Hydro-Mechanical Properties of an Unsaturated Frictional Material
Hydro-Mechanical Properties of an Unsaturated Frictional Material
Hydro-Mechanical Properties of an Unsaturated Frictional Material
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CHAPTER 7. ANALYSIS AND INTERPRETATION OF THE EXPERIMENTAL<br />
RESULTS<br />
7.2.2 Steady State Test Results<br />
For interpretation <strong>an</strong>d comparison <strong>of</strong> the results typical soil-water characteristic curve param-<br />
eters as the air-entry value, the saturated volumetric water content <strong>an</strong>d the residual volumetric<br />
water content with the corresponding residual suction were estimated. According to Fredlund<br />
<strong>an</strong>d Xing (1994) these parameters were graphically determined.<br />
For the soil-water characteristic curve determined in the modified pressure plate apparatus<br />
(see also Fig B.1 <strong>an</strong>d B.2 for loose <strong>an</strong>d dense specimen in Appendix B) <strong>an</strong> air-entry value <strong>of</strong><br />
approximately ψaev = 1.4 kPa was found for the loose specimen. This value is smaller then<br />
that for the dense specimen which is about ψaev = 1.9 kPa. After reaching the air-entry value<br />
the water content decreases along a narrow r<strong>an</strong>ge <strong>of</strong> suction for both s<strong>an</strong>d specimens. The<br />
tr<strong>an</strong>sition zone is between ψaev = 1.4 kPa to ψr = 2.8 kPa (θr = 5%) for the loose specimen<br />
<strong>an</strong>d between ψaev = 1.9 kPa to ψr = 3.3 kPa (θr = 2%) for the dense specimen. The residual<br />
zone starts at a relatively low suction value for the drainage cycle for the dense specimens<br />
<strong>an</strong>d the loose specimens. Along the imbibition path there is no signific<strong>an</strong>t ch<strong>an</strong>ge in water<br />
content measured in a r<strong>an</strong>ge from approximately 50.0 kPa to 3.0 kPa. The tr<strong>an</strong>sition zone for<br />
loose specimen starts at a water-entry value ψwev = 2.8 kPa <strong>an</strong>d for the dense specimen at a<br />
water-entry value ψwev = 3.3 kPa. For the loose specimen the tr<strong>an</strong>sition zone extends up to<br />
0.27 kPa <strong>an</strong>d up to 0.5 kPa for the dense specimen. The saturated zone falls in a relatively<br />
narrow r<strong>an</strong>ge for both dense <strong>an</strong>d loose specimens.<br />
The experimental results <strong>of</strong> the steady state column tests I <strong>an</strong>d best fitted curves are<br />
shown for loose <strong>an</strong>d dense specimens in Fig. B.3 <strong>an</strong>d B.4. The specimens are initially water<br />
saturated (θs,loose = 46%, θs,dense = 40%). After imbibition process both specimen do not<br />
reach complete saturation due to occlusion <strong>of</strong> air in the specimens voids. The saturated<br />
volumetric water content after imbibition process is θ ′ s = 39% for the loose specimen <strong>an</strong>d<br />
θ ′ s = 37% for the dense specimen. While the loose specimen starts to drain approximately<br />
at <strong>an</strong> air-entry value ψaev = 1.2 kPa the dense specimen starts to drain at ψaev = 1.9 kPa<br />
(saturated zone). The residual suction is equal to ψr = 2.8 kPa with a corresponding residual<br />
volumetric water content θr = 4% for the loose <strong>an</strong>d ψr = 3.2 kPa <strong>an</strong>d θr = 6% for the dense<br />
specimen. In a narrow r<strong>an</strong>ge <strong>of</strong> suction the volumetric water content is decreasing beginning<br />
from the air-entry value to the residual suction (tr<strong>an</strong>sition zone). The residual zone starts at<br />
low suction value <strong>of</strong> ψr = 2.8, θr = 4% for the loose <strong>an</strong>d ψr = 3.2, θr = 6% for the dense<br />
specimens. Influenced by occluded air after imbibition process apparent saturated volumetric<br />
water content <strong>of</strong> θ ′<br />
s = 39% for loose <strong>an</strong>d θ ′<br />
s = 37% for dense specimen were achieved.<br />
Influence <strong>of</strong> void ratio<br />
Loose <strong>an</strong>d dense soil-water characteristic curves are compared in Fig 7.4, that includes the<br />
main drainage (here the initial drainage curve is equal to the main drainage curve because<br />
after imbibition process fully saturated specimen was derived again) <strong>an</strong>d imbibition loop