1995
DOI: 10.1002/nag.1610190203
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Large strain static and dynamic semisaturated soil behaviour

Abstract: The theoretical and computational aspects of large strain static and dynamic partially saturated soil analysis are presented. The soil is assumed to be a three-phase material with a solid phase which may yield according to a generalized plasticity theory, whose liquid phase flows according to Darcy's law and where gaseous phase remains equal to the external ambient pressure. Permeability varies not only as a function of the degree of water saturation, but also as a function of the void ratio. These aspects are… Show more

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Cited by 89 publications
(65 citation statements)
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References 37 publications
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“…The solid pressure p s is given as [26] where the Bishop parameter of each fluid phase (solid surface fraction in contact with the phase) has been taken equal to its own degree of saturation. The last governing equation of the model is the linear momentum balance of the solid phase expressed in rate form [28] as where the interaction between the solid and the three fluid phases is accounted for through the effective stress principle, Eq. (13).…”
Section: Model Parametersmentioning
confidence: 99%
“…The solid pressure p s is given as [26] where the Bishop parameter of each fluid phase (solid surface fraction in contact with the phase) has been taken equal to its own degree of saturation. The last governing equation of the model is the linear momentum balance of the solid phase expressed in rate form [28] as where the interaction between the solid and the three fluid phases is accounted for through the effective stress principle, Eq. (13).…”
Section: Model Parametersmentioning
confidence: 99%
“…tre. The void ratio, which is updated and stored at each integration point, can then be expressed as [25,29] …”
Section: Void Ratio and Conductivity/permeability Updatesmentioning
confidence: 99%
“…Biot's theory for solid-fluid interaction (Biot, 1941;Zienkiewicz et al, 1999) is becoming increasingly popular as the theoretical basis for the dynamic analysis of geotechnical structures (e.g. Arulanandan & Scott, 1993;Meroi et al, 1995;Dewoolkar et al, 2001;Ghosh & Madabhushi, 2003;Burke et al, 2004;Dakoulas & Gazetas, 2005;Liu & Song, 2005;Madabhushi & Zeng, 2007).…”
Section: Introductionmentioning
confidence: 99%