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Hydro-Mechanical Properties of an Unsaturated Frictional Material

Hydro-Mechanical Properties of an Unsaturated Frictional Material

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112 CHAPTER 5. MATERIAL USED AND EXPERIMENTAL PROGRAM<br />

Schematic water table<br />

ml/min Top <strong>of</strong> the specimen 30<br />

Loading step ml/min 1 st Drainage<br />

30<br />

100 ml/min<br />

ml/min Initial Drainage<br />

2 nd Drainage<br />

1 st Imbibition<br />

2 nd Imbibition<br />

100 ml/min Bottom <strong>of</strong> the specimen<br />

Figure 5.11: Loading history <strong>of</strong> tr<strong>an</strong>sient state experiment in column testing device I for loose<br />

<strong>an</strong>d dense specimen<br />

30<br />

5.4.3 Tests Performed using S<strong>an</strong>d Column II<br />

The column testing device II was used to conduct tr<strong>an</strong>sient state tests on loose <strong>an</strong>d dense<br />

specimen. Drainage tests were performed by applying <strong>an</strong> air-pressure <strong>of</strong> approximately 3.5 kPa<br />

from the top <strong>of</strong> the cell to the initially water saturated specimen.<br />

5.4.4 One Dimensional Compression <strong>an</strong>d Rebound Tests<br />

One dimensional compression <strong>an</strong>d rebound test were performed in a controlled-suction<br />

oedometer cell. Tests were carried out for loose specimen with <strong>an</strong> initial void ratio <strong>of</strong><br />

e0 = 0.89 ± 0.005 <strong>an</strong>d dense specimen with <strong>an</strong> initial void ratio <strong>of</strong> e0 = 0.66 ± 0.005. The<br />

precision for measured deformation is 0.001 mm <strong>an</strong>d 0.6% <strong>of</strong> the absolute value for stresses<br />

(both vertical stress <strong>an</strong>d air pressure).<br />

Special attention was given to the error estimation related to the vertical net load. Cor-<br />

rection was applied to the measured vertical net stresses due to shear stresses between the<br />

oedometer ring <strong>an</strong>d the soil sample. Both frictional (fixed ring, tri<strong>an</strong>gular distribution <strong>of</strong><br />

horizontal stress: σ max<br />

h<br />

= (1 − sin φp)σv, loose: φp = 34 o , dense: φp = 42 o (Sch<strong>an</strong>z 1998))<br />

<strong>an</strong>d cohesional effects (derivation <strong>of</strong> capillary cohesion from soil-water characteristic curve)<br />

were taken into account following (Fredlund et al. 1996b). Loose <strong>an</strong>d dense specimens with<br />

a predetermined suction value were prepared. Suctions were applied using suction mode test<br />

(ψ = 1.5 kPa <strong>an</strong>d ψ = 3 kPa) <strong>an</strong>d pressure mode test (ψ = 20 kPa <strong>an</strong>d ψ = 50 kPa) to<br />

the s<strong>an</strong>d samples <strong>an</strong>d kept const<strong>an</strong>t during the loading <strong>an</strong>d unloading path. Specimens were<br />

loaded up to 200 kPa <strong>an</strong>d then unloaded to 2 kPa. Loading history <strong>an</strong>d loading steps <strong>of</strong> the<br />

one dimensional compression <strong>an</strong>d rebound tests are given in Fig. 5.12 as well as Tab. 5.8.

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