Retaining Wall_Anjongan_R0.pdf

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    PROJECT :

    CLIENT :

    LOCATION :

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    Rev Date Prepared Checked Approved

    CALCULATION SHEET FOR RETAINING WALL

    Contract No :

    FOR SPBKB ANJONGANDocument No :

    Issued For Construction

    Description

    SPBKB AKR ANJONGAN

    PT. AKR CORPORINDO TBK.

    ANJONGAN, PONTIANAK, WEST KALIMANTAN

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    REVISION HISTORICAL SHEET

    Document No. Rev.

    0

    Date

    3/20/2016

    Job No.

    CALCULATION SHEET FOR RETAINING WALL

    20-Mar-16

    SPBKB ANJONGAN

    Issued for Construction

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    CALCULATION SHEET FOR RETAINING WALLSPBKB ANJONGAN

    REVISION HISTORICAL SHEET 2

    TABLE OF CONTENTS 3

    1. GENERAL 5

    1.1. OUTLINE OF STRUCTURE 5

    1.2. DESIGN PHILOSOPHY 5

    1.3. APPLICABLE SPECIFICATION, CODES AND STANDARDS 5

    1.3.1. Project Specification 5

    1.3.2. Codes and Standards 5

    1.3.3. Reference Documents 5

    1.4. MATERIAL SPECIFICATION 5

    1.5. UNIT OF MEASUREMENT 5

    1.6. COMPUTER SOFTWARES 5

    1.7. PLOT PLAN 6

    2. RETAINING WALL TYPE 1 7

    2.1. GEOMETRY 7

    2.2. LATERAL EARTH PRESSURE 8

    2.3. STABILITY ANALYSIS 9

    2.3.1. Overturning Check 9

    2.3.2. Sliding Check 102.3.3. Bearing Capacity 11

    3. RETAINING WALL TYPE 2 12

    3.1. GEOMETRY 12

    3.2. LATERAL EARTH PRESSURE 13

    3.3. STABILITY ANALYSIS 14

    3.3.1. Overturning Check 14

    3.3.2. Sliding Check 15

    3.3.3. Bearing Capacity 16

    4. RETAINING WALL TYPE 3 17

    4.1. GEOMETRY 17

    4.2. LATERAL EARTH PRESSURE 18

    4.3. STABILITY ANALYSIS 19

    4.3.1. Overturning Check 19

    4.3.2. Sliding Check 20

    4.3.3. Bearing Capacity 20

    TABLE OF CONTENTS

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    CALCULATION SHEET FOR RETAINING WALLSPBKB ANJONGAN

    1. GENERAL1.1. OUTLINE OF STRUCTURE

    Project : SPBKB AKR ANJONGANClient : PT. AKR CORPORINDO TBK Location : Anjongan, Pontianak, West KalimantanStructure : Retaining Wall

    1.2. DESIGN PHILOSOPHYThis report covers structural analysis and design for stone masonry retaining wall.The reason why this structure has been applied because it is required to have vertical soil slope,so that flat area reclaimed will be bigger.

    1.3. APPLICABLE SPECIFICATION, CODES AND STANDARDS1.3.1. Project Specification

    KMJ5-E-0-C0-GS-AA0-001R : General Specification for Civil and Structural Design

    1.3.2. Codes and StandardsACI 530-11 : Building Code Requirement for Masonry Structures

    1.3.3. Reference Documents : Topography ReportArchitect Drawing (AR-GA-03A)

    1.4. MATERIAL SPECIFICATION

    1.4.1. Stone MasonryUnit weight of stone masonry : γst = 2200 kg/m3

    1.4.2. Soil PropertiesSoil investigation assume :Unit weight of soil : γsoil = 1450 kg/m3 (assume)Unit weight of water : γw = 1000 kg/m3Cohession of soil : c1 = 4000 kg/m2 (assume)Cohession of soil (remoulded) : c2 = 2000 kg/m2 (assume)Internal friction angle : ϕ = 15 deg (assume)

