The nonlinear thermoelasticity of type II proposed by Green and Naghdi is considered. The thermoelastic structural model is formulated in a quasistatic range, and the related thermoelastic variational formulation in the complete set of state variables is recovered. Hence a consistent framework to derive all the variational formulations with different combinations of the state variables is provided, and a family of mixed variational formulations, with different combinations of state variables, is provided starting from the general variational formulation. A uniqueness condition is provided on the basis of a suitable variational formulation
The thesis is devoted to study of continuum mechanics and thermodynamics and the related mathematica...
In this paper we perform a thermodynamically consistent theory for second gradient Green-Naghdi revi...
The theory of thermoelasticity with thermal relaxation for homogeneous materials is formulated upon ...
The nonlinear thermoelasticity of type II proposed by Green and Naghdi is considered. The thermoelas...
This paper is concerned with a general framework to consistently derive all the variational formulat...
This chapter provides a general and self-contained overview of the variational approach to nonlinear...
It is well-known that the classical linear theory of heat conduction, based on Fourier's law for the...
A variational formulation of the coupled thermo-mechanical boundary-value problem for general dissip...
summary:The authors study problems of existence and uniqueness of solutions of various variational f...
In the early 1990s, Green and Naghdi introduced a theory attracting interest as heat propagates as t...
In the context of the linear theory of thermoelasticity without energy dissipation for homogeneous a...
General thermoelastic material models have been investigated over the past decades, see e.g. Reese ...
In the present paper, in the context of thermoelasticity of type II (or thermoelasticity without ene...
A variational formulation of the coupled thermo-mechanical boundary-value problem for general dissip...
Generalized variational principles with 11 - arguments, 9 - arguments, 5 - arguments, 3 - arguments ...
The thesis is devoted to study of continuum mechanics and thermodynamics and the related mathematica...
In this paper we perform a thermodynamically consistent theory for second gradient Green-Naghdi revi...
The theory of thermoelasticity with thermal relaxation for homogeneous materials is formulated upon ...
The nonlinear thermoelasticity of type II proposed by Green and Naghdi is considered. The thermoelas...
This paper is concerned with a general framework to consistently derive all the variational formulat...
This chapter provides a general and self-contained overview of the variational approach to nonlinear...
It is well-known that the classical linear theory of heat conduction, based on Fourier's law for the...
A variational formulation of the coupled thermo-mechanical boundary-value problem for general dissip...
summary:The authors study problems of existence and uniqueness of solutions of various variational f...
In the early 1990s, Green and Naghdi introduced a theory attracting interest as heat propagates as t...
In the context of the linear theory of thermoelasticity without energy dissipation for homogeneous a...
General thermoelastic material models have been investigated over the past decades, see e.g. Reese ...
In the present paper, in the context of thermoelasticity of type II (or thermoelasticity without ene...
A variational formulation of the coupled thermo-mechanical boundary-value problem for general dissip...
Generalized variational principles with 11 - arguments, 9 - arguments, 5 - arguments, 3 - arguments ...
The thesis is devoted to study of continuum mechanics and thermodynamics and the related mathematica...
In this paper we perform a thermodynamically consistent theory for second gradient Green-Naghdi revi...
The theory of thermoelasticity with thermal relaxation for homogeneous materials is formulated upon ...