm 226 320 390 504 598

Minimum concrete thickness 2 hminmm hef + 30 hef + 2d0

Critical edge distance cacmm See ESR-3187 section 4110

Minimum edge distance cmin3 mm 57 80 98 126 150

Minimum anchor spacing sminmm 57 80 98 126 150

Coeff for factored conc breakoutresistance uncracked concrete kcuncr

4 - 10 D622

Coeff for factored conc breakoutresistance cracked concrete kccr

4 - 7 D622

Concrete material resistance factor ϕc - 065 842 Resistance modification factor for tension and shear concrete failure modes Condition B 5 Rconc - 100 D53 (c )

Dry Concrete

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 476 476 476 476 416D652

(MPa) (33) (33) (33) (33) (29Characteristic bond stress in uncracked concrete 78 τuncr

psi 1272 1204 1156 1100 1056D652

(MPa) (88) (83) (80) (76) (73Anchor category dry concrete - - 2 2 2 2 2

D53 (c)Resistance modification factor Rdry

- 085 085 085 085 085Water Saturated Concrete

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 424 420 405 360 319D652

(MPa) (29) (29) (28) (25) (22Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1061 986 878 803D652

(MPa) (78) (73) (68) (61) (55)Anchor category water-saturated concrete - - 3 3 3 3 3

D53 (c)Resistance modification factor Rws

- 075 075 075 075 075Water-Filled Hole

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 424 420 405 360 319D652

(MPa) (29) (29) (28) (25) (22)Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1061 986 878 803D652

(MPa) (78) (73) (68) (61) (55)Anchor category water-filled hole - - 3 3 3 3 3

D53 (c)Resistance modification factor Rwf

- 075 075 075 075 075Underwater Application

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 424 420 405 360 319D652

(MPa) (29) (29) (28) (25) (22)Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1061 986 878 803D652

(MPa) (78) (73) (68) (61) (55)Anchor category underwater - - 3 3 3 3 3

D53 (c)Resistance modification factor Ruw

- 075 075 075 075 075

1 Design information in this table is taken from ICC-ES ESR-3829 dated January 2016 table 32 and 33 and converted for use with CSA A233-14 Annex D2 See figure 23 Minimum edge distance may be reduced to 45mm provided rebar remains untorqued See ESR-3829 section 4194 For all design cases ψcN = 10 The appropriate coefficient for breakout resistance for cracked concrete (kccr) or uncracked concrete (kcuncr) must be used5 For use with the load combinations of CSA A233-14 chapter 8 Condition B applies where supplementary reinforcement in conformance with CSA A233-14 section D53 is not provided or

where pullout or pryout strength governs For cases where the presence of supplementary reinforcement can be verified the resistance modification factors associated with Condition A may be used

6 Temperature range A Max short term temperature = 130degF (55degC) max long term temperature = 110degF (43degC) Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

7 Bond strength values corresponding to concrete compressive strength fʹc = 2500 psi (172 MPa) For concrete compressive strength fʹc between 2500 psi (172 MPa) and 8000 psi (552 MPa) the tabulated characteristic bond strength may be increased by a factor of (fʹc2500)01 [for SI (fʹc 172)01]

8 Bond strength values are for sustained loads including dead and live loads For load combinations consisting of short-term loads only such as wind and seismic bond strengths may be increased by 40 percent

9 For structures assigned to Seismic Design Categories C D E or F bond strength values must be multiplied by αNseis = 09

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

34 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 42 mdash Hilti HIT-RE 100 adhesive factored resistance with concrete bond failure for CA rebar in uncracked concrete 12345678910

Rebar Size

EffectiveEmbedment

Depthin (mm)

Tension mdash Nr Shear mdash Vr

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

10 M

4-12 4515 4620 4705 4840 9030 9235 9405 9680(115) (201) (205) (209) (215) (402) (411) (418) (431)

7-116 7070 7230 7360 7575 14135 14455 14720 15150(180) (314) (322) (327) (337) (629) (643) (655) (674)8-78 8875 9075 9240 9510 17750 18150 18485 19025(226) (395) (404) (411) (423) (790) (807) (822) (846)

15 M

5-1116 7630 7805 7945 8180 15260 15605 15895 16360(145) (339) (347) (353) (364) (679) (694) (707) (728)

9-1316 13155 13455 13700 14100 26315 26910 27405 28205(250) (585) (598) (609) (627) (1171) (1197) (1219) (1255)

12-58 16840 17220 17540 18050 33685 34445 35075 36100(320) (749) (766) (780) (803) (1498) (1532) (1560) (1606)

20 M

7-78 12315 12595 12825 13200 24635 25190 25655 26400(200) (548) (560) (571) (587) (1096) (1120) (1141) (1174)14 21865 22355 22765 23430 43725 44710 45535 46865

(355) (972) (994) (1013) (1042) (1945) (1989) (2025) (2085)15-38 24020 24560 25010 25740 48035 49120 50025 51485(390) (1068) (1092) (1113) (1145) (2137) (2185) (2225) (2290)

25 M

9-116 17420 17810 18140 18670 34835 35620 36280 37335(230) (775) (792) (807) (830) (1550) (1585) (1614) (1661)

15-1516 30670 31365 31940 32870 61340 62725 63880 65745(405) (1364) (1395) (1421) (1462) (2729) (2790) (2842) (2924)

19-1316 38170 39030 39750 40910 76335 78060 79495 81815(504) (1698) (1736) (1768) (1820) (3396) (3472) (3536) (3639)

30 M

10-14 22430 22935 23355 24040 44855 45870 46710 48075(260) (998) (1020) (1039) (1069) (1995) (2040) (2078) (2138)

17-1516 39250 40135 40875 42065 78500 80270 81745 84130(455) (1746) (1785) (1818) (1871) (3492) (3571) (3636) (3742)

23-916 51585 52750 53720 55285 103170 105495 107435 110575(598) (2295) (2346) (2390) (2459) (4589) (4693) (4779) (4919)

1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 40

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only Seismic design is not permitted for uncracked concrete

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

35Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 43 mdash Hilti HIT-RE 100 adhesive factored resistance with concrete bond failure for CA rebar in cracked concrete 12345678910