    1.5. UNIT OF MEASUREMENTUnit of measurement shall be in Metric Units.

    1.6. COMPUTER SOFTWARESApplied computer softwares in this calculation are :(1) MS Office Excel

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    1.7. PLOT PLAN

    Type 1

    Type 2

    Type 3

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    2. RETAINING WALL TYPE 12.1. GEOMETRY

    H = Total height of Retaining Wall = 5.00 mh1 = Effective height of Wall = 4.15 mh2 = Height of wall from G.L to GWL = 1.25 m (assume)

    h3 = Height of passive force = 2.50 mhw = Height of water = 3.75 ma = Width of upper wall (min. 0.3 m) = 0.50 mB = Width of foundation = 3.50 mmin. 0.5H = 2.50 mmax. 0.7H = 3.50 m (if applicable)D = Height of foundation = 0.85 mmin. 0.12H = 0.60 mmax. 0.17H = 0.85 md = Width of foot foundation = 0.50 mmin. 0.5D = 0.43 mmax. D = 0.85 m

    b1 = Effective width of Foundation =B-d = 3.00 mα = Slope of soil = 0.00 deg

    H

    h w

    h 2

    h 1

    D h 3

    a

    d b1

    B

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    2.2. LATERAL EARTH PRESSURE

    Active soil pressure coefficient (Ka) :

    Ka = 0.589

    Kp = 1.698

    Active Lateral Earth Pressureeffective width per 1 m; b = 1.00 m

    σa1 = 1067.2 kg/m

    Pa1 = 667.0 kg

    σa2 = 1067.2 kg/m

    Pa2 = 4001.9 kg

    σa3 = 993.6 kg/m

    Pa3 = 1863.0 kg

    Pa1

    Pa2

    Pa3 Pw

    Ps

    qs

    Pp

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    Lateral Earth Pressure due to Live load Soil (slope) load per m qs = 1000.0 kg/m (assume)

    σs = 588.8 kg/m

    Ps = 2944 kg

    Groundwater Pressure

    σw = 3750.0 kg/m

    Pw = 7031.3 kg

    Passive Lateral Earth Pressure

    σp = 6156.7 kg/m

    Pp = 7695.9 kg

    2.3. STABILITY ANALYSIS2.3.1. Overturning Check

    Overturning Moment (MO)

    = 2.779 tonne.m

    = 7.504 tonne.m

    = 2.329 tonne.m

    = 7.360 tonne.m

    = 8.789 tonne.m

    = 28.760 tonne.m

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    Resistence Moment (MR)

    Moment(tonne.m)

    11.454

    24.72714.836

    6.413

    57.430 tonne.m

    2.3.2. Sliding Check Sliding Forces (ΣFS)ΣFS = Pa1+Pa2+Pa3+Ps+Pw = 16.507 tonne

    Resisting ForcesWt = Total weight of foundation & soil = W1+W2+W3Wt = 22.523 tonneΣFR = (Wt. µ) + (c.B.b) +Pp = 25.957 tonne( Koefisien geser µ = 0.5 )

    25.95716.507

    7.696 0.83

    > 1.5 --> OK

    > 1.50 OK

    MR =

    (m)1 2.975 6.545 1.75

    2 5.188 11.413 2.173 2.075 4.565 3.25

    Part (w)Area Weight ei(m2)

    28.760

    = 1.57

    57.430= 1.997

    Pp

    (tonne)

    Σ=

    FS FR

    FS sliding

    Σ=

    MO

    MRFS goverturnin

    W1

    W2

    W3

    e1

    e2

    e3

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    2.3.3. Bearing CapacityAllowable bearing capacity for this site assume as bellow :qall = 15 tonne/m2 (assume)

    Location of center of gravity from O; CoG = (ΣMR - ΣMO)

    CoG = 1.273 m

    Eccentricity of resultant <

    e = 0.477 m < 0.583 OK qtoe = Maximum actual bearing capacity.

    qtoe = tonne/m2

    where, L = length of foundation = b = 1 mqhell = Minimum actual bearing capacity.

    qheel = tonne/m2

    qmax = max (qtoe, qheel) = tonne/m2 OK qmin = min (qtoe, qheel) = tonne/m2 OK 1.172 > 0 tonne/m2 →

