Add to ORKGWe prove some relaxation results in the spirit of Anza Hafsa and Mandallena for integral functionals arising in the study of coherent thermochemical equilibria for multiphase solids. The energy density exhibits all explicit dependence oil the deformation gradient and oil a vector field representing the chemical composition. The deformation gradient satisfies a determinant type constraint and the chemical composition a constraint on the modulus
In paper [2] the theory [1] for a thermo-electro-mechanical simple body B with fading memory is used...
We determine the relaxation of some transversally-isotropic energy densities, i.e. functions W : R^{...
We investigate three classes of constraints in a thermoelastic body: (i) a deformation-temperature c...
An integral representation result is obtained for the relaxation of a class of energy functionals de...
We provide a relaxation result in BV x L^q, 1 < q < +\infty as a first step towards the analysis of ...
We provide a relaxation result in $BV imes L^q$, $1 < q < +infty$ as a first step towards the...
Abstract: "In this paper we deal with energy functionals depending on elastic strain and chemical co...
Multi-relaxation in physics of any kind is discussed. First, thermodynamic consideration is develope...
. The theory of materials with internal state variables of Coleman and Gurtin [CG] provides a natura...
Integral representation results are obtained for the relaxation of some classes of energy functional...
An integral representation result is provided for the Gamma-limit of integral functionals arising in...
We consider multiple integrals of the Calculus of Variations of the form E(u) = ∫ W(x, u(x), Du(x)) ...
In this note we compute the relaxed energy for a class of functionals defined on the set of $(n+ p)\...
We obtain an integral representation for the relaxation, in the space of functions of bounded deform...
In paper [2] the theory [1] for a thermo-electro-mechanical simple body B with fading memory is used...
We determine the relaxation of some transversally-isotropic energy densities, i.e. functions W : R^{...
We investigate three classes of constraints in a thermoelastic body: (i) a deformation-temperature c...
An integral representation result is obtained for the relaxation of a class of energy functionals de...
We provide a relaxation result in BV x L^q, 1 < q < +\infty as a first step towards the analysis of ...
We provide a relaxation result in $BV imes L^q$, $1 < q < +infty$ as a first step towards the...
Abstract: "In this paper we deal with energy functionals depending on elastic strain and chemical co...
Multi-relaxation in physics of any kind is discussed. First, thermodynamic consideration is develope...
. The theory of materials with internal state variables of Coleman and Gurtin [CG] provides a natura...
Integral representation results are obtained for the relaxation of some classes of energy functional...
An integral representation result is provided for the Gamma-limit of integral functionals arising in...
We consider multiple integrals of the Calculus of Variations of the form E(u) = ∫ W(x, u(x), Du(x)) ...
In this note we compute the relaxed energy for a class of functionals defined on the set of $(n+ p)\...
We obtain an integral representation for the relaxation, in the space of functions of bounded deform...
In paper [2] the theory [1] for a thermo-electro-mechanical simple body B with fading memory is used...
We determine the relaxation of some transversally-isotropic energy densities, i.e. functions W : R^{...
We investigate three classes of constraints in a thermoelastic body: (i) a deformation-temperature c...