The paper is concerned with dynamic problems of the linear theory of elasticity for anisotropic porous materials according to the Cowin-Nunziato model. In order to take into account the structural damping in elastic media, a new attenuation model which extends the Rayleigh models is used. A set of new finite element schemes is proposed for finding numerical solutions of transient, harmonic, modal and static problems in the context of elastic media with voids. Three-dimensional, plane (plane stress and plane strain) and axisymmetric problems are considered.

Finite Element Dynamic Analysis of Anisotropic elastic Solids with Voids

IOVANE, Gerardo;
2009-01-01

Abstract

The paper is concerned with dynamic problems of the linear theory of elasticity for anisotropic porous materials according to the Cowin-Nunziato model. In order to take into account the structural damping in elastic media, a new attenuation model which extends the Rayleigh models is used. A set of new finite element schemes is proposed for finding numerical solutions of transient, harmonic, modal and static problems in the context of elastic media with voids. Three-dimensional, plane (plane stress and plane strain) and axisymmetric problems are considered.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11386/2297655
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