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counteracts the particle contact stresses, which can result in considerably reduction in
the material strength (Dawson and Kolisoja, 2004).
In fine-grained materials and subgrade soils, the undesirable effect of excess moisture
presence is more significant. Besides the water lubrication effect, an increase in moisture
content results in a decrease in the soil mass suction and therefore reduction in the
effective stress (Sawangsuriya et al., 2008; Yang et al., 2008; Cary and Zapata, 2010 and
2011). In the unsaturated state where pores are no longer completely filled with water,
the soil suction parameter and its contribution to the effective stress can be introduced
to describe the mechanical behaviour of the material. In this case, the effective stress,
which is the function of external stresses and internal forces including the contractile
water skin effects, is taken into account. This approach converts a four-phase porous
medium to a mechanically equivalent single phase using nonlinear mathematical models
that allow for considering moisture variation effects on the mechanical behaviour of
materials. These constitutive models include the effect of suction and moisture pressure
within the soil and aggregate mass (Laloui et al., 2009).
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