Attatchments from SAND86-7005, 'Nevada Nuclear Waste ... · table 7 results of thermal analyses of...
Transcript of Attatchments from SAND86-7005, 'Nevada Nuclear Waste ... · table 7 results of thermal analyses of...
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TABLE 1
GEOHETEIC DATA FOR VERTICAL EPLDACEHENT OPTION
Design Analyzed(ft)
Conceptual Designd(ft)
Drift Dimension
WidthHeightRadius of Roof Arch
16 O(4.88m)(6.71m)(2.74m)
16.022.0
9 . 5 e
25.02.42
Container Borehole Dimensions
DepthDiameter
25 .00a (7.62m)2.42a (0.74m)
Panel Dimensions
Waste Standoff fromAccess Drift Wall
Access Drift WidthEmplacement Drift SpacingBarrier Pillar WidthPanel Width
7 7 .5 a
21. 0112.Oc63.Oa
1400. Oa
(23.62m)(6.40m)(34. 14m)(19.20m)(426.72m)
92.521.0
63.01400.0
Source references:aMansure and Stinebaugh (1985).bParsons, Brinckerhoff, Quade and Douglas (1985).cMansure and Ortiz (1984).dMacDougall (1986) - Spent Fuel EmplacementeParsons, Brinckerhoff, Quade and Douglas (1986).
-27-
TABLE 2
GEOIMMIC DATA FM HORIZONTAL EMACEKENT OPTION
Design Analyzed Conceptual Designd
(ft) (ft)
Drift Dimension
Width 1 8 .0a (5.49m) 23.0Height 1 3.0a (3.96m) 13.0Radius of Roof Arch 1 0 .2b (3.11m) 14.0
Container Borehole Dimensions
Waste Standoff from EmplacementDrift Centerline 1 1 7 .50a (35.81m) 145.5e k4-
Length 6 8 2 .00a (207.87m) 363.0 ilkDiameter 2 .7 5a (0.84m) 2.5
Panel Dimensions
Panel Width 14 0 0 .Oa (426.72m) 1400.0Panel Depth 9 8 5 . 0 C (300.23m) 748.0
Source references:abansure and Stinebaugh (1985).
bParsons, Brinckerhoff, Quade and Douglas (1985).cHansure and Ortiz (1984).dMacDougall (1986) - Spent Fuel EmplacementeParsons, Brinckerhoff, Quade and Douglas (1986).
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TABLE 3
DATA FOR~ THERM&L AMD THR~/EI CALANALYSES OF EH(PLACEXERT DRIFTS
Value
Rock MassSpecific Gravitya
Young's HodulusaPoisson's Ratioa
Thermal Conductivitya(25 to 100 deg. C temp range)
2.34 g/cc
15.1 OPa0.2
2.07 W/m-K
Thermal Capacitancea
Thermal Expansiona (*106)
(25 to 200 deg. C temp range)Horiz./Vert. In situ StressbGround Surface Temperaturec
Temperature GradientdRock Matrixa
Unconfined CompressiveStrength of Rock
Tensile Strength
Angle of Internal FrictionJointsa
Joint CohesionJoint Coefficient of Friction
Joint Angle
(Frequently Assumed Value)
2.25 J/cm3 K
10.7C-1
0.55#I 16.0"C
0.0239-C/m
75.4 MPa
-9.0 MPa
29.2
1.0 MPa0.8 (38.7)
90 (Vertical)
References:
aNimick et al. (1984).-bBauer, Holland and Parrish (1985)
cEglinton and Dreicer (1984).dSass and Lachenbruch (1982).
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TABLE 4
NORMAlIZED COEFFICIENTS FOR THE POWER DECAYFUNCTION FOR PWR AND EBW SPENT FUEL MIX
Normalized Strength, at
Exponential
Components ta _ o xrS t - 8.55 yr
1 0.03120 0.15602
2 0.13920 0.59787
3 0.04920 0.15227
4 0.78270 0.09384
Time Exponent, bi (yr-l)
0.00135
0.01914
0.05188
0.43768
::
aTime, t, is given with respect to time of removal of spent fuelfrom the reactor.
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TABLE 5
RESULTS OF PRELTMINARY ANALYSES OF THE HORIZONITALEMPIACEMENT OPTION- - DATA. FOR 100 YR AFTER EHPL&ACENT
DescriptionNumber ofSources inHalf Model
FreeSurface
Condition
Temp. atPanel Center
( Scab
Total Initial StressHorizontal Vertical
(mpg) (MPa)
Single Panel
Extended Panel
Three Panels
35 None
Isothermal OnlyFree (1,000 ma)
Free (2,000 m)
12
35 + 10V
NoneIsothermal Only
Free (1,000 m)
None
Isothermal Only
Free (1,000 m)Free (2,000 m)
35.89
35.8935.89
35.89
34.1134.11
34.11
35.9535.95
35.95
35.95
12.2112.49
11.9011.86
13.38
13.83
12.77
4.273.38
3.30
5.81
5.525.07
5.07
13.94
14.40
13.25
13.05
4.08
3.63
3.25
3.24
aThe lengths specified here refer to the extent of theboundary elements used to model the ground surface above
bthe repository, measured from the repository centerline.Ambient Temperature - 23.2-C
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TABLE 6
TuvMAL ANALYSES PERFORMED USING TIEDOT COMPUTER CODE
Time(Yr)
Time Steps Number ofStepss
Time IncrementFor PoweraDecayFunction (Yr)
VERTICAL EMPL&CEKET
0-1010-3535- 100
0.0050.0100.065
UNVENTILATED
2,0002,5001,000
VENTILATED
1, 0003,6002,5001,300
0.100. 351.00
0-11-10
10-3535-100
0.00100.00250.01000.0500
0.11.03.51.0
HORIZONTAL EMPLACEKENIT
0-1010-3535-100
0.0100.0250.065
UNVENTILATED
1, 0001,0001,000
VENTILATED
0.100.351.00
0-1010- 3535- 100
0.01000.02500.0650
1, 0001,0001,000
0.100.351.00
8The power decay function describing the strength of the heat sources has beentabulated for various times. The strength at any particular time between thetabulation times is determined by interpolating linearly within the appropriatetime increment.
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TABLE 7
RESULTS OF THERMAL ANALYSES OF UNVENTILATED VERTICAL EMPLACEMENTDRIFT USING ALTERNATIVE EFFECTIVE THERMAL CONDUCTIVITIES
Drift Perimeter Temperaturls10 Yr After Waste EmplacementEffective Thermal
ConductivityW/m.K Crown (OC)
25 72.2
Midfloor (IC)
77.0
75.9
75.2
Midwall (IC)
74.7
74.7
74.6
50 73.4
100 73.9
a The tabulated values of temperature were obtained by performing analyses,using the DOT code. For each analysis 2,000 time steps of 0.005 yrwere used to reach the total simulation time of 10 yr.
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TABLE 8
RESULTS OF BOUNDARY-EWEIENT AN~ALYSES OF THE VERTICAL EMPLACDEMENT DRIFT
Ti (yr) 0 3 10 20 35 50 100 150 200
Mo (c )
24idfLoo (cm
14ota Vertical~clur (CM)
c1os=' (CM)
cron stress CM)
.Midflocc Stres QM
C=Ae aMVI CC)
Mtidwa1lTmperatrS (C
-0.078 -0.804 -0.172 -0.041 0.611 1.487 3.528 4.794 5.742
0.507 1.132 0.244 -0.218 -1.102 -2.095 -4.229 -5.474 -6.394
0.429 0.328 0.072 -0.259 -0.491 -0.608 -0.701 -0.680 -0.652
O.1 L
0.230
5.757
0.730
8.453
23.0
23.0
0.244 0.381 0.546 0.653 0.701 0.713 0.677 0.645
0.488
15.790
5.184
8.648
46.1
0.762
25.100
11.1w0
5.87
60.7
1.092
38.840
18.410
2.163
78.8
1.310
44.800
23.150
0.307
92.3
1.402
48.500
25.310
-1.507
99.0
1.436
50.210
26.250
-2.340
104.0
1.355
48.240
25.070
-1.981
102.5
1.290
46.330
23.950
-1.559
100.8
75.4 91.3 104.2 112.9 116.1 114.3 109.9 106.9
23.0 58.6 73.6 90.6 102.1 107.2 109.0 106.1 103.8
flr. fUCWJM~z m~1a~fta1 infC=tia is xovide to clarify thea mwadr of varios Mras 3Ze$
a....z, e1a! t ncrm1 dispalw~t.
