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Hydro-Mechanical Properties of an Unsaturated Frictional Material

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2.7. VOLUMETRIC BEHAVIOR OF PARTIALLY SATURATED SOILS 65<br />

stress <strong>an</strong>d the suction. The addition <strong>of</strong> water to the unsaturated specimen reduces the suction<br />

in the soil <strong>an</strong>d weakens or destroys the bonding or cementing agent <strong>an</strong>d thus causes shear<br />

failure at the interaggregate or intergr<strong>an</strong>ular contacts (Casagr<strong>an</strong>de 1930, Barden et al. 1973,<br />

Mitchell 1993).<br />

2.7.3 Influence <strong>of</strong> Stress History on <strong>Mech<strong>an</strong>ical</strong> Behavior<br />

The preconsolidation stress σ0, is the maximum effective stress to which the soil has been<br />

exposed. Estimation <strong>of</strong> stress history characteristic are most <strong>of</strong>ten based on one-dimensional<br />

compression tests. The interpretation <strong>of</strong> the stress-strain curve during initial loading gives<br />

information, if the soil was already compressed by a greater overburden pressure. The pre-<br />

consolidation pressure c<strong>an</strong> be determined using several methods. Common used methods are<br />

that proposed by Casagr<strong>an</strong>de (1936) <strong>an</strong>d J<strong>an</strong>bu (1969). Both methods are briefly described<br />

below:<br />

Void ratio<br />

- Casagr<strong>an</strong>de’s method (1936)<br />

As presented in Fig. 2.32 Casagr<strong>an</strong>de (1936) proposed a graphical method using the plot<br />

<strong>of</strong> void ratio versus effective vertical net stress (e − log σ ′ ). First the point <strong>of</strong> maximum<br />

curvature (point A) on the recompression part is determined. Then the straight-line<br />

part BC is produced. A T<strong>an</strong>gent is drawn to the curve at point A <strong>an</strong>d the horizontal is<br />

drawn through A. The <strong>an</strong>gle between the horizontal <strong>an</strong>d t<strong>an</strong>gent is bisected. The point<br />

<strong>of</strong> intersection <strong>of</strong> the bisector <strong>an</strong>d BC gives the approximate value <strong>of</strong> the preconsolidation<br />

pressure σ0.<br />

A<br />

σ<br />

Effective 0<br />

Effective vertical net stress<br />

B<br />

C<br />

T<strong>an</strong>gent modulus<br />

σ 0<br />

vertical net stress<br />

Figure 2.32: Casagr<strong>an</strong>de’s (1936) <strong>an</strong>d J<strong>an</strong>bu’s method (1969) for prediction <strong>of</strong> preconsolidation<br />

pressure

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