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Table 3.8: Influence of OCR on the Cyclic Stress Ratio Required to Cause Liquefaction and Large Strains in<br />
Silt Specimens.<br />
Sample<br />
Undisturbed<br />
Tacoma silt<br />
Undisturbed<br />
Hayden Island<br />
silt<br />
Undisturbed<br />
CRL silt<br />
Undisturbed<br />
Fern Hill silt<br />
Reconstituted<br />
Tacoma Silt<br />
Reconstituted<br />
Corvallis Silt<br />
Reconstituted<br />
Adair Silt<br />
Reconstituted<br />
Bonnie silt<br />
Undisturbed<br />
French Silt<br />
Site 1<br />
Undisturbed<br />
French Silt<br />
Site 2<br />
Atterberg Limits<br />
2<br />
Water<br />
Percent Fines CRR<br />
Results<br />
N = 20<br />
Content<br />
Void Ratio OCR<br />
(%)<br />
#200<br />
r<br />
LL PI<br />
2 µm<br />
u = ε D.A. = ε S.A. =<br />
Sieve<br />
100% 5% 3 5% 3<br />
0.65 – 1.06 1 0.19 0.17 0.21<br />
27 - 48 - NP 27 – 100 4 – 22 0.89 – 1.15 1.5 – 2.0 0.24 0.28 0.39<br />
0.88 2.0 – 2.5 ~0.34 - ~0.39<br />
38 - 62 - 1.03 – 1.12 1.6 – 1.9 0.28 0.31 0.33<br />
38 - 62 31 – 54 1 – 14 2 – 71<br />
1.73 1.0 0.23 0.25 -<br />
1.03 – 1.12 2.0 0.36 0.37 -<br />
- - ≤ 2 80 5 - 1 0.24 0.24 0.24<br />
0.78 - 0.82 1 0.17 0.17 0.17<br />
30 – 31 - - - -<br />
0.8 1.5 – 2.0 0.24 0.24 0.25<br />
0.60 – 0.82 1.0 0.22 0.20 0.23<br />
22 – 30 33 – 38 7 – 11 98 – 100 24 – 29 0.61 – 0.79 1.5 0.27 0.24 0.28<br />
0.83 – 0.95 1.0 ~0.26 1 ~0.24 1 ~0.25 1<br />
33 - 35 44 – 45 8 – 9 99 – 100 53 – 57 0.93 – 0.96 1.5 - 2.0 ~0.42<br />
1<br />
~0.41 1 ~0.41 1<br />
29 15 90 – 93 6 - 7 0.79 – 0.80 1 0.28 1 0.27 0.27<br />
19 - 26 22 – 32 5 – 8 - 19 - 21 0.47 – 0.65 -<br />
0.26 –<br />
0.32<br />
0.23 –<br />
0.33<br />
28 - 42 30 - 50 7 – 15 - 17 - 28 - ~0.27 ~0.29 -<br />
NOTES<br />
1 Extrapolated value.<br />
2 CRR N=20 is the cyclic stress ratio required to reach the specified pore pressure ratio (r u ) or strain ( S.A. or D.A. ) in 20<br />
load cycles.<br />
3 ε D.A. is the double amplitude axial strain and ε S.A. is the single amplitude axial strain.<br />
-<br />
The laboratory results presented in Figure 3.11 demonstrate that although the silts<br />
are capable of liquefying during cyclic triaxial testing, the CSR required to induce<br />
full liquefaction in the number of loading cycles of interest (roughly 10 to 50<br />
cycles) are somewhat higher than those reported for loose clean sands under<br />
equivalent loading conditions. It is interesting to note the influence of stress<br />
history on the cyclic resistance of the silt. The effect of the overconsolidation ratio<br />
(OCR) on the cyclic liquefaction resistance has been noted in several studies of<br />
sandy soils (Yamazaki et al. and Ishihara, in PHRI 1997). Data from laboratory<br />
testing of a silty sand demonstrates that the increase in cyclic resistance increases<br />
with the square root of the overconsolidation ratio (Figure 3.12). The data is<br />
plotted as (τ l /σ c ′) N= 20 cycles, where τ l is the uniform cyclic shear stress required to<br />
case liquefaction in 20 cycles of loading (i.e., N = 20), and σ c ′ is the consolidation<br />
pressure prior to cyclic loading.<br />
69