b~cueis negative if the dimmtsian !r=Ga5GsS
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TABLE 9
RESULTS OF FINITE-ELEMENT ANALYSES OF THE VERTICAL EMPIACEMENT DRIFT
EnPlaoenntType adLocation
aQrm Dis-
placement (cm)Midfloor Dis-placement (cm)
Atotal VerticalClosure (cm)
Midwall Dis-placement (cm)MidwallCIOsr (cm)
Unventilated Drift
t-O yr 10 yr 35 yr 100 yr
-0.191 2.330 5.826 10.382
0.235 2.341 5.299 0.9332
0.426 0.011 -0.527 -1.050
-0.113 -0.399 -0.687 -0.791
Ventilated Drift
t-O yr 10 yr
-0.191 1.411
0.235 1.739
0.426 0.328
-0.113 -0.187
35 yr 100 yr
2.482 2.960
2.730 3.225
0.248 0.265
-0.218 -0.204
0.226 0.800 1.374 1.582 0.226 0.374 0.436 0.408
Ccru
stress (v)Midfloorstress (Mpa)MidwallStress (MPa)
Crcwn Temp.( C)MidfloorTemp ( C)MidwallTVVP ( C)
5.75 28.48 47.78 54.28
0.80 10.38 23.13 28.30
8.16 4.99 -1.24 -3.84
23.0 73.4 101.8 108.5
23.0 75.9 103.6 109.3
23.0 74.7 102.8 109.0
5.75 11.23 12.56 11.60
0.80 0.26 2.76 3.55
8.16 6.01 5.05 5.78
23.0 23.0 23.0 23.0
23.0 23.0 23.0 23.0
23.0 23.0 23.0 23.0
dFttors of Safety:crown 7.2Midfloor 43.7Midwall 5.1
1.9 1.34.1 2.17.6 60.8
1.21.8
11.4
7.243.7
5.1
4.083.2
6.6
3.613.77.8
3.911.06.9
The following supplemental information is provided to clarify the meaningof various response measures.
aDisplacements are considered positive if in the positivecaordinate direction.
bClosure is negative if the dimension iicreases.
cStresses are extrapolated to the nodal points using coqztedvalues at the element gauss points an assuming a linearvariation of stress within the element. Caressive stressesare positive.nese are the stns/streh ratios for the rock mss.
r
TABLE 10
RESULTS OF BOUNDARY-EIMULT ANALYSES OF THE HORIZONTAL EPLTACEMT DRIFT
Tim (Yr) 0 5 10 20 35 50 100 150 200
ment (eu)
Midflom
HKidwali
Clcsu (cm)
Crm strewu (p)
Midflo= Steu (MM)
mi~dwal strim (M)
=M TCUi. ( C)
midfloarTqXratur (C)
Xidwallna!peraLzu (C)
0.149 - 0.225 0.896 1.152 2.093 2.698 4.126 5.068 5.772
0.317 0.032 -0.796 -1.264 -2.341 -3.002 -4.433 -5.326 -5.990
0.466 0.257 0.100 -0.112 -0.24a -0.304 -0.307 -0.258 -0.218
0.036 0.135 0.207 0.304 0.364 0.389 0.385 0.355 0.329
0.072
3.600
-0.749
12.640
23.0
0.270
9.647
3.385
7.448
23.3
0.414
14.380
6.564
3.704
25.0
0.608
21.430
11.130
-1.059
30.6
0.788
26.790
14.410
-3.691
39.0
0.778
29.720
16.070
-4.497
45.8
0.770
32.120
17.080
-3.400
58.9
0.710
31.40
16.350
-1.628
64.5
0.658
30.390
1.5.570
-0.111
67.2
23.0 23.3 25.0 30.7 39.0 45.8 59.0 64.5 67.2
23.0 23.3 25.1 30.8 39.1 46.0 59.0 64.5 67.2
'frA fo11cwirn mplemtal teczzotaio is provided to clarify the mwznirg of varict.9 r~espns
bC~lrme is negative if the diAensia Lgiceases.
-3 6-
TABLE 11
RESULTS OF FINITE-ELEKqT ANALYSES OF THE HORIZONTAL EKPIACEKENT DRIFT
Ew1acentTypeanLocation
Unventilated Drift
t-0 yr 10 yr 35 yr 100 yr
Ventilated Drift
t-0 yr 10 yr 35 yr 100 yr
aCrown Dis-placement (cm)Midfloor Dis-placamnt (cm)
4rotal VerticalClosure (cm)
Nidwall Dis-placmn (cm)MidwallClosure (cm)
-0.184
0.273
1.410
1.478
3.910
3.638
7.251
6.899
-0.184
0.273
1.419
1.499
0.457 0.068 -0.272 -0.352 0.457 0.080
3.912
3.621
-0.291
-0.399
0.798
7.097
-0.414
-0.459
0.918
-0.036
0.073
-0.224
0.448
-0.397
0.794
-0.453
0.906
-0.036
0.073
-0.222
0.444
C_____
Stress (Na)MidfloorStress (Ma)Midwall(Stress (HPa)
CraJn Tm-erature ( C)MidfloorTem ( C)Midwall5T ( C)
3.81
-0.71
11.84
23.0
23.0
23.0
15.52
7.23
2.58
25.0
25.0
25.0
28.82
15.55
-4.63
38.7
38.7
38.7
36.15
19.37
-5.17
58.3
58.3
58.3
3.81
-0.71
11.84
30.0
30.0
30.0
16.43
7.60
3.24
30.0
30.0
30.0
27.23
14.86
-5.78
30.0
30.0
30.0
30.88
17.21
-8.81
30.0
30.0
30.0
Factors of Safety:Crown 10.4Kidfloor 51.6Midwall 3.7
3.05.8
14.4
1.93.08.1
1.6 10.42.5 51.67.3 3.7
2.95.6
11.6
1.93.16.3
1.82.73.9
The following supplemental information is
of various response measures.
provided to clarify the meaning
Displaceents are considered positive if in the positivecoordinate direction.
bClosue is negative if the dimension increases.
cStresses are extrapolated to the rndal points using ompxtedvalues at the element gauss points and assLmin; a linearvariation of strews within the elecent. Cmpressive stressesare positive.
dmlese are the strenrt1Vstress ratios for the rock mass.
-37-
it
)1
\r
Figure 1. Design of Drift for Vertical Emplacementof Waste Container of Spent Fuel
-38-
Panel Access/Drift
ii IT 'I
r ,I I
wpdxs
Module design unit ,
Panel width vk ,Barrier pillar width it,Panel access drift width (Drift spacing %AXX
Standoff of first container %from access drift centerline
Source Reference: Mansure and Stinebaugh, 1985
Figure 2. Design Module of Vertical Emplacement Panels
-39-
18' EXCAVATED WIDTH
Figure 3. Design of Drift for Horizontal Emplacementof Waste Container of Spent Fuel
-40-
Waste Container
Emplacement drift,PO yr ii
r, - Module design unit… ----- I …w Panel widthd Emplacement drift widthg Separation between borehole endsu Borehole spacings Standoff of first container from
emplacement centerline
Source Reference: Mansure and Stinebaugh, 1985
Figure 4. Design Module of Horizontal Emplacement Panels
-41-
r
0
IaL
10 Surace Elements
,Qift Location Plane of Emplacement Drifts
ISources\ 3Ht~.1t4 a apart 1\ X * __3t19I Nptqe of Repository Model
'3 Sourcesin drift floor
-200 1
-400
200 400 600Mleteri
800 1000 1200
(Above)a) Repository Model
b) Drift Detail andSample Points (left)
I.
tlj
-3 10*0 4 8 12 18
Meters
Figure 5. Boundary-Element Model for Analysis of Vertical Emplacement(a) Complete(b) Drift Detail and Sample Points
-42-
I
0
10 Surface Elements
Drift Location Plane of Emplacement Holes
35 Sources r- 10 Sources - d
r >Ege of Panel "Nage of Next PanelI _
I'
4i
ID
-200
-400
2o 200 400 600Meters
800 1000 1200
(above)-294
-2g8
a) Repository Model
b) Drift Detail andSample Points (left)
-.. 10 elements
*8 elements
.... ~~ .. .' ment
.\>iements
internalsample point
U'La)-.j
al-302
-306 LC 4
Meters8
Figure 6. Boundary-Element Model for Analysis of Horizontal Emplacement(a) Complete(b) Drift Detail and Sample Points
-43-
4
aCLr
0)
a
0)
L .