Rebar Size

EffectiveEmbedment

Depthin (mm)

Tension mdash Nr Shear mdash Vr

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

10 M

4-12 1690 1730 1760 1810 3380 3455 3520 3620(115) (75) (77) (78) (81) (150) (154) (157) (161)

7-116 2645 2705 2755 2835 5290 5410 5510 5670(180) (118) (120) (123) (126) (235) (241) (245) (252)8-78 3320 3395 3460 3560 6640 6790 6915 7120(226) (148) (151) (154) (158) (295) (302) (308) (317)

15 M

5-1116 3015 3085 3140 3235 6035 6170 6285 6465(145) (134) (137) (140) (144) (268) (274) (280) (288)

9-1316 5200 5320 5415 5575 10405 10640 10835 11150(250) (231) (237) (241) (248) (463) (473) (482) (496)

12-58 6660 6810 6935 7135 13315 13615 13865 14270(320) (296) (303) (308) (317) (592) (606) (617) (635)

20 M

7-78 5070 5185 5280 5435 10145 10370 10565 10870(200) (226) (231) (235) (242) (451) (461) (470) (484)14 9000 9205 9375 9650 18005 18410 18750 19295

(355) (400) (409) (417) (429) (801) (819) (834) (858)15-38 9890 10115 10300 10600 19780 20225 20600 21200(390) (440) (450) (458) (471) (880) (900) (916) (943)

25 M

9-116 7535 7705 7850 8080 15075 15415 15700 16155(230) (335) (343) (349) (359) (671) (686) (698) (719)

15-1516 13270 13570 13820 14225 26545 27145 27645 28450(405) (590) (604) (615) (633) (1181) (1207) (1230) (1265)

19-1316 16515 16890 17200 17700 33035 33780 34400 35405(504) (735) (751) (765) (787) (1469) (1503) (1530) (1575)

30 M

10-14 8835 9035 9200 9470 17670 18070 18400 18940(260) (393) (402) (409) (421) (786) (804) (819) (842)

17-1516 15460 15810 16100 16570 30925 31620 32205 33145(455) (688) (703) (716) (737) (1376) (1407) (1432) (1474)

23-916 20320 20780 21160 21780 40640 41560 42325 43560(598) (904) (924) (941) (969) (1808) (1849) (1883) (1938)

1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 5-20 as necessary Compare to the steel values in table 40

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2468 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only For seismic loads multiply cracked concrete tabular values in tension and shear by αseis = 0675 See section 245 for additional information on seismic

applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

36 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 45 mdash Load adjustment factors for 10M rebar in uncracked concrete 123

10 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4-12 7-116 8-78 4-12 7-116 8-78 4-12 7-116 8-89 4-12 7-116 8-78 4-12 7-116 8-78 4-12 7-116 8-78(115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 025 016 012 na na na 009 006 005 018 012 009 na na na2-316 (55) 058 055 054 028 017 013 054 053 053 012 008 006 025 016 013 na na na

3 (76) 061 057 056 033 020 016 056 054 054 020 013 010 033 020 016 na na na4 (102) 065 059 057 039 024 019 058 056 055 031 020 016 039 024 019 na na na5 (127) 068 062 059 046 029 023 060 057 056 043 028 022 046 029 023 na na na

5-1116 (145) 071 063 061 053 033 026 061 058 057 053 034 027 053 033 026 066 na na6 (152) 072 064 061 056 035 027 061 059 057 057 037 029 056 035 027 068 na na7 (178) 076 066 063 065 040 032 063 060 059 072 046 037 065 040 032 073 na na8 (203) 079 069 065 074 046 036 065 061 060 088 056 045 074 046 036 078 na na

8-14 (210) 080 069 065 077 048 038 066 062 060 092 059 047 077 048 038 080 069 na9 (229) 083 071 067 084 052 041 067 063 061 100 067 053 084 052 041 083 071 na

10-116 (256) 087 074 069 094 058 046 069 064 062 080 063 094 058 046 088 076 07011 (279) 090 076 071 100 063 050 071 066 063 091 072 100 063 050 092 079 07312 (305) 094 078 072 069 054 073 067 065 100 082 069 054 096 083 07714 (356) 100 083 076 081 064 077 070 067 100 081 064 100 089 08316 (406) 088 080 092 073 081 073 070 092 073 095 08818 (457) 092 084 100 082 084 076 072 100 082 100 09424 (610) 100 095 100 096 084 079 100 10030 (762) 100 100 093 08736 (914) 100 094

gt48 (1219) 100

Table 46 mdash Load adjustment factors for 10M rebar in cracked concrete 123

10 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

4-12 7-116 8-78 4-12 7-116 8-78 4-12 7-116 8-89 4-12 7-116 8-78 4-12 7-116 8-78 4-12 7-116 8-78(115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226) (115) (180) (226)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 049 044 042 na na na 017 011 009 034 022 017 na na na2-316 (55) 058 055 054 052 046 043 056 055 054 024 015 012 047 030 024 na na na

3 (76) 061 057 056 060 050 047 059 057 056 039 025 020 060 049 039 na na na4 (102) 065 059 057 070 056 051 062 059 058 059 038 030 070 056 051 na na na5 (127) 068 062 059 080 062 056 065 061 059 083 053 042 080 062 056 na na na

5-1116 (145) 071 063 061 088 066 059 067 062 061 100 065 052 088 066 059 082 na na6 (152) 072 064 061 091 068 061 068 063 061 070 056 091 068 061 084 na na7 (178) 076 066 063 100 074 065 071 065 063 088 070 100 074 065 091 na na8 (203) 079 069 065 081 070 074 067 065 100 085 081 070 097 na na

8-14 (210) 080 069 065 083 072 074 068 066 090 083 072 099 085 na9 (229) 083 071 067 088 076 077 070 067 100 088 076 100 089 na

10-116 (256) 087 074 069 096 081 080 072 069 096 081 094 08711 (279) 090 076 071 100 086 082 074 071 100 086 098 09112 (305) 094 078 072 092 085 076 073 092 100 09514 (356) 100 083 076 100 091 081 076 100 10016 (406) 088 080 097 085 08018 (457) 092 084 100 089 08424 (610) 100 095 100 09530 (762) 100 10036 (914)

gt48 (1219)

