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7/28/2019 15strengthdeform.pdf
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7/28/2019 15strengthdeform.pdf
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00 100
Relationship between normalized shear stress and effective normal stress for
Portuguese Bend bentonitic tuff. Ca Mont. LL = 98 PI = 61 CF = 68
200 300
Effective Normal Stress (kPa)
NormalizedShear
Stress(/n
)'
tanr'
400 500 600 700 800 900
0.1
0.2
0.3
{
Intact Specimen
Precut Specimen
Figure by MIT OCW. Adapted from:
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jCL/r ... j-/14 OV&e/r/r~c cf Sic~7ecd CrOc/f))c u hs;2ca. 0'/4k> h f i4@3(1) s5e#t4? gcgt. 354tfJ
I I40 60CF- )
( 4 &9 49;r ? is [A1jksJ4_@dl-X4480 IZ~*;c. Sr6LG! 93
ds ionlencldQItoi Ct /9/Af,/iri/iqs(mceq~ by5skmCEega /970fst 01Z)3t X/qqlcs*7, r, v
/) plny PR/S~ttV~ SJJ#99C +~n f,,*-/-~3~~c~t 7O(Ys 20( "77f iODS s;74/ fl /O t4A 4 1ro /t 44 4tFdGM 044411 ?f't
; ~ (CCLN~ A4.o #. -~al g;849eX W4 @e ~ftOC et)3) /S
7/28/2019 15strengthdeform.pdf
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CC- 4,1 /.321 IC kS- C Ct ,/62 p4'/t of Aisw'C 6 X Po*j 1c(/9979"',44a CIoc tA 7 b,'
"52h, /~l4ta( ip2'r- /t,/J1 it 14 s (-), ?5., k) 4txst"aa crl46 e"4y C-4".1 ) ~f~,4j* t'0'Psf , k4. Zo0 b6Avk
I . -IC.. .I I , II ,
I /O /5 20f44A'C; kS&aT2)
A.i - --.I-.I2,3,{ /^ 111 ,1 _I I/ /.S/ 6,/,I~lII., -.W4;T 4Xck a7O4&WAd~t -Shr is "' 'V5'OC244. a, hwICShdae 44 C7k'mh~~o4X-zp
K,
K, = 20 (S5) R 0500]f .31yr_R _ __ 3 P
Afi' - Rupture urface not ormedP - Rupturesurfaceateak L - r
- -- Rupture urfacebetweenpeak and residualR Rupturesurfaceat residual
gatu( (),~~Xc (a)VZ/I~U;L4- I().
flOAbL~fd4Wti?4tJJ4WrY~D
Fig. 21. Rupture surfaces predicted by the analyses on 3:1 slopes, 10 m high,with surface suction 10 kPa and varying Ko
Q.co0L
E0
n QLO)
O C
*
CtTn
2
__ _ I~~~~~~~~~C-
2) &uZ4 IYL 11-om /-3 #a,,-, Ock)KO-
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Note:
Accumulated deviatoric plastic
strains during excavation oP < 5%.
Note:
Strain-softening starts when
oP = 5%. It is complete when
oP = 20%.
oP = 5%
oP = 20%
Rupture Surfacet = 9yr
t = 14.5yr
9 years After Excavation
Rupture Surface
Peak
Between
Residual
0 25mScale
oP = 50% oP = 20%
P
oP = 5%
a
14.5 years After Excavation - Just Before Collapseb
Typical Analysis (S3): 3:1 slope, 10 m high, Ko = 1.5, Surface Suction 10 kPa. Contours of
Accumulated Deviatoric Plastic Strain, o
Figure by MIT OCW.
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(CL 4/t /.322 IC cf54A t CO C&e/7 /esr,'d
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00 50
Plasticity Index, Ip, %
100
s'
r'
r
n = 100 kPa
'
'
n = 400 kPa'
n = 50 kPa'
r'
s'
s'
150
150
10
20
30
40
200 250
0
10
20
SecantFrictionAngle,
degrees
30
40
0
10
20
30
40
Homogeneous
Along scarp
At residual
Reactivated slide
Stratified and
/or fissured}
Mobilized friction angles back-calculated from reactivated and
first-time slope failures compared to the range from empirical information.
Figure by MIT OCW.
