The equations of classical thermoelasticity have been extensively studied [1], [2], [3], [4], [5]. Only more recently the equations when the initial state is at non-uniform temperature have been established [6], and a well-posedness theorem proved by the author and C. Navarro for these equations [7]. Our goal here is to make a brief comment about dissipation in this last case of an initial state with non-uniform temperature
The theory of thermoelasticity with thermal relaxation for homogeneous materials is formulated upon ...
The thermodynamics of irreversible processes is based on the principle of local action, i.e. the pri...
The instability of thermodynamic equilibrium of a system in a state of minimum entropy is analyzed b...
Thermoelastic equations without energy dissipation are formulated for a body which has previously re...
An initial-boundary value problem for the multidimensional type III thermoelaticity for a nonsimple ...
In this paper we investigate the thermomechanical theory of thermoelasticity without energy dissipat...
We discuss the so-called two-temperature model in linear thermoelasticity and provide a Hilbert spac...
In the early 1990s, Green and Naghdi introduced a theory attracting interest as heat propagates as t...
We investigate the well-posedness, the exponential stability, or the lack thereof, of thermoelastic ...
AbstractWe address the analysis of a nonlinear and degenerating PDE system, proposed by M. Frémond f...
We address the analysis of a nonlinear and degenerating PDE system, proposed by M. Frémondfor model...
We address the analysis of a nonlinear and degenerating PDE system, proposed by M. Frémond for model...
This paper deals with a phase transitions model describing the evolution of damage in thermoviscoela...
The generalized Hamilton principle and the theorems of uniqueness of solution and of reciprocity of ...
The uniform stability of a thermoelastic plate model is investigated, this model being described by ...
The theory of thermoelasticity with thermal relaxation for homogeneous materials is formulated upon ...
The thermodynamics of irreversible processes is based on the principle of local action, i.e. the pri...
The instability of thermodynamic equilibrium of a system in a state of minimum entropy is analyzed b...
Thermoelastic equations without energy dissipation are formulated for a body which has previously re...
An initial-boundary value problem for the multidimensional type III thermoelaticity for a nonsimple ...
In this paper we investigate the thermomechanical theory of thermoelasticity without energy dissipat...
We discuss the so-called two-temperature model in linear thermoelasticity and provide a Hilbert spac...
In the early 1990s, Green and Naghdi introduced a theory attracting interest as heat propagates as t...
We investigate the well-posedness, the exponential stability, or the lack thereof, of thermoelastic ...
AbstractWe address the analysis of a nonlinear and degenerating PDE system, proposed by M. Frémond f...
We address the analysis of a nonlinear and degenerating PDE system, proposed by M. Frémondfor model...
We address the analysis of a nonlinear and degenerating PDE system, proposed by M. Frémond for model...
This paper deals with a phase transitions model describing the evolution of damage in thermoviscoela...
The generalized Hamilton principle and the theorems of uniqueness of solution and of reciprocity of ...
The uniform stability of a thermoelastic plate model is investigated, this model being described by ...
The theory of thermoelasticity with thermal relaxation for homogeneous materials is formulated upon ...
The thermodynamics of irreversible processes is based on the principle of local action, i.e. the pri...
The instability of thermodynamic equilibrium of a system in a state of minimum entropy is analyzed b...