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

37Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 47 mdash Load adjustment factors for 15M rebar in uncracked concrete 123

15 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58

(145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 025 014 011 na na na 006 004 003 013 007 006 na na na3-18 (80) 059 055 054 032 018 014 055 053 053 015 009 007 031 018 014 na na na

4 (102) 062 057 055 036 020 016 056 054 054 022 013 010 036 020 016 na na na5 (127) 065 058 057 041 023 018 058 055 054 031 018 014 041 023 018 na na na6 (152) 068 060 058 047 026 020 059 056 055 040 023 018 047 026 020 na na na7 (178) 070 062 059 053 030 023 061 057 056 051 029 023 053 030 023 na na na

7-14 (184) 071 062 060 055 031 024 061 058 056 053 031 024 055 031 024 066 na na8 (203) 073 064 061 060 034 026 062 058 057 062 036 028 060 034 026 070 na na9 (229) 076 065 062 068 038 029 064 059 058 074 043 034 068 038 029 074 na na

10 (254) 079 067 063 075 042 033 065 061 059 087 050 039 075 042 033 078 na na11-38 (289) 083 069 065 086 048 037 067 062 060 100 061 048 086 048 037 083 069 na

12 (305) 085 070 066 090 051 039 068 063 061 066 052 090 051 039 085 071 na14-18 (359) 091 074 069 100 060 046 071 065 063 084 066 100 060 046 093 077 071

16 (406) 097 077 071 068 052 074 067 064 100 079 068 052 098 082 07618 (457) 100 080 074 076 059 077 069 066 095 076 059 100 087 08020 (508) 084 076 084 065 080 071 068 100 084 065 092 08522 (559) 087 079 093 072 083 073 070 093 072 096 08924 (610) 091 082 100 078 086 075 071 100 078 100 09330 (762) 100 090 098 095 082 077 098 10036 (914) 098 100 100 088 082 100

gt48 (1219) 100 100 093

Table 48 mdash Load adjustment factors for 15M rebar in cracked concrete 123

15 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58 5-1116 9-1316 12-58

(145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320) (145) (250) (320)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 046 041 040 na na na 011 007 005 023 013 010 na na na3-18 (80) 059 055 054 055 046 044 057 055 054 028 016 013 055 032 025 na na na

4 (102) 062 057 055 062 050 046 059 056 055 040 023 018 062 046 036 na na na5 (127) 065 058 057 069 054 049 061 058 057 055 032 025 069 054 049 na na na6 (152) 068 060 058 077 058 052 063 059 058 073 042 033 077 058 052 na na na7 (178) 070 062 059 086 062 056 066 061 059 092 053 042 086 062 056 na na na

7-14 (184) 071 062 060 088 063 056 066 061 060 096 056 044 088 063 056 081 na na8 (203) 073 064 061 095 066 059 068 063 061 100 065 051 095 066 059 085 na na9 (229) 076 065 062 100 071 062 070 064 062 078 061 100 071 062 090 na na

10 (254) 079 067 063 076 066 072 066 063 091 071 076 066 095 na na11-38 (289) 083 069 065 082 071 076 068 065 100 086 082 071 100 084 na

12 (305) 085 070 066 086 073 077 069 066 093 086 073 087 na14-18 (359) 091 074 069 097 081 082 072 069 100 097 081 094 087

16 (406) 097 077 071 100 088 086 075 071 100 088 100 09218 (457) 100 080 074 096 090 078 074 096 09820 (508) 084 076 100 095 081 077 100 10022 (559) 087 079 099 084 07924 (610) 091 082 100 088 08230 (762) 100 090 097 09036 (914) 098 100 098

gt48 (1219) 100 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

38 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

Table 49 mdash Load adjustment factors for 20M rebar in uncracked concrete 123

20 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38(200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na 021 011 010 na na na 004 002 002 008 005 004 na na na3-78 (98) 058 055 054 028 015 014 054 053 053 014 008 007 027 015 014 na na na

4 (102) 058 055 054 029 016 014 055 053 053 014 008 007 029 016 014 na na na5 (127) 061 056 055 032 018 016 056 054 054 020 011 010 032 018 016 na na na6 (152) 063 057 057 036 020 018 057 055 054 027 015 014 036 020 018 na na na7 (178) 065 058 058 040 022 020 058 055 055 034 019 017 040 022 020 na na na8 (203) 067 060 059 044 024 022 059 056 056 041 023 021 044 024 022 na na na9 (229) 069 061 060 050 027 025 060 057 057 049 028 025 050 027 025 na na na

10 (254) 071 062 061 055 030 027 061 058 057 057 032 029 055 030 027 068 na na11 (279) 073 063 062 061 033 030 063 059 058 066 037 034 061 033 030 071 na na12 (305) 075 064 063 066 036 033 064 059 059 075 042 039 066 036 033 074 na na14 (356) 080 067 065 077 042 038 066 061 060 095 053 049 077 042 038 080 na na16 (406) 084 069 067 088 048 044 068 063 062 100 065 059 088 048 044 086 071 na18 (457) 088 071 070 100 054 049 071 064 063 078 071 100 054 049 091 075 07320 (508) 092 074 072 060 055 073 066 065 091 083 060 055 096 079 07722 (559) 097 076 074 066 060 075 067 066 100 096 066 060 100 083 08024 (610) 100 079 076 072 066 078 069 068 100 072 066 087 08426 (660) 081 078 078 071 080 070 069 078 071 090 08728 (711) 083 080 084 076 082 072 071 084 076 094 09130 (762) 086 083 090 082 084 074 072 090 082 097 09436 (914) 093 089 100 098 091 078 076 100 098 100 100

gt48 (1219) 100 100 100 100 088 085 100

Table 50 mdash Load adjustment factors for 20M rebar in cracked concrete 123

20 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38 7-78 14 15-38(200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390) (200) (355) (390)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na 043 039 039 na na na 007 004 004 015 008 007 na na na3-78 (98) 058 055 054 053 045 044 056 054 054 024 013 012 048 027 024 na na na

