The physical admissibility of a constitutive model for highly deforming hyperelastic compressible materials, introduced in [1], is examined in the light of the classical Backer-Ericksen, ordered forces and strengthened tension-extension inequalities. A generalization of this material model is also given, and the conditions for its physical admissibility are discussed.

On a class of constitutive models for highly deformable compressible materials

BOLZON, GABRIELLA
1993-01-01

Abstract

The physical admissibility of a constitutive model for highly deforming hyperelastic compressible materials, introduced in [1], is examined in the light of the classical Backer-Ericksen, ordered forces and strengthened tension-extension inequalities. A generalization of this material model is also given, and the conditions for its physical admissibility are discussed.
1993
Elastomers; mathematical models; porous materials
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11311/686843
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