U,)
0 200 400 600 800
Distance from Penel Centerline (m)1000
Figure 7. Thermally Induced Stresses in the Plane of a Single Panel100 Yr After Waste Emplacement in Horizontal Boreholes
-44-
Isothermal, Free Surface
-Om Node I Node 116
Plane ofSymmetry
Plane of andSymmetry Adiabaticand SurfaceAdiabatic at +17.1 T
Surface
, ,
-500 m Node 504 Node 494
Adiabatic Surface, Freeto Displace Horizontally
Figure 8. Finite-Element Model for Analysis of Vertical Emplacement(a) Complete Mesh(b) Details of Mesh around Drift
-45-
Isothermal, Free Surface
-Om Node N Node1 ~~~~~~201
Plane ofSymmetry
-- - ~andPlane of ~~~Adiabatic
Planetof Surface Nodeand at +213.4 m 283Adi abati cSurface Node
r- i Line of _4--Node 317,- i * WastIILine of491x
I_ * _ _ _ - Containers
Node Node-5CO m 651 - -5 79
Adiabatic Surface, Freeto Displace Horizontally
Figure 9. Finite-Element Model for Analysis of Horizontal Emplacement(a) Complete Mesh(b) Details of Mesh around Drift
*
-46-
L)0
ax
I-
a)
120
100 .
80
60
40
20
00
Figure 10.
50 100 150
Time Since Waste Emplacement (Years)
Boundary-Element Predictions of Wall Temperaturesof the Vertical Emplacement Drift - Unventilated Drift
-47-
EE
L.
0
U
15
10 .
5'
0
-5 .
-10 0
Figure 11.
50 100 150
Time Since Emplacement (Years)
Boundary-Element Predictions of Vertical andHorizontal Closures of the Vertical EmplacementDrift - Unventilated Drift
-48-
60
50
CD
coco
U)
L
C
C"
C
I-
40
30
20
10
0 -
-10 -0 50 100 150
Time Since Emplacement (Years)200
Figure 12. Boundary-Element Predictions of Tangential Stressesat Selected Points Around the Vertical EmplacementDrift - Unventilated Drift
-49-
Drift at time of Excavation Vertical Emplacement
4--X aPrincipal Stress
Scale (MPa)
1* .~ ~ ~ ~ ~~lo 50
+
After lOO1rs, Unventilated
meters +meters 510
Figure 13. Boundary-Elemant Predictions of Principal Stresses inthe Vicinity of the Vertical Emplacement Drift -Unventilated Drift
-50-
Figure 14. Boundary-Element Predictions of Tangential StressDistribution Around the Vertical EmplacementDrift - Unventilated Drift
-51-
;
Drift at time of Excavation Vertical Emplacement
Ratio of Matrix StrengthI;;\\ to Computed Stress
E
After 1OOyrs, Unventilated
Key
Matrix Ratio
R 1.0B 3.0C 5.0O 7. 0E 9.0
5 10meters
Figure 15. Boundary-Element Predictions of the Ratio Between theMatrix Strength and Stress Around the VerticalEmplacement Drift - Unventilated Drift
Figure 16. Boundary-Element Predictions of the Ratio Between the
Joint Strength and Stress Around the VerticalEmplacement Drift - Unventilated Drift
-53-
I
Drift at time of Excavation Vertical Emplacement
Temperature Change
(C)
,No ChangeI' at Instant of
Excavation
After 10OUrs, Unventilated After IOOyrs, Ventilated
Fixed at.+7 Deg. C/
motors 10 0 16
5 to 10 l
Figure 17. Finite-Element Predictions of the Temperature Changein the Vicinity of the Vertical Emplacement Drift100 Yr After Waste Emplacement
-54-
Figure 18. Finite-Element Predictions of the Principal Stressesin the Vicinity of the Vertical Emplacement Drift
-55-
Ratio of Matrix Strengthto Computed Stress
Figure 19. Finite-Element Predictions of the Ratio Between MatrixStrength and Stress Around the Vertical Emplacement Drift
-56-
Ratio of Joint ShearStrength to ComputedShear Stress on a Set
of Vertical Joints
U Region of potentialjoint activation
Figure 20. Finite-Element Predictions of the Ratio Between JointStrength and Stress Around the Vertical Emplacement Drift
-57-
Figure 21. Boundary-Element Predictions of the Ratio Between JointStrength and Stress Around an Unventilated VerticalEmplacement Drift, at Times up to 100 Yr AfterWaste Emplacement
-58-
U0
L-
a)
Ea)
120
100
80.
60 -
40
20
0F
Figure 22.
1
50 100 150 200
rime Since Waste Emplacement (Years)
Boundary-Element Predictions of Wall Temperaturesof the Horizontal Emplacement Drift - Unventilated Drift
-59-
A-,
g<
-5 5
-10 -
Figre20
Figure 23.
50 100 150
Time Since Waste Emplacement (Years)
Boundary-Element Predictions of Vertical and HorizontalClosures of the Horizontal Emplacement Drift - UnventilatedDrift
-60-
0~
C,,
(0)
L.
4-p
0')
0)Ca
Time Since Waste Emplacement (Years)
Figure 24. Boundary-Element Predictions of TangentialStresses at Selected Points Around theHorizontal Emplacement Drift - Unventilated Drift
-61-
I
Drift at time of Excavation Horizontal Emplacement
Principal Stress
Scale (MPa)
, ++ +N1~~~ ++
After lOOyrs. Unventilated
trS -4-r
meters 36
Figure 25. Boundary-Element Predictions of Principal Stressesin the Vicinity of the Horizontal EmplacementDrift - Unventilated Drift
-62 -
Tangential Stresses
Scale (MPa)
0 50
Figure 26. Boundary-Element Predictions of Tangential StressDistribution Around the Horizontal EmplacementDrift - Unventilated Drift
-63-
Figure 27. Boundary-Element Predictions of the Ratio Between theMatrix Strength and Stress Around the HorizontalEmplacement Drift - Unventilated Drift
-64-
Ratio of Joint ShearStrength to ComputedShear Stress on a Set
of Vertical Joints
I Region of potentialjoint activation
Key
Joint Ratio
AaC0E
1.03.05.07.09.0
Figure 28. Boundary-Element Predictions of the Ratio Between theJoint Strength and Stress Around the HorizontalEmplacement Drift - Unventilated Drift
-65-
Figure 29. Finite-Element Predictions of the Temperature Changesin the Vicinity of the Horizontal Emplacement Drift100 Yr After Waste Emplacement
-66-
4 + Principal Stress
/
Scale (MPa)
0 50+
4I1-
i
Sp
3Z
/ -A
Figure 30. Finite-Element Predictions of the Principal Stressesin the Vicinity of the Horizontal Emplacement Drift
-67-
Figure 31. Finite-Element Predictions of the Ratio Between MatrixStrength and Stress Around the Horizontal Emplacement Drift
-68-
Ratio of Joint ShearStrength to ComputedShear Stress on a Set
of Vertical Joints
I Region of potentialjoint activation
Figure 32. Finite-Element Predictions of the Ratio Between JointStrength and Stress Around the Horizontal Emplacement Drift
-69-
20
15S
10I
E1-E
L_
0
C-
5
0
Finite element resultof wall to wall closure
<\ ~Boundary el ement predi cti onXY ~~of wall to wall closure
< ~~Boundary element prediction\/ ~of roof to f I oor cl osure
Finite element resultof roof to floor closure x
-5
-10
-150 20 40
Time Since Waste50 80
Emplacement (Years)100
Figure 33. Comparison of Closure Histories For the Drift withNo Ventilation, Computed Using Boundary-Element andFinite-Element Models: Vertical Emplacement
-, I-
15
Finite element resultof wall to wall closure
10+
A_
Ea)
L..
