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Hydro-Mechanical Properties of an Unsaturated Frictional Material

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6.4. VOLUMETRIC BEHAVIOR 131<br />

Vertical strain (-)<br />

Void ratio (-)<br />

0.000<br />

0.005<br />

0.010<br />

0.015<br />

0.020<br />

0.665<br />

0.660<br />

0.655<br />

0.650<br />

0.645<br />

0.640<br />

0.635<br />

0.630<br />

kPa kPa Applied 1.5 3.0 suction: 20.0 1·106 50.0 kPa dry<br />

= 0.66 ratio void Initial specimen Dense<br />

Vertical net stress (kPa) 1000 100 10 1<br />

Figure 6.16: Experimental results <strong>of</strong> one dimensional compression rebound test for const<strong>an</strong>t<br />

suction condition (dense specimen)<br />

to the results performed under saturated condition, because the corresponding volumetric<br />

water content or saturation is close to zero under this condition (see for inst<strong>an</strong>ce experimental<br />

result <strong>of</strong> soil-water characteristic curve for loose <strong>an</strong> dense specimen in Fig. 6.2 during drainage<br />

process). From the observations it c<strong>an</strong> be concluded that with increasing suction the stiffness<br />

is increasing but after reaching <strong>an</strong> certain suction value the stiffness is decreasing again.<br />

Comparing the unloading path <strong>of</strong> all tests one c<strong>an</strong> state, that there is a similar behavior for<br />

all the specimens. The curves are almost parallel.<br />

6.4.2 Collapse Behavior<br />

Results <strong>of</strong> oedometer tests for estimation <strong>of</strong> collapse potential are presented in Fig. 6.17 for<br />

Method 1 (left) <strong>an</strong>d Method 2 (right) for loose Hostun s<strong>an</strong>d samples. Volumetric strain versus

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