4 (102) 058 055 054 054 045 044 057 055 054 025 014 013 050 028 026 na na na5 (127) 061 056 055 059 048 047 058 056 055 035 020 018 059 040 036 na na na6 (152) 063 057 057 064 051 049 060 057 056 046 026 024 064 051 047 na na na7 (178) 065 058 058 070 053 052 062 058 057 058 033 030 070 053 052 na na na8 (203) 067 060 059 076 056 054 063 059 059 071 040 036 076 056 054 na na na9 (229) 069 061 060 082 059 057 065 060 060 085 048 043 082 059 057 na na na

10 (254) 071 062 061 088 062 060 067 061 061 099 056 051 088 062 060 081 na na11 (279) 073 063 062 095 065 062 068 062 062 100 065 059 095 065 062 085 na na12 (305) 075 064 063 100 069 065 070 064 063 074 067 100 069 065 089 na na14 (356) 080 067 065 075 071 073 066 065 093 084 075 071 096 na na16 (406) 084 069 067 082 077 077 068 067 100 100 082 077 100 085 na18 (457) 088 071 070 089 083 080 070 069 089 083 090 08720 (508) 092 074 072 096 090 083 073 071 096 090 095 09222 (559) 097 076 074 100 096 086 075 073 100 096 100 09724 (610) 100 079 076 100 090 077 076 100 10026 (660) 081 078 093 079 07828 (711) 083 080 096 082 08030 (762) 086 083 100 084 08236 (914) 093 089 091 088

gt48 (1219) 100 100 100 100

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

39Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 51 mdash Load adjustment factors for 25M rebar in uncracked concrete 123

25 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316

(230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 022 012 010 na na na 003 002 001 006 003 003 na na na5 (127) 059 055 054 032 018 014 055 053 053 014 008 007 029 016 013 na na na6 (152) 061 056 055 035 019 015 055 054 053 019 011 009 035 019 015 na na na7 (178) 063 057 056 039 021 017 056 054 054 024 013 011 039 021 017 na na na8 (203) 065 058 057 042 023 018 057 055 054 029 016 013 042 023 018 na na na9 (229) 067 059 058 046 025 020 058 056 055 035 020 016 046 025 020 na na na

10 (254) 068 060 058 050 027 022 059 056 055 040 023 018 050 027 022 na na na11-916 (294) 071 062 060 057 031 025 061 057 056 050 029 023 057 031 025 065 na na

12 (305) 072 063 060 059 032 026 061 058 056 053 030 024 059 032 026 066 na na14 (356) 076 065 062 069 038 030 063 059 058 067 038 031 069 038 030 071 na na16 (406) 079 067 063 079 043 034 065 060 059 082 047 037 079 043 034 076 na na18 (457) 083 069 065 089 049 039 066 061 060 098 056 045 089 049 039 081 na na

18-716 (469) 084 069 066 091 050 040 067 062 060 100 058 046 091 050 040 082 068 na20 (508) 087 071 067 099 054 043 068 063 061 065 052 099 054 043 085 071 na

22-38 (568) 091 073 069 100 060 048 070 064 062 077 062 100 060 048 090 075 07024 (610) 094 075 070 065 052 072 065 063 085 069 065 052 094 077 07226 (660) 098 077 072 070 056 074 066 064 096 077 070 056 097 081 07528 (711) 100 079 074 076 060 076 068 065 100 087 076 060 100 084 07830 (762) 081 075 081 065 077 069 066 096 081 065 087 08136 (914) 088 080 097 078 083 073 069 100 097 078 095 088

gt48 (1219) 100 090 100 100 094 080 076 100 100 100 100

Table 52 mdash Load adjustment factors for 25M rebar in cracked concrete 123

25 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316 9-116 15-1516 19-1316

(230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504) (230) (405) (504)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

) 1-34 (44) na na na 042 039 038 na na na 005 003 002 010 006 004 na na na5 (127) 059 055 054 055 046 044 056 054 054 024 013 011 047 027 022 na na na6 (152) 061 056 055 060 048 046 058 055 055 031 018 014 060 035 028 na na na7 (178) 063 057 056 065 051 048 059 056 055 039 022 018 065 044 036 na na na8 (203) 065 058 057 070 053 050 060 057 056 048 027 022 070 053 044 na na na9 (229) 067 059 058 075 056 051 061 058 057 057 032 026 075 056 051 na na na

10 (254) 068 060 058 080 059 053 063 059 058 067 038 030 080 059 053 na na na11-916 (294) 071 062 060 089 063 057 065 060 059 083 047 038 089 063 057 077 na na

12 (305) 072 063 060 091 064 058 065 060 059 088 050 040 091 064 058 078 na na14 (356) 076 065 062 100 069 062 068 062 061 100 063 051 100 069 062 084 na na16 (406) 079 067 063 075 066 070 064 062 077 062 075 066 090 na na18 (457) 083 069 065 081 071 073 066 064 092 074 081 071 096 na na

18-716 (469) 084 069 066 083 072 074 066 064 095 076 083 072 097 080 na20 (508) 087 071 067 087 075 075 067 065 100 086 087 075 100 084 na

22-38 (568) 091 073 069 095 081 078 070 067 100 095 081 088 08224 (610) 094 075 070 100 085 081 071 068 100 085 092 08526 (660) 098 077 072 090 083 073 070 090 095 08928 (711) 100 079 074 095 086 074 071 095 099 09230 (762) 081 075 100 088 076 073 100 100 09536 (914) 088 080 096 081 077 100

gt48 (1219) 100 090 100 092 086

1 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233-14 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

40 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 53 mdash Load adjustment factors for 30M rebar in uncracked concrete 123

30 MCracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916

(260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na 023 013 009 na na na 002 001 001 005 003 002 na na na5-78 (150) 060 055 054 034 019 014 055 053 053 014 008 006 029 016 012 na na na