Ct
5 - \ Boundary element predictionof wall to wall closure
Boundary element predictionof roof to floor closure
/ /
0 -
A
-5 I Finite element resultof roof to floor closure
x
-100 20
Time Since40 60 80 100
Waste Emplacement (Years)
Figure 34. Comparison of Closure Histories for the Drift WithNo Ventilation, Computed Using Boundary-Element andFinite-Element Models: Horizontal Emplacement
.-71-
Reaion in which lointshear strenath is exceeded
Inedaserhrzontalstes
fnllnwinn w~qtp omn1~rpmpntC\ . _,, .............. ., ..__iZ .--- l w~- ,l
Figure 35. Temperature Histories for Point in theInterior of the Rock Mass
-72 -
SAND86-7005
REFERENCE THERMAL AND THERMAL/MECHANICAL ANALYSES OF DRIFTSFOR VERTICAL AND HORIZONTAL EMPLACEMENTOF NUCLEAR WASTE IN A REPOSITORY IN TUFF
C.M. St. JohnJ.F.T. Agapito and Associates, Inc.
Please replace pages 72, 73, and 74 in your copy of this reportwith the attached new pages. Thank you.
Drift centerline
I If Prp-pAqtinn inint n1nnP!;. .- --.- - O- gJ-a p r
Region in which jointshear strenoth is exceeded
s ncreased horizontal stressfollowing waste emplacement
Figure 35. Conceptual Interpretation of the Development of Regionsin which the Shear Stress on Vertical Joints Exceedstheir Shear Strength
-72-
120
U0
a)L:3
L-a)D.E-wD
Time Since Waste Emplacement (Years)
Figure 36. Temperature Histories for Point in theInterior of the Rock Mass
-73-
20.0
c 15.0 -0-
Co,coa)L-.
an 10.0
0.0
C0
S.>N05.0
0.0 -
Figure 37.
Time Since Waste Emplacement (Years)
Approximate Histories of the Horizontal Stresses towhich the Waste Emplacement Drifts are Subjected
-74-
III
I
120 -
100 .
U 80
a)
X 60 .L-
a)
0
Figure 36.
20 40 60 80 100
Time Since Waste Emplacement (Years)
Approximate Histories of the Horizontal Stresses towhich the Waste Emplacement Drifts are Subjected
-73-
-
20.0
Vei- I
X 15.0
enZ:
to I
(n 10.0 Ir_(0
0 5.0
0.0 0
Figure 37.
Time Since Waste Emplacement (Years)
Conceptual Interpretation of the Development of Regionsin which the Shear Stress on Vertical Joints Exceedstheir Shear Strength
- 74-
APPENDIX A
BOUNDARY-ELEIENT ANALYSES OF VERTICAL EXPIACENT
A-1
Figure A.1 Boundary-Element Predictions of Principal Stresses in theVicinity of the Vertical Emplacement Drift, at Times up to100 Yr After Waste Emplacement - Unventilated Drift
A-2
Figure A.2 Boundary-Element Predictions of Tangential StressDistribution Around the Vertical Emplacement Drift,at Times up to 100 Yr After Waste Emplacement -Unventilated Drift
A-3
Figure A.3 Boundary-Element Predictions of the Ratio Between the MatrixStrength and Stress Around the Vertical Emplacement Drift, atTimes up to 100 Yr After Waste Emplacement - Unventilated Drift
A-4
Figure A.4 Boundary-Element Predictions of the Ratio Between theJoint Strength and Stress Around the Vertical EmplacementDrift, at Times up to 100 Yr After Waste Emplacement -Unventilated Drift
A-5/A-6
APPENDIX B
FINITE-ELEXENT ANALYSES OF VERTICAL EKPIACEHENT
B-1
Figure B.la Finite-Element Prediction of Deformations in the Vicinityof the Vertical Emplacement Drift, at Times up to 100 YrAfter Waste Emplacement - Unventilated Case. (Thedisplacement scale is magnified 20 times relative to thegeometric scale. Deformed rock is shown with the solidlines. The deformations are measured relative to thepre-excavation state.)
3-2
Figure B.lb Finite-Element Prediction of Deformations in the Vicinityof the Vertical Emplacement Drift, at Times up to 100 YrAfter Waste Emplacement - Ventilated Case. (The displacementscale is magnified 20 times relative to the geometric scale.Deformed rock is shown with the solid lines. The deformationsare measured relative to the pre-excavation state.)
B-3
Figure B.2a Finite-Element Predictions of the Temperature Changes (0C)in the Vicinity of the Vertical Emplacement Drift, at Timesup to 100 Yr After Waste Emplacement - Unventilated Case
B-4
Figure B.2b Finite-Element Predictions of the Temperature Changes (°C)
in the Vicinity of the Vertical Emplacement Drift, at Timesup to 100 Yr After Waste Emplacement - Ventilated Case
B-5
Figure B.3a Finite-Element Predictions of the Principal Stresses inthe Vicinity of the Vertical Emplacement Drift, at Timesup to 100 Yr After Waste Emplacement - Unventilated Case
B-6
Drift at time of Excavation After 1OUrs, Ventilated
.I . Ak + X A-
MPa
X * no k 0 50PRINCIPAL STRESS
+ ~~~~+
I /~~~~~~I
After 35yrs, Ventilated After 1OOyrs, Ventilated
m t . .
5 10 0 5 l 0meters
Figure B.3b Finite-Element Predictions of the Principal Stresses inthe Vicinity of the Vertical Emplacement Drift, at Timesup to 100 Yr After Waste Emplacement - Ventilated Case
B-7
Figure 3.4a Finite-Element Predictions of the Ratio Between Matrix
Strength and Stress Around the Vertical EmplacementDrift, at Times up to 100 Yr After Waste Emplacement -Unventilated Case
B-8
Figure B.4b Finite-Element Predictions of the Ratio Between MatrixStrength and Stress Around the Vertical Emplacement Drift,at Times up to 100 Yr After Waste Emplacement -Ventilated Case
B-9
Figure B.5a Finite-Element Predictions of the Ratio Between JointStrength and Stress Around the Vertical EmplacementDrift, at Times up to 100 Yr After Waste Emplacement -Unventilated Case
B-10
Figure B.5b Finite-Element Predictions of the Ratio Between JointStrength and Stress Around the Vertical EmplacementDrift, at Times up to 100 Yr After Waste Emplacement -Ventilated Case
B-11/B-12
I
APPENDIX C
BOUNDARY-ELE2IENT ANALYSES OF HORIZONTAL EKPIACEKENT
C-1
Drift at time of Excavation After 1ours, Unventilated
0 50T\ \ ) .~\> ark ok PRINCIPAL STRESS
r ~ ++ +
it~~ I \+ AA
~~~~~~~~~-~ -- X A- r
After 35grs, Unventilated After 1OOrs, Unventilated
r _r
. - 3 6 -
__- r- v --- Fr
3 6 0 3 6meters
Figure CA. Boundary-Element Predictions of Principal Stressesin the Vicinity of the Horizontal Emplacement Drift,at Times up to 100 Yr After Waste Emplacement -Unventilated Drift
C-2
Figure C.2 Boundary-Element Predictions of Tangential StressDistribution Around the Horizontal EmplacementDrift, at Times up to 100 Yr After WasteEmplacement - Unventilated Drift
C-3
Figure C.3 Boundary-Element Predictions of the Ratio Between theMatrix Strength and Stress Around the HorizontalEmplacement Drift, at Times up to 100 Yr After WasteEmplacement - Unventilated Drift
C-4
Figure C.4 Boundary-Element Predictions of the Ratio Between theJoint Strength and Stress Around the HorizontalEmplacement Drift, at Times up to 100 Yr After WasteEmplacement - Unventilated Drift
C-5/C-6
APPENDIX D
FINITE-ELEHENT ANALYSES OF HORIZONTAL EMPIACEXENT
D-1
Figure D.la Finite-Element Prediction of Deformations in the Vicinityof the Horizontal Emplacement Drift, at Times up to 100Yr After Waste Emplacement - Unventilated Case. (Thedisplacement scale is magnified 20 times relative to thegeometric scale. Deformed rock is shown with the solidlines. The deformations are measured relative to thepre-excavation state.)