Adapted from:
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TABLEI. RESULTS FRESIDUALTRENGTH ESTSON M XTURES.MineralContent Residual tatemdry wt. - k1.0kg/cms
Miture a tI, ..gtnA. MIXTURESCONTAININGMONTMORILLONITEMontmorillonite Na 0 50/50 200 92 0.09andQuartz 25/75 25 75 96 s0 0.1110/90 10 90 44 60 0.426/95 5 95 39 54 0.01Moatmorillonite Na 30 50/50 60 50 72 84 0.24and Quartz 25/76 2S 75 51 69 0.3610/90 10 90 34 64 0.56Montmorillonite- Na 30 50/50 50 50 150 90 0.21and Amorphous iO. 25/75 25 75 87 78 0.24Bentoniteand Quartz 0 75/25 44 56 61 84 0.1250/50 62 38 52 75 0.2626/76 81 19 42 63 0.4015/85 89 11 82 53 0.64Bentonitend 0 91/9 32 68 70 89 0.10AmorphousSiO 82/18 39 61 A6 84 0.1168/32 49 51 68 81 0.1347/53 65 35 60 76 0.1826/7 S81 19 47 66 0.2710/90 92 8 51 61 0.49B. MIXTURESCONTAINING AOLINITE ND GRUNDITEKaolinite nd Quart 0 75/25 25 ' 75 40 8850/50 50 50 30 7325/75 75 25 23 54Kaoliniteand 0 75/25 25 75 44 89Amorphous i 50/50 50 50 31 74Grundite- Na 0 75/25 25 75 67 91andQuatz 50/5 0 50 49 7925/75 76 25 36 62Grundite - Na 0 75/25 25 75 63 91andQuartz 50/50 50 50 40 7725/75 75 25 36 62C. MIXTURESCONTAINING YDROUSMICAIydrousmica -N 0 75/2 48 52and Quaurt 50/50 65 35IHydrousica - Na 30 76/25 48 52andQuatz 50/50 66 35Hydrous ia I - K 0 75/25 48 52and Quart 50/50 6s 35Hydrousmica - K 30 75/25 48 52andQuartz 50/50 6 35Hydrousica It- Na 0 75/25 33 6750/50 65 45Hydrousmica I - Na 30 75/25 33 67ao/so 55 45Hydrous mica - Ns 0 7/ 33 675/5 45Hydrousmica II - Na 30 75/25 33 6750/50 65 45
.1}CY
n17-
Conentto00 80.320.490.650.320.410.250.400.620.220.400.62
ID-
08
i 0630 74 0.3531 65 0.4432 75 0.3833 66 0.4630 74 0.4130 65 0.4741 78 0.4935 67 0.5031 80 0.3222 66 0.4641 83 0.4527 67 0.4754 85 0.4440 74 0.4852 85 0.4446 76 0.50
02
&
Itt"444ep 4w44a*~/cppcnsdid/o, -,e/
minenI---A KooliniteI Grundte m
MontmorillcmixturesSymbols-sO I- -O 20|6P
(
-(
UonTenT Ofr mcoi ilnruld urw ulr.W ur.NFig. 4. Relative residual strength
O"Ieoav - e
=
+ZZ.. :.'-1t I~iIU
n7O4 l1xJ t) - (C y)Ton IClaJsy) - 7an (C/#y)
.4
-f I C-1 Wr 'f 0 ~~~46I fq-'_-- R7
I 't lOf _11
n---
1'e I d111107 J 2.7
9 f4 1 .5M FF Ya/ ISS-1/ C
Z4*1
t
,
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0o
0 20 40
Plasticity Index Ip %
Residual Strength : Correlations with Plasticity Index
DRAINED RESIDUAL STRENGTH OF COHESIVES SOILS
60 80 100
10o
ResidualFriction
Angle,
R'
20o
30o
40o
0o
0 10
P.I. %
10o
res'
20o
30o
20 30 40 50 60 70 80
40o
Vaughan et al. (1978) n = 130 - 180 kPa'
Bucher (1975) n = 72.5 - 269.5 kPa'
Kanji (1974) n = 147 kPa'
Seycek (1978) n = 300 kPa'
Fleischer (1972)
Voight (1973)
Figure by MIT OCW.
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00
200
400
Drained
ResidualShear
St
ress(kPa)
200
Effective Normal Stress (kPa)
Effect of Clay Mineralogy on Drained Residual Failure Envelopes
400
In
creasing
liquidlimit
600
35
LL
800 1000
010
12
14
16
18
20
22
50
25% 45%
100
Liquid Limit (%)
Reduction in Secant Residual Friction Angle from Effective Normal Stresses
of 50 kPa to 700 kPa
(r)
50
/(r)700
'
'
150 200 250 300
0.39
5 2 0 .51
6 2 0 .44
184 1.54288 2.77
9 8 0 .906 8 0 .86
Ag3
9
11
12
19
28
32
Soil Number
(Table 1)
< CF