6 (152) 060 056 054 034 019 014 055 053 053 015 008 006 029 017 013 na na na7 (178) 061 057 055 037 020 015 055 054 053 018 011 008 037 020 015 na na na8 (203) 063 057 056 040 022 017 056 054 054 022 013 010 040 022 017 na na na9 (229) 065 058 056 043 024 018 057 055 054 027 015 012 043 024 018 na na na

10 (254) 066 059 057 047 026 019 058 055 054 031 018 014 047 026 019 na na na11 (279) 068 060 058 050 028 021 058 056 055 036 021 016 050 028 021 na na na12 (305) 070 061 058 054 029 022 059 056 055 041 024 018 054 029 022 na na na

13-14 (337) 072 062 059 059 033 024 060 057 056 048 027 021 059 033 024 064 na na14 (356) 073 063 060 063 034 026 061 057 056 052 030 023 063 034 026 066 na na16 (406) 076 065 061 071 039 030 062 058 057 064 036 028 071 039 030 070 na na18 (457) 079 067 063 080 044 033 064 060 058 076 043 033 080 044 033 074 na na20 (508) 083 069 064 089 049 037 065 061 059 089 051 039 089 049 037 079 na na

20-78 (531) 084 069 065 093 051 039 066 061 059 095 054 041 093 051 039 080 na na22 (559) 086 070 066 098 054 041 067 062 060 100 059 045 098 054 041 082 068 na24 (610) 089 072 067 100 059 044 068 063 061 067 051 100 059 044 086 071 na

26-916 (675) 093 075 069 065 049 070 064 062 078 059 065 049 091 075 06928 (711) 096 076 070 069 052 072 065 062 084 064 069 052 093 077 07030 (762) 099 078 071 074 055 073 066 063 093 071 074 055 096 080 07336 (914) 100 083 075 088 066 078 069 066 100 093 088 066 100 087 080

gt48 (1219) 095 084 100 089 087 075 071 100 100 089 100 100 092

Table 54 mdash Load adjustment factors for 30M rebar in cracked concrete 123

30 MUncracked Concrete

Spacing Factor in Tension

fAN

Edge Distance Factor in Tension

fRN

Spacing Factor in Shear4

fAV

Edge Distance in ShearConcrete Thickness

Factor in Shear5

fHV

Toward Edge

fRV

To Edge

fRV

Embedment hef in (mm)

10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916 10-14 17-1516 23-916

(260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598) (260) (455) (598)

Spac

ing

(s)

Edg

e D

ista

nce

(ca)

Con

cret

e Th

ickn

ess

(h)

mdash in

(mm

)

1-34 (44) na na na 041 038 038 na na na 004 002 002 008 005 004 na na na5-78 (150) 060 055 054 056 047 044 057 055 054 026 015 011 052 030 022 na na na

6 (152) 060 056 054 057 047 044 057 055 054 026 015 012 053 030 023 na na na7 (178) 061 057 055 061 049 046 058 056 055 033 019 015 061 038 029 na na na8 (203) 063 057 056 065 051 047 059 056 055 041 023 018 065 047 035 na na na9 (229) 065 058 056 069 053 049 060 057 056 049 028 021 069 053 042 na na na

10 (254) 066 059 057 074 056 050 061 058 057 057 033 025 074 056 050 na na na11 (279) 068 060 058 079 058 052 063 059 057 066 038 029 079 058 052 na na na12 (305) 070 061 058 083 060 054 064 059 058 075 043 033 083 060 054 na na na

13-14 (337) 072 062 059 089 063 056 065 060 059 087 050 038 089 063 056 078 na na14 (356) 073 063 060 093 065 057 066 061 059 094 054 041 093 065 057 080 na na16 (406) 076 065 061 100 070 061 068 063 061 100 066 050 100 070 061 086 na na18 (457) 079 067 063 075 064 071 064 062 079 060 075 064 091 na na20 (508) 083 069 064 081 068 073 066 063 092 070 081 068 096 na na

20-78 (531) 084 069 065 083 070 074 066 064 098 075 083 070 098 na na22 (559) 086 070 066 086 072 075 067 064 100 081 086 072 100 083 na24 (610) 089 072 067 092 076 077 069 066 092 092 076 087 na

26-916 (675) 093 075 069 099 081 080 071 067 100 099 081 092 08428 (711) 096 076 070 100 084 082 072 068 100 084 094 08630 (762) 099 078 071 088 084 074 070 088 097 08936 (914) 100 083 075 100 091 078 074 100 100 097

gt48 (1219) 095 084 100 088 082 1001 Linear interpolation not permitted2 Shaded area with reduced edge distance is permitted provided rebar has no installation torque3 When combining multiple load adjustment factors (eg for a four-anchor pattern in a corner with thin concrete member) the design can become very conservative To optimize the design use

Hilti PROFIS Anchor Design software or perform anchor calculation using design equations from CSA A233 Annex D4 Spacing factor reduction in shear fAV assumes an influence of a nearby edge If no edge exists then fAV = fAN5 Concrete thickness reduction factor in shear fHV assumes an influence of a nearby edge If no edge exists then fHV = 10

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

41Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 55 mdash Hilti HIT-RE 100 design information with HAS threaded rods in hammer drilled holes in accordance with CSA A233-14 Annex D 19

Design parameter Symbol UnitsNominal rod diameter (in) Ref

A233-1438 12 58 34 78 1 1-14

Anchor OD da mm 95 127 159 191 222 254 318

Effective minimum embedment 2 hefmm 60 70 79 89 89 102 127

Effective maximum embedment 2 hefmm 191 254 318 381 445 508 635

Minimum concrete thickness 2 hminmm hef + 30 hef + 2d0

Critical edge distance cacmm See ESR-3829 section 4110

Minimum edge distance cmin3 mm 48 64 79 95 111 127 159

Minimum anchor spacing sminmm 48 64 79 95 111 127 159

Coeff for factored conc breakoutresistance uncracked concrete kcuncr

4 - 10 D622

Coeff for factored conc breakoutresistance cracked concrete kccr

4 - 7 D622

Concrete material resistance factor ϕc - 065 842 Resistance modification factor for tension and shear concrete failure modes Condition B 5 Rconc - 100 D53 (c )