D-2
Figure D.lb Finite-Element Prediction of Deformations in the Vicinityof the Horizontal Emplacement Drift, at Times up to 100Yr After Waste Emplacement - Ventilated Case. (Thedisplacement scale is magnified 20 times relative to thegeometric scale. Deformed rock is shown with the solidlines. The deformations are measured relative to thepre-excavation state.)
D-3
Figure D.2a Finite-Element Predictions of the Temperature Changes (SC)in the Vicinity of the Drift for the Horizontal EmplacementDrift, at Times up to 100 Yr After Waste Emplacement -Unventilated Case
D-4
Figure D.2b Finite-Element Predictions of the Temperature Changes (°C)in the Far-Field of the Horizontal Emplacement Drift, atTimes up to 100 Yr After Waste Emplacement - Unventilated Case
D-5
Figure D.2c Finite-Element Predictions of the Temperature Changes (0C)in the Vicinity of the Drift for the Horizontal EmplacementDrift, at Times up to 100 Yr After Waste Emplacement -Ventilated Case
D-6
Figure D.2d Finite-Element Predictions of the Temperature Changes (OC)
in the Far-Field of the Horizontal Emplacement Drift, at
Times up to 100 Yr After Waste Emplacement - Ventilated Case
D-7
Figure D.3a Finite-Element Predictions of the Principal Stresses in
the Vicinity of the Horizontal Emplacement Drift, at Times
up to 100 Yr After Waste Emplacement - Unventilated Case
D-8
Figure D.3b Finite-Element Predictions of the Principal Stresses inthe Vicinity of the Horizontal Emplacement Drift, at Times
up to 100 Yr After Waste Emplacement - Ventilated Case
D-9
Figure D.4a Finite-Element Predictions of the Ratio Between Matrix Strengthand Stress Around the Horizontal Emplacement Drift, at Times upto 100 Yr After Waste Emplacement - Unventilated Case
D-10
Figure D.4b Finite-Element Predictions of the Ratio Between Matrix Strengthand Stress Around the Horizontal Emplacement Drift, at Times upto 100 Yr After Waste Emplacement - Ventilated Case
D-l1
Figure D.5a Finite-Element Predictions of the Ratio Between Joint Strengthand Stress Around the Horizontal Emplacement Drift, at Times upto 100 Yr After Waste Emplacement - Unventilated Case
D-12
Figure D.5b Finite-Element Predictions of the Ratio Between Joint Strengthand Stress Around the Horizontal Emplacement Drift, at Times upto 100 Yr After Waste Emplacement - Ventilated Case
D-13/D-14
APPENDIX E
ME0O: NANSURE, A.J.,
BALLOWABLE THERMAL LOADING AS A FUNCTION OF WASTE AGEO
E-1
Sandia National Laboratoriesdate: 2/13/1985 Albuquerque, New Mexico 87185
to: Hill, 6311
from: A.J. Mansure, 6314
subject: Allowable Thermal Loading as a Function of Waste Age
INTRODUCTION:
During the unit evaluation calculations were done to determinethe allowable thermal loading and demonstrate that this loadingdid not have any adverse far-field effects (Johnstone, 1984).Based on that study 57 kW/acre has been used as a baseline forcalculations and for design of the underground facility layout.The unit evaluation assumed 10 year out of the reactor spentfuel. Thermal decay curves used during the unit evaluation weretaken from Kissner (1978).
The criteria used to determine the allowable thermal loading inthe unit evaluation was that the drift floor temperature shouldnot exceed QO0oC for vertical emplacement. That criteria wasnot based upon any firm requirement for ventilation or retrieval.In addition the vertical emplacement floor temperature isdependent upon such things as drift thermal loading (kilowattsper meter of drift or the output of the canisters divided by thespacing between the boreholes) and upon the standoff between thecanister and the drift floor. Further, the same allowablethermal load was used for horizontal and vertical emplacementalthough horizontal emplacement drift temperatures are expectedto be much lower than vertical emplacement drift temperaturesbecause of larger standoffs between the waste and the drift forhorizontal emplacement. Thus the allowable thermal load is beingreevaluated.
This memorandum considers the effect of waste age on allowablethermal loading. O'Brien and Shirley (1984) analyzed bothconstant initial areal power densities and "constant boreholespacings" for wastes of different ages. They found that"constant borehole spacing" gave nearly the same areal energydeposition for waste ages 5 to 30 years, where as, constantinitial areal power density resulted in greatly different arealenergy densities. They thus recommended emplacement at "constantborehole spacing". (Their recommendation is for fixed packagesize, ie. number of assemblies per package.)
E-2
BASIS FOR COMPARING THERMOMECHANICAL EFFECTS OF WASTE OFDIFFERENT AGES
It has been assumed that far-field thermomechanical effects arethe determining factor for the allowable thermal load. Surfaceuplift can be used as an indicator of thermomechanical effects.Surface uplift peaks at about two thousand years (see Figure 1,Brandshaug, 1983). Thus for waste that is not 10 years out ofthe reactor to produce the same thermomechanical effects as tenyear old SF, it should be emplaced at an initial areal powerdensity that results in approximately the same accumulated arealenergy deposition through 2000 years. The allowable initialpower density as a function of waste age (for a given burnup) isthus determined by
2) 400 Z°o°
Pa ) Na(t)dt = 57(kW/acre)) N10(t)dt (1)
Al twhere Pa is the initial power density of waste of age A atemplacement, Na is the normalized power function for waste ofage A, and N10 is the normalized power function for waste of age10 years.
These integrals were evaluated numerically by fitting each pairof data points with an exponential so the normalized energybetween any two times is given by
(Nl-N2)*(T2-Tl)/ln(Nl/N2)
The accuracy of this approach for evaluating the integrals wasassessed by comparing to a trapezoidal integration (which wouldsystematically lead to an over estimation). The trapezoidalintegration was 1.1% higher.
The assumption that the integrals should be evaluated through2000 years was checked by also evaluating them through 1000years. When the initial power density was calculated with thatassumption, the allowable power density was 100.7% or less ofthe initial power density determined using 2000 years.
ALLOWABLE THERMAL LOADING
The data for determining the allowable initial power density wastaken from the GR (DOE, 1984). That data is not the same as usedin the unit evaluation which came from Kissner (1978). Ingeneral the data in the GR does not decay as fast as the dataused in the unit evaluation (see Table 1). Therefore, the righthand side of equation 1 was evaluated using the data from Kissner(1978) to insure the amount of energy deposited in 2000 years wasno more than that used in the unit evaluation.
Using the data in Table 1 the allowable initial power densityPa was calculated using equation 1. Values determined aresummarized in Table 2 and Figure 2.
Most of the increased allowable thermal loading for younger
E-3
waste in Figure 2 is due to the higher thermal output per MTU ofyounger waste. The point made by Figure 2 is not to emplaceyounger waste so as to deposit more energy per acre, but tocompensate for the higher initial outputs of younger waste so asto achieve the same energy density. O'Brien and Shirley (1984)suggest that the way to achieve almost constant energy densityis "constant borehole spacing". That of course assumesseveral other variables such as the number of assemblies percanister are constant. A better way to express that same conceptis constant assemblies per acre rather than "constant boreholespacing."
The number of assemblies per acre can be determined from theallowable initial thermal loading according to
I 2300u#0
ASSMB*(MTU/assmb)*P(A)] Na(c)dt (57kW/acre) N1O(t)dt
where ASSMB is the number of assemblies allowed per acre,(MTU/assmb) is the number of MTU per assembly (-.4614 for PWR and-.1833 for BWR, O'grien, 1985), and P(A) is the power per MTU atage A.
