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Hydro-Mechanical Properties of an Unsaturated Frictional Material

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216 APPENDIX A. DETAILS ZOU’S MODEL (2003, 2004)<br />

<strong>an</strong>d ζ > 1 is a meniscus parameter which describes the physical properties <strong>of</strong> soil particle<br />

surfaces.<br />

According to the so-called capillary law (Fredlund & Rahardjo 1993b), the dimensionless<br />

suction σu(y) in pore water during wetting <strong>an</strong>d draining the frustum-shaped pores, depending<br />

on r <strong>an</strong>d β <strong>an</strong>d so that on y, c<strong>an</strong> be expressed as:<br />

σu(y) = (ua − uw) · rs<br />

Ts<br />

= 2 cos β<br />

=<br />

r/rs<br />

�<br />

B 2 cos · A−y/rs<br />

�<br />

b<br />

a−y/rs<br />

+ c<br />

�0.5 + C<br />

� 0.5<br />

(A.14)<br />

Now using equations Eq. A.10 <strong>an</strong>d Eq. A.3 the relationship between degree <strong>of</strong> saturation<br />

Sr(α) <strong>an</strong>d suction σu(α) during wetting <strong>an</strong>d draining the contact regions for 0 < α ≤ αmax<br />

c<strong>an</strong> be calculated, <strong>an</strong>d using equations Eq. A.10 <strong>an</strong>d Eq. A.14 the relationship between Sr(y)<br />

<strong>an</strong>d σu(y) during wetting <strong>an</strong>d draining the frustum-shaped pores for 0 < y ≤ rs c<strong>an</strong> be also<br />

estimated.

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