Dry Concrete

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 616 592 592 560 516 480 408D652

(MPa) (42) (41) (41) (39) (36) (33) (28

Characteristic bond stress in uncracked concrete 78 τuncr

psi 1272 1256 1204 1164 1124 1092 1048D652

(MPa) (88) (87) (83) (80) (78) (75) (72)

Anchor category dry concrete - - 2 2 2 2 2 2 2Resistance modification factor Rdry

- 085 085 085 085 085 085 085Water Saturated Concrete

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 548 521 521 476 416 375 300D652

(MPa) (38) (36) (36) (33) (29) (26) (21)Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1106 1061 994 915 859 776D652

(MPa) (78) (76) (73) (69) (63) (59) (54)Anchor category water-saturated concrete - - 2 2 2 2 2 2 2Resistance modification factor Rws

- 085 085 085 085 085 085 085Water-Filled Hole

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 548 521 521 476 416 375 300D652

(MPa) (38) (36) (36) (33) (29) (26) (21)

Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1106 1061 994 915 859 776D652

(MPa) (78) (76) (73) (69) (63) (59) (54)

Anchor category water-filled hole - - 3 3 3 3 3 3 3D53 (c)

Resistance modification factor Rwf- 075 075 075 075 075 075 075

Underwater Application

Temprange A 6

Characteristic bond stress in cracked concrete 78 τcr

psi 548 521 521 476 416 375 300D652

(MPa) (38) (36) (36) (33) (29) (26) (21)Characteristic bond stress in uncracked concrete 78 τuncr

psi 1133 1106 1061 994 915 859 776D652

(MPa) (78) (76) (73) (69) (63) (59) (54)Anchor category underwater - - 3 3 3 3 3 3 3Resistance modification factor Ruw

- 075 075 075 075 075 075 075

1 Design information in this table is taken from ICC-ES ESR-3829 dated January 2016 table 8 and 9 and converted for use with CSA A233-14 Annex D2 See figure 43 Minimum edge distance may be reduced to 45mm lt cai lt 5d provided Tinst is reduced See ESR-3829 section 4194 For all design cases ψcN = 10 The appropriate coefficient for breakout resistance for cracked concrete (kccr) or uncracked concrete (kcuncr) must be used5 For use with the load combinations of CSA A233-14 chapter 8 Condition B applies where supplementary reinforcement in conformance with CSA A233-14 section D53 is not provided or

where pullout or pryout strength governs For cases where the presence of supplementary reinforcement can be verified the resistance modification factors associated with Condition A may be used

6 Temperature range A Max short term temperature = 130degF (55degC) max long term temperature = 110degF (43degC) Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

7 Bond strength values corresponding to concrete compressive strength fʹc = 2500 psi (172 MPa) For concrete compressive strength fʹc between 2500 psi (172 MPa) and 8000 psi (552 MPa) the tabulated characteristic bond strength may be increased by a factor of (fʹc2500)01 [for SI (fʹc 172)01]

8 Bond strength values are for sustained loads including dead and live loads For load combinations consisting of short-term loads only such as wind and seismic bond strengths may be increased by 40 percent

9 For structures assigned to Seismic Design Categories C D E or F bond strength values must be multiplied by αNseis = 09

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

42 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 56 mdash Hilti HIT-RE 100 adhesive factored resistance with concrete bond failure for threaded rod in uncracked concrete 12345678910

Nominal Anchor

Diameter in (mm)

Nominal anchor diameter in (mm)

Tension mdash Nn Shear mdash Vn

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

38

2-38 1995 2040 2080 2140 1995 2040 2080 2140(60) (89) (91) (92) (95) (89) (91) (92) (95)

3-38 2840 2900 2955 3040 5675 5805 5910 6080(86) (126) (129) (131) (135) (252) (258) (263) (271)

4-12 3785 3870 3940 4055 7565 7735 7880 8110(114) (168) (172) (175) (180) (337) (344) (351) (361)7-12 6305 6450 6565 6760 12610 12895 13135 13515(191) (280) (287) (292) (301) (561) (574) (584) (601)

12

2-34 3045 3115 3170 3260 6090 6225 6340 6525(70) (135) (138) (141) (145) (271) (277) (282) (290)

4-12 4980 5095 5185 5340 9960 10185 10375 10675(114) (222) (227) (231) (237) (443) (453) (461) (475)

6 6640 6790 6915 7120 13285 13580 13830 14235(152) (295) (302) (308) (317) (591) (604) (615) (633)10 11070 11320 11525 11865 22140 22635 23055 23725

(254) (492) (503) (513) (528) (985) (1007) (1025) (1055)

58

3-18 4145 4240 4315 4440 8290 8475 8635 8885(79) (184) (189) (192) (198) (369) (377) (384) (395)

5-58 7460 7630 7770 7995 14920 15260 15540 15990(143) (332) (339) (346) (356) (664) (679) (691) (711)7-12 9950 10170 10360 10660 19895 20345 20720 21325(191) (442) (452) (461) (474) (885) (905) (922) (948)

12-12 16580 16955 17265 17770 33160 33905 34530 35540(318) (737) (754) (768) (790) (1475) (1508) (1536) (1581)

34

3-12 5385 5505 5610 5770 10770 11015 11215 11545(89) (240) (245) (249) (257) (479) (490) (499) (514)

6-34 10385 10620 10815 11130 20775 21240 21630 22265(171) (462) (472) (481) (495) (924) (945) (962) (990)

9 13850 14160 14420 14845 27695 28320 28845 29685(229) (616) (630) (642) (660) (1232) (1260) (1283) (1320)15 23080 23600 24035 24740 46160 47205 48070 49475

(381) (1027) (1050) (1069) (1100) (2053) (2100) (2138) (2201)

78

3-12 5480 6125 6320 6505 10955 12250 12635 13005(89) (244) (272) (281) (289) (487) (545) (562) (579)

7-78 13650 13960 14215 14630 27300 27920 28430 29260(200) (607) (621) (632) (651) (1214) (1242) (1265) (1302)

10-12 18200 18610 18955 19510 36405 37225 37910 39015(267) (810) (828) (843) (868) (1619) (1656) (1686) (1736)