Table 2 gives the number of assemblies per acre allowed foraverage age and burnup spent fuel (average burnups are 33,000MWD/MTU for PWR and 27,5000 MWD/MTU for BWR, O'Brien, 1985). Incontrast to allowable initial power density, the number ofassemblies per acre is relatively constant and decreases withwaste age at emplacement. This is because the younger waste overtime produces more energy and so has to be spread out farther.This measure of allowable thermal loading may also be reasonablefor high burnup fuel (Mansure, 1985).
E-4
Table 1. Data used to evaluate allowable initial power densityI Unit I GR data
Year iEvaluationl PWR BWRI * I ** * ** *
56789
101618202530405060708090
100110200300400500600700800900
10002000
1
.75.681.622.525.449.387
.301
.238
.137
.108
.0919
.0806.0711.0633.0569.0514.0466.0247
179815341375127011961140949.2907.6870.5790.7723.1612.2524.8454.8398.5352.9315.8285.6
160.1126.4107.593.79
1.833.796.764.694.634.537.46.399.35.31.277.251
.14
.111V .0943.0823
1380119310791004951.5911.3772.7741.5713. 5651.9598.9510.6440.1383.5337.7300.5270.2245.5
142.1113.597.1985.03
1.848.814.783.715.657.56.483.421.371.33.297.27
.156
.125..107.0933
.0547
.02954.71 .048 49.929.18 .025 26.81
________________________________________________________________
* Data normalized to 10 year old output.** Watts/MTU
E-5
Table 2. ALLOWABLE LOADING................ ................................................
I -kW/acre- I -assemblies/acre-YEAR I PWR BWR | PWR BWR
____-___________________________________________________________5 84.6 73.8 102 2916 72.8 64.3 103 2947 65.8 58.5 104 2968 61.2 54.8 104 2989 58.0 52.3 105 300
10 55.6 50.3 106 30111 53.6 48.7 106 30312 52.1 47.5 107 30413 50.9 46.4 108 30614 49.8 45.6 108 30815 48.9 44.8 109 30916 48.0 44.1 110 31117 47.2 43.4 110 31318 46.5 42.8 . 111 31419 45.8 42.2 111 31620 45.1 41.6 112 31721 44.4 41.0 113 31922 43.8 40.5 113 32023 43.2 39.9 114 32224 42.5 39.4 114 32325 41.9 38.8 115 32426 41.3 38.3 115 32627 40.7 37.8 115 32728 40.1 37.3 116 32829 39.5 36.7 1i6 32930 39.0 36.2 117 330
E-6
References
Brandshaug, T., NNWSI Unit Evaluation at Yucca Mountain, NevadaTest Site: Far-Field Thermal/Rock Mechanics Analysis, RE/SPECInc., RSI-0209,. 1984
Department of Energy, Generic Requirements for a Mined GeologicDisposal System, Appendix B, ORG/B-2, Sep. 1984.
Johnstone, J.K., R.R. Peters, and P.F. Gnirk, Unit Evaluation atYucca Mountain, Nevada Test Site, Summary Report andRecommendations, SAND83-0372, 1894.
Kissner, Nuclear Waste Projections and Source Term Data for FY1977, Y/OWI/TM-34 Office of Waste Isolation, Oak Ridge, TN, 1978.
Mansure, A.J., Effect of High Burnup Fuel on Underground FacilityDesign, Memo to R. Hill (6311) 2/13/1985b.
O'Brien, P.D. and C5S. Shirley, The Effect of Waste Age on theDesign of a Geologic Repository, Waste Management '84, Vol. I,1984.
O'Brien, P.D., Reference Nuclear Waste Descriptions for aGeologic Repository at Yucca Mountain, Nevada, SAND84-1848, inpreparation, 1985.
E-7
Distribution:
6310 T.O. Hunter6311 L.W. Scully6312 F.W. Bingham6314 J.R. Tillerson /File6311 H.R. MacDougall6311 P.D. O'Brien6311 C.G. Shirley6314 B. Ehgartner6314 A.J. Mansure6314 R.E. Stinebaugh6330 NNWSICF
E-8
0
so
E
~30
Co
10 100 1000 10,000 100,000
TIME (yr)
Figure 1. Surface Uplift for 10 Year Old SF Emplaced in theTopopah Spring Member at 57 kW/acre (Brandshaug, 1983)
ALLOWABLE THERMAL LOADING
mI-
40
0UiGo
0
0Wit-
Qo
Nco
04
~0C,
.............................. ............. ........ .................... ......... . ........ .......
~~~~~~~~~~~~............ .... i' . _- -- -..... ........ ............ ......i5x .. ..............
- . - . - S S S - * - Sn - . - -
0.0 2.5 5.0 7.5 10.0 12.5 15.0 17.5 20.0 22.5 25.0 27.5 30.0
WASTE AGE AT EMPLACEMENT
Figure 2. Allowable Initial Power Density
APPENDIX F
MEO: EANSURE, A.J. AND R.E. STIINEBAUGH,
wHEMORANIDUH OF RECORD OF INSTRUCTIONS FOR THERMAL DESIGN
ANALYSIS AND PERFORMANCE ASSESSMENT IAYOUT.'
F-1
OEC 11 19��
DEC 1 aSandia National LaboratoriesP.O. Box 5800Albuquerque, NM 87185
Date: 4/18/1985
To: R. Hill, 6311
From: A.J. Mansure and R.E. Stinebaugh, 6314 AIM RE5Subject: Memorandum of Record of Instructions for ThermalDesign, Analysis, and Performance Assessment of Layout, Version I
This memo establishes reference design parameters to be used inthermal, thermomechanical, and hydrologic calculations. Suchparameters include both underground facility design criteriaparameters (canister diameter) and the results of the designprocess (drift dimensions).
Parameters that establish the reference design are presented inthis memo in three sections:
1) section one contains underground facility designcriteria parameters (this section will be superceded bythe Functional Design Criteria when it is published).Many of the numbers in this section such as boreholediameter are important to calculations.
2) section two contains guidance to the undergroundfacility design A&E. This section does not containparameters that are to be used in calculations. Itis included in this memo for completeness of documentationof the reference design.
3) section three contains layout dimensions establishedby Parsons Brinkerhoff. These dimensions constitutethe current and reference design and should be used incalculations.
1. Design Criteria Parameters
The following criteria are to be used establishing boreholespacings and the layout of the underground facility to ensurethermal conditions are satisfactory.
1.1 Temperature:- borehole wall temperature for spent fuel is not to
exceed 220 deg. centigrade for all times- temperature one meter from the borehole wall is not
to exceed 200 deg. centigrade for all times- horizontal emplacement drift rock wall temperature (long
borehole case) is not to significantly exceed 50 deg.centigrade at 50 years for spent fuel
- vertical emplacement access drift rock wall temperature(panel access drift) is not to significantly exceed 50deg. centigrade at 50 years for spent fuel
F-2
1.2 Waste Package, Equipment, and Facility Dimensions:
1.2.1 Spent Fuel- canister diameter 26"- canister length 15 ft.
1.2.1.1 horizontal borehole- diameter 3311- length approximately 682 ft- liner id 31"- liner thickness .5"- dolly length 16.5 ft.- unencumbered drift dimensions (dimensions dictated
by equipment clearences are included) see attachedFigure 1.
- minimum borehole spacing for emplacement 8 ft.
1.2.1.2 vertical borehole- diameter 29" (counter bored above canister)- counter bore diameter 34"- depth 25 ft.- bottom 14 ft. (not lined)- unencumbered drift dimensions (dimensions dicated by
equipment clearences are included) seeattached Figure 2
- minimum borehole spacing for mining and emplacemen7.5 ft.
1.2.2 DHLW & WVHLW- canister diameter 26"- canister length 10 ft.
1.2.2.1 horizontal borehole- diameter 33"- maximum length approximately 682 ft.- dolly length 11.5 ft.- liner id 31"- liner thickness .5"- unencumbered drift dimensions (dimensions dictatedby equipment clearences are included) see attached3
- minimum borehole spacing for emplacement 8 ft.
1.2.2.2 vertical borehole- diameter 29"- depth 20 ft.- unencumbered drift dimensions (dimensions dictated
by equipment clearences are included) see attachedFigure 4
- minimum borehole spacing for mining and emplacement5 ft.