    Wt

    11.698

    1.172

    11.698 < qall →

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    3. RETAINING WALL TYPE 23.1. GEOMETRY

    H = Total height of Retaining Wall = 5.00 mh1 = Effective height of Wall = 4.15 m

    h2 = Height of soil from G.L to GWL = 1.00 m (assumed)h3 = Height of passive force = 1.08 mhs = Height of soil = 2.50 mhw = Height of water = 1.50 ma = Width of upper wall (min. 0.3 m) = 0.50 mB = Width of foundation = 3.50 mmin. 0.5H = 2.50 mmax. 0.7H = 3.50 m ( if applicable)D = Height of foundation = 0.85 mmin. 0.12H = 0.60 mmax. 0.17H = 0.85 md = Width of foot foundation = 0.50 mmin. 0.5D = 0.43 mmax. D = 0.85 m

    b1 = Effective width of Foundation =B-d = 3.00 m

    H

    h w

    h 2

    h 1

    D h

    3

    a

    h s

    d b1

    B

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    3.2. LATERAL EARTH PRESSURE

    Active soil pressure coefficient (Ka) :

    Ka = 0.59

    Kp = 1.70

    Active Lateral Earth Pressureeffective width per 1 m; b = 1.00 m

    σa1 = 853.7 kg/m

    Pa1 = 426.9 kg

    σa2 = 853.7 kg/m

    Pa2 = 1280.6 kg

    σa3 = 397.4 kg/m

    Pa3 = 298.1 kg

    Pa1

    Pa2

    Pa3Pw

    Ps

    qs

    Pp

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    Lateral Earth Pressure due to Live Load Surcharge load per m qs = 1000.0 kg/m (assume)

    σs = 588.8 kg/m

    Ps = 1472.0 kg

    Groundwater Pressure

    σw = 1500.0 kg/m

    Pw = 1125.0 kg

    Passive Lateral Earth Pressure

    σp = 2649.8 kg/m

    Pp = 1425.6 kg

    3.3. STABILITY ANALYSIS3.3.1 Overturning Check

    Overturning Moment (MO)

    = 0.783 tonne.m

    = 0.960 tonne.m

    = 0.149 tonne.m

    = 1.840 tonne.m

    = 0.563 tonne.m

    = 4.295 tonne.m

    Ps = σ s.hs

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    Resistence Moment (MR)

    Moment(tonne.m)

    11.454

    15.2171.1413.8883.7130.5114.492

    35.924 tonne.m

    3.3.2. Sliding Check Sliding Forces (ΣFS)ΣFS = Pa1+Pa2+Pa3+Ps+Pw = 4.603 tonne

    Resisting ForcesWt = Total weight of foundation & soil = W1+W2+W3+W4+W5Wt = 25.146 tonneΣFR = (Wt. µ) + (c2.B.b) + Pp = 20.998 tonne( Koefisien geser µ = 0.5 )

    20.9984.603

    (m2) (tonne)1 2.975 6.545 1.75

    2 5.188 11.4125 1.33

    Part (w)Area

    3 2.075 4.565 0.254 0.825 1.19625 3.25

    Qs 1.693 2.65Pp 1.426 0.365 0.984 1.4269 2.60

    >1.50 → OK 4.295

    MR =

    35.924= 8.365

    Weight ei(m)

    = 4.56 > 1.50 OK =Σ

    Σ=

    FS

    FRFS sliding

    Σ=

    MO

    MRFS goverturnin

    W1

    W2

    W3

    e1

    e2

    e3

    e4

    e5

    W4 W5

    Qs

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    3.3.3. Bearing CapacityAllowable bearing capacity for this site assume as bellow :qall = 15 tonne/m2 (assume)

    Location of center of gravity from O; CoG = (ΣMR - ΣMO)

    CoG = 1.258 m

    Eccentricity of resultant <

    e = 0.492 m < 0.583 OK qtoe = Maximum actual bearing capacity.

    qtoe = tonne/m2

    qhell = Minimum actual bearing capacity.