17-12 30335 31020 31590 32515 60670 62040 63185 65025(445) (1349) (1380) (1405) (1446) (2699) (2760) (2810) (2893)

1

4 6690 7480 8020 8250 13385 14965 16035 16505(102) (298) (333) (357) (367) (595) (666) (713) (734)

9 17325 17715 18040 18565 34645 35425 36080 37130(229) (771) (788) (802) (826) (1541) (1576) (1605) (1652)12 23095 23620 24055 24755 46195 47235 48105 49510

(305) (1027) (1051) (1070) (1101) (2055) (2101) (2140) (2202)20 38495 39365 40090 41260 76990 78725 80175 82515

(508) (1712) (1751) (1783) (1835) (3425) (3502) (3566) (3670)

1-14

5 9355 10455 11455 12375 18705 20915 22910 24745(127) (416) (465) (510) (550) (832) (930) (1019) (1101)

11-14 25975 26560 27050 27840 51950 53125 54100 55680(286) (1155) (1182) (1203) (1238) (2311) (2363) (2407) (2477)15 34635 35415 36070 37120 69270 70830 72135 74240

(381) (1541) (1575) (1604) (1651) (3081) (3151) (3209) (3302)25 57725 59025 60115 61865 115450 118055 120225 123735

(635) (2568) (2626) (2674) (2752) (5135) (5251) (5348) (5504)1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 26 - 38 as necessary Compare to the steel values in table 24

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2568 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only Seismic design is not permitted for uncracked concrete

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

43Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Table 57 mdash Hilti HIT-RE 100 adhesive factored resistance with concrete bond failure for threaded rod in cracked concrete 12345678910

Nominal Anchor

Diameter in (mm)

Nominal anchor diameter in (mm)

Tension mdash Nn Shear mdash Vn

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

f´c = 20 MPa(2900 psi)

lb (kN)

f´c = 25 MPa(3625 psi)

lb (kN)

f´c = 30 MPa(4350 psi)

lb (kN)

f´c = 40 MPa(5800 psi)

lb (kN)

38

2-38 965 990 1005 1035 965 990 1005 1035(60) (43) (44) (45) (46) (43) (44) (45) (46)

3-38 1375 1405 1430 1475 2750 2810 2860 2945(86) (61) (63) (64) (66) (122) (125) (127) (131)

4-12 1830 1875 1910 1965 3665 3745 3815 3925(114) (81) (83) (85) (87) (163) (167) (170) (175)7-12 3055 3125 3180 3275 6105 6245 6360 6545(191) (136) (139) (141) (146) (272) (278) (283) (291)

12

2-34 1435 1465 1495 1540 2870 2935 2990 3075(70) (64) (65) (66) (68) (128) (131) (133) (137)

4-12 2350 2400 2445 2515 4695 4800 4890 5035(114) (104) (107) (109) (112) (209) (214) (218) (224)

6 3130 3200 3260 3355 6260 6400 6520 6710(152) (139) (142) (145) (149) (278) (285) (290) (298)10 5215 5335 5435 5590 10435 10670 10865 11185

(254) (232) (237) (242) (249) (464) (475) (483) (497)

58

3-18 2040 2085 2120 2185 4075 4170 4245 4370(79) (91) (93) (94) (97) (181) (185) (189) (194)

5-58 3670 3750 3820 3930 7335 7500 7640 7865(143) (163) (167) (170) (175) (326) (334) (340) (350)7-12 4890 5000 5095 5240 9780 10005 10185 10485(191) (218) (222) (227) (233) (435) (445) (453) (466)

12-12 8150 8335 8490 8735 16305 16670 16980 17475(318) (363) (371) (378) (389) (725) (742) (755) (777)

34

3-12 2590 2650 2700 2775 5180 5300 5395 5555(89) (115) (118) (120) (124) (231) (236) (240) (247)

6-34 4995 5110 5205 5355 9995 10220 10405 10710(171) (222) (227) (231) (238) (445) (455) (463) (476)

9 6665 6815 6940 7140 13325 13625 13875 14280(229) (296) (303) (309) (318) (593) (606) (617) (635)15 11105 11355 11565 11900 22210 22710 23125 23800

(381) (494) (505) (514) (529) (988) (1010) (1029) (1059)

78

3-12 2785 2850 2900 2985 5570 5695 5800 5970(89) (124) (127) (129) (133) (248) (253) (258) (266)

7-78 6265 6410 6525 6715 12535 12815 13055 13435(200) (279) (285) (290) (299) (558) (570) (581) (598)

10-12 8355 8545 8700 8955 16710 17090 17405 17910(267) (372) (380) (387) (398) (743) (760) (774) (797)

17-12 13925 14240 14505 14925 27855 28480 29005 29850(445) (619) (633) (645) (664) (1239) (1267) (1290) (1328)

1

4 3385 3460 3525 3625 6770 6920 7050 7255(102) (151) (154) (157) (161) (301) (308) (314) (323)

9 7615 7785 7930 8160 15230 15570 15860 16320(229) (339) (346) (353) (363) (677) (693) (705) (726)12 10150 10380 10575 10880 20305 20765 21145 21760

(305) (452) (462) (470) (484) (903) (924) (941) (968)20 16920 17305 17620 18135 33840 34605 35240 36270

(508) (753) (770) (784) (807) (1505) (1539) (1568) (1613)

1-14

5 4495 4595 4680 4815 8990 9190 9360 9635(127) (200) (204) (208) (214) (400) (409) (416) (429)

11-14 10115 10340 10530 10840 20225 20680 21060 21675(286) (450) (460) (468) (482) (900) (920) (937) (964)15 13485 13790 14040 14450 26965 27575 28085 28905

(381) (600) (613) (625) (643) (1200) (1227) (1249) (1286)25 22475 22980 23405 24085 44945 45960 46805 48170

(635) (1000) (1022) (1041) (1071) (1999) (2044) (2082) (2143)1 See Section 241 for explanation on development of load values2 See Section 244 to convert design strength value to ASD value3 Linear interpolation between embedment depths and concrete compressive strengths is not permitted4 Apply spacing edge distance and concrete thickness factors in tables 26 - 38 as necessary Compare to the steel values in table 24