1.3 High burnup fuel emplaced at e uivalent assemblies per acreas average burnup fuel (Mansure, 1985a).
1.4 Overall thermal loading (assemblies per acre or initialkilowatts per acre) for SF is to be equivalent to 57 kW/acre - 10
* F-3
year old waste (Johnstone, 1984) as described in "AllowableThermal Loading as a Function of Waste Age" (Mansure, 1985b).Overall thermal loading for DHLW --- TBD---?
1.5 SF thermal decay characteristics should be based on thedecay functions given in "Thermal Decay Curves for PWR and BWR SFWaste" (Mansure, 1985c). DHLW thermal decay characteristicsshould be based on the decay functions given by Peters (1983).
1.6 Rock properties: project baseline rock properties are givenin "Recommended Matrix and Rock-Mass Bulk, Mechanical, andThermal Properties for Thermomechanical Stratigraphy of YuccaMountain" (Nimick, et. al. 1984). Thermal conductivity and heatcapacity used do not have to agree with values in that report butshould be traceable to that document and a clear argument shouldbe developed as to how properties used result in a conservativedesign.
1.7 SF canister initial thermal outputs, age, and number peryear should be as given in O'Brien (1985) case II.
1.8 Unless otherwise justified pillar space between drifts thatare not continuously maintained (access drifts, ie. P/B paneldrifts) should be about four times the drift width.
1.9 Determination (calculation) of thermal loading should bebased upon P/B module drawings (see attached Figures 5 & 6).
2. Underground Facility Design Guidance
The above criteria result in the following design guidance forspent fuel. Should these design guidance be inconsistent withthe criteria and good design practice SNL should be advised.
2.1 For horizontal emplacement a 115' standoff will achieve the50 deg. centigrade at 50 years objective for both PWR and BWRindependent of canister output, is for all waste ages andborehole spacings, as long as allowable loadings (Mansure, 1985b)are adhered to. Standoff used for horizontal emplacement shouldbe about this distance.
2.2 For horizontal emplacement the hottest borehole wallconditions result from 8.55 year old PWR canisters. This is theyoungest aged for which PWR can have 6 assemblies per canisterand still meet the 3.4 kW/canister loading limit presently beingassumed for design of the canister (O'Brien, 1985). For this agePWR and canister output, the borehole wall and rock temperatureat 1 meter calculated are 212 and 168 deg. centigrade. Theborehole spacing used in this calculation is 36 meters. Thisborehole spacing is based upon the above criteria and thestandoff in 2.1. Thus for horizontal emplacement the presentcriteria, especially the canister output and the dolly length,result in thermal conditions that automatically satisfy 1.1,borehole wall and 1 meter temperature, if 1.4, 1.9 and2.1 are adhered to. Therefore adequate data and analysis exist toproceed with the horizontal layout using 1.9 to establishborehole spacing.
F-4
2.3 Vertical emplacement is much more complex thermally thanhorizontal emplacement. For vertical emplacement it is possibleto violate borehole wall temperature. Adequate analysis have notbeen done to delineate how to establish vertical emplacementborehole and drift spacing.
2.4 Vertical emplacement drift temperature calculations haveshown the following:
- For the same standoff between the waste and the panelaccess drifts, waste of varying age emplaced at theallowable thermal loading (Mansure, 1985b) results inessentially the same drift temperature at 50 years.
- For the same standoff between the waste and the panelaccess drifts, waste emplaced at the same loading but withdifferent borehole and emplacement drift spacingsresults in essentially the same drift temperature at50 years.
Based upon these two facts, it is reasonable to use the samestandoff (actual standoff will vary slightly to keep number ofboreholes an integer) for all waste ages and to determine thisstandoff prior to determining borehole spacing. This isconvenient since borehole spacing is dependent upon driftspacing.
2.5 For Vertical emplacement, panel access drift temperature isdependent not only upon the standoff between the waste and thedrift, but also the pillar between the drifts. If the pillar isvery small, then the standoff must be bigger to compensate. The'tradeoff is not one to one, but if the the sum of twice thestandoff, twice the drift width and the width of the pillar isconstant, then the temperature only varies a few degrees.Minimizing the pillar width does not necessarily result in theminimum mining. Recommended dimensions are about 23.75m forboth the standoff and the pillar width. This makes the pillarabout 4 times the drift width for a 6.25m drift and makes thepillar width equal to the standoff.
3. Reference Layout Dimensions
Current layout dimensions that result from the above criteriaand guidance have been established by P/B. These are summarizedbelow and should be used in design analysis and performanceassessment.
3.1 Excavated dimensions for spent fuel
3.1.1 - horizontal emplacement- standoff 102 ft.- panel width 1400 ft.- number of canisters per borehole 35- emplacement drift width 18 ft.- emplacement drift height 13 ft.- alcove face to face distance 31 ft. (a equipment
criteria number)
3.1.2 - vertical emplacement
F-5
- standoff 77.5 ft.- barrier pillar width 63 ft.- mid panel drift width 16 ft.- mid panel drift height 22 ft..;- emplacement drift width 16 ft.- emplacement drift height 22 ft.- access drift width 21 ft.- access drift height 14 ft.- panel width 1400 ft.
3.2 Excavated dimensions for DHLW and WVHLW
3.2.1 - horizontal emplacement- standoff -TBD- (10 to 102 ft.)- module width varies (up to 700 ft.)- number of canisters per borehole -TBD-- emplacement drift width 26 ft. *- emplacement drift height 13 ft.
3.2.2 - vertical emplacement(double row of boreholes with 7' between rows and5' between boreholes in a row)- standoff -TBD-- barrier pillar width 40 ft. *- emplacement drift width 16 ft.- emplacement drift height 18 ft.- access drift width 21 ft.- access drift height 13 ft.- panel width varies (up to '700 ft.)
* Subject to thermostructural review.
F-6
References
Johnstone, J.K., R.R. Peters, and P.F. Gnirk, Unit Evaluationat Yucca Mountain Nevade Test Site: Summary Report andRecommendation, Sandia National Laboratory, SAND83-0372, 1984
Mansure, A.J., Effect of High Burnup Fuel on UndergroundFacility Design, memo to R. Hill, 2/13/1985a
Mansure, A.J., Allowable Thermal Loading as a.Function of WasteAge, memo to R. Hill, 2/13/1985b
Mansure, A.J., Thermal Decay Curves for PWR and BWR SF Waste,memo to R. Hill, 2/13/1985c
Nimick, F.B., S.J. Bauer, and J.R. Tillerson, Recommended Matrixand Rock-Mass Bulk, Mechanical and Thermal Properties forThermomechanical Stratigraphy of Yucca Mountain, Version I, SNLADept. 6310 Keystone Document Number 6310-85-1, 1984
O'Brien, P.D., Reference Nuclear Waste Descriptions for aGeologic Repository at Yucca Mountain, Nevada, SAND84-1818, inpreparation, 1985.
Peters, R.R., Thermal Response to Emplacement of Nuclear Wastein Long, Horizontal Boreholes, SAND82-2497, 1983.
F-7
MINING REQUIREMENTS FOR HORIZONTAL EMPLACEMENT OF SPENT FUEL
,-, - A ', 0 I / S ~~ - I
I
STORASF DRIFTX EE SHEET Zl
STORAGE ALCOVE(SEE SHEET 3)
i
I--,~~~,.
FI6LIRE ISHEET I OF 3
F-8
STORAGE DRIFT
UNENCUMBERED AREA
14 FEET
CONFIGURATION OUTSIDE OFUNENCUMBERED AREA IS OPTIONAL
FIGURE ISHEET 2 OF 3
F-9
'I
STORAGE ALCOVE
NO ENCROACHMENT LINE4 PLACES. SHAPE BEYONDTHIS LINE OPTIONAL
UNENCUMBERED AREA---MUSTCLEAR lIFT X 26FT X SFTRETANGULAR VOLUME RESTINGON FLOOR OF DRIFT
T1FIL8FT VERTICAL SURFACEON BOTH RIBS FOR 8FTDIMENSION SHOWN IN PLANVIEW. CENTERED ON BOREHOLE
FLAT FLOOR
FIGURE ISHEET 3 OF 3
F-10
A.