    qheel = tonne/m2

    qmax = max (qtoe, qheel) = tonne/m2 OK qmin = min (qtoe, qheel) = tonne/m2 OK

    Wt

    14.138

    < qall →1.199 > 0 tonne/m2 →

    1.199

    14.138

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    4. RETAINING WALL TYPE 34.1. GEOMETRY

    H = Total height of Retaining Wall = 3.50 mhs = Height of soil to bottom foundation = 1.00 mh1 = Effective height of Wall = 2.90 m

    h2 = Height of soil to top foundation = 0.40 mh3 = Height of passive force = 0.93 ma = Width of upper wall (min. 0.3 m) = 0.50 mB = Width of foundation = 1.75 mmin. 0.5H = 1.75 mmax. 0.7H = 2.45 m ( if applicable)D = Height of foundation = 0.60 mmin. 0.12H = 0.42 mmax. 0.17H = 0.60 md = Width of foot foundation = 0.30 mmin. 0.5D = 0.30 mmax. D = 0.60 m

    b1 = Effective width of Foundation =B - d = 1.45 m

    H

    h 1

    D h

    3

    a

    h s

    d b1

    B

    h 2

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    4.2. LATERAL EARTH PRESSURE

    Active soil pressure coefficient (Ka) :

    Ka = 0.59

    Kp = 1.70

    Active Lateral Earth Pressureeffective width per 1 m; b = 1.00 m

    σa1 = 853.7 kg/m

    Pa1 = 426.9 kg

    Lateral Earth Pressure due to Live Load Surcharge load per m qs = 1000.0 kg/m (assume)

    σs = 588.8 kg/m

    Ps = 589 kgPs = σ s.hs

    Pa1

    Ps

    qs

    Pp

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    Passive Lateral Earth Pressure

    σp = 2292.8 kg/m

    Pp = 1067.3 kg

    4.3. STABILITY ANALYSIS4.3.1. Overturning Check

    Overturning Moment (MO)

    = 0.142 tonne.m

    = 0.294 tonne.m

    = 0.437 tonne.m

    Resistence Moment (MR)

    W1

    W2

    W3

    e1

    e2

    e3

    e4

    e5

    W4W5

    Qs

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    Moment(tonne.m)

    2.0212.4750.7980.2780.0730.3310.7505.976 tonne.m

    4.3.2. Sliding Check Sliding Forces (ΣFS)ΣFS = Pa1+Ps = 1.016 tonne

    Resisting ForcesWt = Total weight of foundation & soil = W1+W2+W3+W4+W5Wt = 8.763 tonneΣFR = (Wt. µ) + (c2.B.b) + Pp = 8.9485 tonne( Koefisien geser µ = 0.5 )

    8.9491.016

    4.3.3. Bearing CapacityAllowable bearing capacity for this site assume as bellow :qall = 15 tonne/m2 (assume)

    Location of center of gravity from O; CoG = (ΣMR - ΣMO)

    CoG = 0.632 m

    Eccentricity of resultant <

    e = 0.243 m < 0.292 OK qtoe = Maximum actual bearing capacity.

    qtoe = tonne/m2

    Part (w)Area Weight ei(m2) (tonne) (m)

    1 1.050 2.31 0.882 1.378 3.0305 0.823 1.450 3.19 0.254 0.120 0.174 1.60

    Pp 1.067 0.31Qs 0.500 1.50

    5 0.040 0.058 1.25

    Wt

    9.700

    MR =

    5.976= 13.684 >1.50 → OK

    0.437

    = 8.81 > 1.50 OK

    Σ=

    MO

    MRFS goverturnin

    Σ=

    FS FR

    FS sliding

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    qhell = Minimum actual bearing capacity.

    qheel = tonne/m2

    qmax = max (qtoe, qheel) = tonne/m2 OK qmin = min (qtoe, qheel) = tonne/m2 OK

    0.886

    9.700 < qall →0.886 > 0 tonne/m2 →

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    ATTACHMENT

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    ATTACHMENT APLOT PLAN

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    ATTACHMENT BWALL SKETCH

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