The lesser of the values is to be used for the design5 Values are for the following temperature range maximum short term temperature = 130degF (55degC) maximum long term temperature = 110degF (43degC)

Short term elevated concrete temperatures are those that occur over brief intervals eg as a result of diurnal cycling Long term concrete temperatures are roughly constant over significant periods of time

6 Tabular values are for dry concrete conditions For water saturated concrete water-filled drilled holes or submurged (underwater) applications multiply design strength by 0617 Tabular values are for short term loads only For sustained loads including overhead use see Section 2568 Tabular values are for normal-weight concrete only For lightweight concrete multiply design strength by λa as follows

For sand-lightweight λa = 051 For all-lightweight λa = 0459 Tabular values are for holes drilled in concrete with carbide tipped hammer drill bit Diamond core drilling is not permitted10 Tabular values are for static loads only For seismic loads multiply cracked concrete tabular values in tension and shear by αseis = 0675 See section 245 for additional information on seismic

applications

HIT-RE 100 adhesive anchoring system

HIT-RE 100 adhesive anchoring system

44 Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

2411 installation instructionsInstallation Instructions For Use (IFU) are included with each product package They can also be viewed or downloaded on-line at wwwushilticom (US) and wwwhiltica (Canada) mdash ldquoServiceTechnical Info gtgt Technical Downloads gtgt Anchoring Systemsrdquo Because of the possibility of changes always verify that downloaded IFU are current when used Proper installation is critical to achieve full performance Training is available on request Contact Hilti Technical Services for applications and conditions not addressed in the IFU

2412 Working time and cure time (approx)

Table 59 mdash Resistance of HIT-RE 100 to chemicals

Chemical Chemicals Tested ResistantNot

Resistant

Alkaline

Concrete drilling mud (10) pH=126 +

Concrete drilling mud (10) pH=132 +

Concrete potash solution (10) +

pH=140

Alkaline

Acetic acid (10)1 -

Nitric acid (10)1 -

Hydrochloric acid (10) 3 month -

Sulfuric acid (10) -

Solvents

Benzyl alcohol -

Ethanol -

Ethyl acetate -

Methyl ethyl ketone (MEK) -

Trichlorethylene -

Xylene (mixture) +

Chemicals used on job sites

Chemicals Concrete plasticizer +

used on job Diesel oil +

sites Oil +

Petrol +

Oil for form work (forming oil) +

Environmental chemicals

Environmental Salt water +

chemicals de-mineralized water +

salt spraying test +

SO2 +

Environmentweather +1 Concrete was dissolved by acid

Samples of the HIT-RE 100 resin were immersed in the various chemical compounds for up to one year At the time of the test period the samples were analyzed Any samples showing no visible damage and having less than a 25 reduction in bending (flexural) strength were classified as ldquoResistantrdquo Samples that were heavily damaged or destroyed were classified as ldquoNot Resistantrdquo

Note In actual use the majority of the resin is encased in the base material leaving very little surface area exposed

2414 resistance of cured hit-re 100 to chemicals

2413 materials Specifications Table 60 mdash Material properties of fully cured HIT-RE 100

adhesiveBond Strength ASTM C882-121

2 day cure 14 day cure

201 Mpa210 Mpa

2920 psi3050 psi

Compressive Strength ASTM D695-101 743 Mpa 10780 psi

Compressive Modulus ASTM D695-101 3731 Mpa 0541 x 106 psi

Tensile Strength 7 day ASTM D638-10 117 Mpa 1690 psi

Elongation at break ASTM D638-10 010

Heat Deflection Temperature ASTM D648-07

568degC 1343degF

Absorption ASTM D570-10 006

Linear Coefficient of Shrinkage on Cure ASTM D2566-86

00001

1 Minimum values obtained as the result of tests at 35degF 50degF 75degF and 110degF

Notes

Hilti Inc (USA) 1-800-879-8000 I wwwushilticom I en espantildeol 1-800-879-5000 I Hilti (Canada) Corp 1-800-363-4458 I wwwhiltica I HIT-RE 100 Technical Supplement 0216

Hilti Outperform Outlast7250 Dallas Parkway Suite 1000 Plano TX 75024 bull Hilti Inc (US) 1-800-879-8000 bull wwwushilticom bull en espantildeol 1-800-879-5000 bull Hilti (Canada) Corp 1-800-363-4458 wwwhiltica bull Hilti is an equal opportunity employer bull Hilti is a registered trademark of Hilti Corp copyCopyright 2016 by Hilti Inc (US) bull 0216 bull DBS

The data contained in this literature was current as of the date of publication Updates and changes may be made based on later testing If verification is needed that the data is still current please contact the Hilti Technical Support Specialists at 1-800-363-4458 All published load values contained in this literature represent the results of testing by Hilti or test organizations Local base materials were used Because of variations in materials on-site testing is necessary to determine performance at any specific site Laser beams represented by red lines in this publication Printed in the United States

14001 US only

Page 12: USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed
Page 13: USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed
Page 14: USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed
Page 15: USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed
Page 16: USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed
Page 17: USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed
Page 18: USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed
Page 19: USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed
Page 20: USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed
Page 21: USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed
Page 22: USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed
Page 23: USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed
Page 24: USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed
Page 25: USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed
Page 26: USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed
Page 27: USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed
Page 28: USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed
Page 29: USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed
Page 30: USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed
Page 31: USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed
Page 32: USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed
Page 33: USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed
Page 34: USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed
Page 35: USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed
Page 36: USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed
Page 37: USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed
Page 38: USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed
Page 39: USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed
Page 40: USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed
Page 41: USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed
Page 42: USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed
Page 43: USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed
Page 44: USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed
Page 45: USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed
Page 46: USESI CareersHIT-RE 100 Adhesive Anchoring System The new Hilti HIT-RE 100 adhesive anchoring system is the latest addition to the slow cure adhesive anchor portfolio and designed