MINING REOUIREMENTS FOR VERTICAL EMPLACEMENT OF SPENT FUEL
UNENCUMBERED AREA(CONTINUOUS)
FLAT FLOOR
SECTION A-A
FIGURE 2
F-il
I
II
. I
MINING REQUIREMENTS FOR HORIZONTAL EMPLACEMENT OF OHLU AND WVHLW
-_____A A -
8FT
UNENCUMBERED AREA--MUST8FT VERTICAL SURFACE / CLEAR IIFT X 'ZFT X 8FTON BOTH RIBS FOR 8FT -. RETANGULAR SOLID SETTINGDIMENSION SHOWN IN PLAN ON FLOOR (CENTERED ONVIEW. CENTERED ON BOREHOLE EMPLACEMENT HOLES)
FLAT FLOOR 2 F
SECTION A-A CONFIGURATION OUTSIDE OFUNENCUMBERED AREA OPTIONAL
14FT
FLAT FLOOR SECTION B-B
FIGURE 3
F- 12
p
MINING REQUIREMENTS FOR VERTICAL EMPLACEMENT OF OHIW AiNn WVHI.W
4FT MINIMUM DIMENSIONINBOARD OF FLAT SURFACE
UNENCUMBERED AREA---(CONTINUOUS THROUGHSTORAGE DRIFT)
- 14FT FLAT FLOOR(CONTINUOUS THROUGH
STORAGF DRIFT)
FI6URE 4
F-13
*nC)cmm
tn
] _I
-ITI
id LmI FE
L. ^
1::
- L SPENT FUELCANISTERS t IL
I00zInC)C
z
'1
m-Url-
0m
z-4a
n'-Iam-4
* -F0
0z-r
I-
; WI I
I
MODULE DESIGN UNIT
CHO- CANISTER HEAT OUTPUTW - PANEL WIDTH
y - HOLE SPACINGn - NUMBER OF SPENT FUEL
CANISTERS PER HOLES - STANDOFF TO EMPLACEMENT DRIFT
ApI = CHO - 2 n -k
y . W
W = d + 9 + 2 (s + n-a )
d9k
- EMPLACEMENT DRIFT WIDTH- SEPARATION BETWEEN HOLE ENDS
- 43.560 FT 2/ACRE
a - CANISTER LENGTH(INCLUDING DOLLY ASSEMBLY)
a 4
m
0z
-n
C,
n >
0
mr.'IV
0mmz
-4
-4
-S..
m
-4
0o
P -i i. .
I IdT ilmlmltL.
It F- bWiIAl I lial11....
I an
IlS
W r NM
- - - - - - - - - - - - - - - - - - - - - - - I
__,~~~~~~~~ _ _ _I _
Iii __ 11 1 "11 llE. 0 0 - . #.. . * *. a . .* * * S * p . . . . * * a , , . . .... t - . . . . . .
.. . . . . ... *** S... * .. , _ . **S*SS - ... ....
. . . . . . .- 'I.- . -- -- - . . m- 6
rn d
~iim~iriIE PLACEMENT DRIFTS
I31" ..... ..... e ..... _ . .............. ..... ....... " . .411-11ilr FIMfiE51 15-PANEL ACC
MID PANEL DRIFT
"ESS DRIFT>
I- 1400'= WI.- - - z
I
L MODULE DESIGN UNIT
CHO CANISTER HEAT OUTPUT
"I
a HOLE SPACINGy DRIFT SPACINGn NUMBER OF SPENT FUEL
CANISTERS pI M DUS STANDOFF TO PANEL ACCESS DRIFT
Wpdmnk
PANEL WIDTHBARRIER PILLAR WIDTHPANEL ACCESS DRIFT WIDTHMID PANEL DRIFT WIDTH43,560 FT21ACRE
APD a CHO- n *ky a W
I/ 'o(
t
APPENDIX G
COMPARISON OF STUDY DATA VITH MUWSI REFERENCE INFORMATION BASE
G-1
IIGUUZ GA.
mAERA PROPEMT DAM&
Material Property Value Used RIB Valuea RIB Reference
Density 2.34 g/cc
Thermal Conductivity 2.07 W/mK
Heat Capacity 2.25 J/cm!K
Coefficient ofThermal Expansion 10.7*l0-6K'1
Elastic Modulus 15.1 GPa
Poisson's Ratio 0.2
,Uniaxial Strength(Matrix) 75.4 MP&
Tensile Strength(Matrix) -9.0 MPa
Friction Angle(Matrix) 29.2
Cohesion (Joint) 1.0 MPa
Friction Coefficient(Joint) 0.8
2.34
2.07
2.25
10.7
15.1
0.2
g/cc
W/mk (25-100-C)
J/ca!K (25-1OOC)
(25-200-C)
GPa
1/2/1/5/1-3
1/3/1/6/1-5
1/3/1/6/1-5
1/3/1/6/1-5
1/3/1/7/1-6
1/3/1/78/1-6
1/3/1/7/1-6
1/3/1/7/1-6
1/3/1/7/1-6
1/3/1/8/1-2
1/3/1/8/1-2
75.4 MPa
-9.0 MPa
29.2
1.0 MPa
0.8
Refarence:Zeuch and Eatough, 1986 - TS2 Data, 80% Saturated.
G-2
FIGURE G.2a
GEOMETRIC DAIA FOR VERTICAL E2UIACEMENT OPTION
Geometric Parameter Value Used RIB Value (ft) RIB Reference
Drift Dimension
WidthHeightRadius of Roof Arch
16.0822.0a
9. Ob
(4.88m)(6.71m)(2.74m)
16. Od
22.Od9 Se
2/2/1/1-172/2/1/1-17
Container Borehole Dimensions
DepthDiameter
25. 0082.42a
(7. 62m)(O. 74m)
25.00d2.42d
2/2/1/1-172/2/1/1-17
Panel Dimensions of
Waste Standoff fromAccess Drift WallAccess Drift WidthEmplacement DriftSpacing
Barrier Pillar WidthPanel Width
77.5a
21. 08
63.Oa1400. Oa
(23..62m)(6.40m)
(34. 14m)(19.20m)(426.72m)
77.5d
21.Od
112.Od63.Od
100.0Od
2/2/1/1-172/2/1/1-17
2/2/1/1-172/2/1/1-172/2/1/1-17
Source references:aMansure and Stinebaugh (1985).bParsons, Brinckerhoff, Quade and Douglas (1985).CMansure and Ortiz (1984).dMansure and Stinebaugh (1985).eParsons, Brinckerhoff, Quade and Douglas (1985).
G-3
FIGURE G.2b
GEOMETRIC DATA FOR VERTICAL EHPLACENET OPTION
Geometric Parameter Value Used RIB Value (ft) RIB Referencep1
Emplacement Drift Dimension
WidthHeightRadius of Roof Arch
18.Oa13. Oa
10 . 2b
(5.49m)(3.96m)(3.11m)
18.Od3. d9. 5e
2/2/1/1-152/2/1/1-15
Container Borehole Dimensions
Waste Standoff FromEmplacement DriftLengthDiameter
682 .00'a(35.81m)(207.87m))(0.84m)
S
2 .75d
2/2/1/1-152/2/1/1-152/2/1/1-15
Panel Dimensions
Panel WidthPanel Depth
1400. 00a
985. Oc(426.72m)(300.23m) 748 .0e
2/2/1/1-15
Source references:aiansure and Stinebaugh (1985).bParsons Brinckerhoff, Quade and Douglas (1985).CMansure and Ortiz (1984).Mansure and Stinebaugh (1985).
eParsons Brinckerhoff, Quade and Douglas (1985).
G-4
APPENDIX H
DISTRIEDTog LjST
6
H-1
4
DISTRIBUTION LIST
ChiefRepository Projects BranchDivision of Waste ManagementU.S. Nuclear Regulatory CommissionWashington, DC 20555
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p
F
H-2
J. H. AnttonenDeputy Assistant Manager for
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H-3
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H-4
C. H. JohnsonTechnical Program ManagerNuclear Waste Project OfficeState of NevadaEvergreen Center, Suite 2521802 North Carson StreetCarson City, NV 89701
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for NNWSI
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H-5
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H-6
c
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for DOE/OSTI
H-7/H-8