The paper contains a brief presentation of a macroscopical thermodynamic model of poroelastic materials with many fluid components. A particular emphasis is placed on a Lagrangian formulation of the model and, consequently, on a consistent formulation of field equations on the reference configuration of the skeleton (solid phase of the mixture). It is demonstrated that the model possesses an identical structure as that in the pioneering work of C. A. Truesdell on the continuum mixture of fluids. An issue of porosity as an additional microstructural variable is particularly exposed
International audienceThe thermodynamic framework of Prigogine, de Groot, and Mazur is extended to s...
A thermo-chemo-electro-mechanical formulation of quasi-static finite deformation of swelling incompr...
The theories of mixtures in the framework of continuum mechanics have been de-veloped throughout the...
The paper contains a brief presentation of a macroscopical thermodynamic model of poroelastic materi...
The paper is devoted to the thermodynamic derivation of a two-component poroelastic model with balan...
The paper contains a review of fundamental equations of the two component thermoporoelastic material...
International audienceThis paper reviews some aspects of the formulation of the constitutive behavio...
The purpose of this brief paper is to present a new derivation of Biot's theory of linear poroelasti...
We present an example of the solution of a boundary value problem for a two-component porous materia...
A new mathematical model is developed for the macroscopic behaviour of a porous, linear elastic soli...
Abstract We describe the behavior of a deformable porous material by means of a poro-hyperelastic mo...
In the paper we consider a micro-macro transition for a linear thermodynamical model of poroelastic ...
The paper is devoted to the thermodynamic construction of a two-component model of poroelastic media...
We undertake a formal derivation of a linear poro-thermo-elastic system within the framework of quas...
The paper is devoted to the asymptotic analysis of the multicomponent model of poroelastic materials...
International audienceThe thermodynamic framework of Prigogine, de Groot, and Mazur is extended to s...
A thermo-chemo-electro-mechanical formulation of quasi-static finite deformation of swelling incompr...
The theories of mixtures in the framework of continuum mechanics have been de-veloped throughout the...
The paper contains a brief presentation of a macroscopical thermodynamic model of poroelastic materi...
The paper is devoted to the thermodynamic derivation of a two-component poroelastic model with balan...
The paper contains a review of fundamental equations of the two component thermoporoelastic material...
International audienceThis paper reviews some aspects of the formulation of the constitutive behavio...
The purpose of this brief paper is to present a new derivation of Biot's theory of linear poroelasti...
We present an example of the solution of a boundary value problem for a two-component porous materia...
A new mathematical model is developed for the macroscopic behaviour of a porous, linear elastic soli...
Abstract We describe the behavior of a deformable porous material by means of a poro-hyperelastic mo...
In the paper we consider a micro-macro transition for a linear thermodynamical model of poroelastic ...
The paper is devoted to the thermodynamic construction of a two-component model of poroelastic media...
We undertake a formal derivation of a linear poro-thermo-elastic system within the framework of quas...
The paper is devoted to the asymptotic analysis of the multicomponent model of poroelastic materials...
International audienceThe thermodynamic framework of Prigogine, de Groot, and Mazur is extended to s...
A thermo-chemo-electro-mechanical formulation of quasi-static finite deformation of swelling incompr...
The theories of mixtures in the framework of continuum mechanics have been de-veloped throughout the...