Add to ORKGIn this paper we outline a rigorous proof of the existence of solutions to one-dimensional initial-boundary value problems for the general and complete version of the Frémond thermo-mechanical model applying to shape memory alloys
This paper addresses a one-dimensional differential model describing the super-elastic effect in sha...
This note addresses the mathematical study of a nonlinear model arising in the description of the ma...
This paper deals with the nonlinear three-dimensional Fremond model for shape memory alloys in the c...
In this paper we outline a rigorous proof of the existence of solutions to one-dimensional initial-b...
In this paper we outline a rigorous proof of the existence of solutions to one-dimensional initial-b...
AbstractWe shall prove the existence and the uniqueness of global classical solutions of the followi...
The mathematical formulation of a dissipative Fr\ue9mond model for shape memory alloys is given in t...
The paper investigates an initial and boundary values problem which is derived from a dissipative Fr...
In our work we adressed a one-dimensional initial and boundary values problem derived from a dissipa...
AbstractWe shall prove the existence and the uniqueness of global classical solutions of the followi...
This paper investigates an initial and boundary value problem describing the thermomechanical behavi...
This thesis is devoted to the study of a thermomechanical model describing the macroscopic behavior ...
An extended model of the dynamics of thermomechanically activated processes in shape memory alloys i...
This note deals with a well-posed one-dimensional initial-boundary value problem related to the Fre...
AbstractA thermo-mechanical model of structural phase transitions in solids is considered. In this m...
This paper addresses a one-dimensional differential model describing the super-elastic effect in sha...
This note addresses the mathematical study of a nonlinear model arising in the description of the ma...
This paper deals with the nonlinear three-dimensional Fremond model for shape memory alloys in the c...
In this paper we outline a rigorous proof of the existence of solutions to one-dimensional initial-b...
In this paper we outline a rigorous proof of the existence of solutions to one-dimensional initial-b...
AbstractWe shall prove the existence and the uniqueness of global classical solutions of the followi...
The mathematical formulation of a dissipative Fr\ue9mond model for shape memory alloys is given in t...
The paper investigates an initial and boundary values problem which is derived from a dissipative Fr...
In our work we adressed a one-dimensional initial and boundary values problem derived from a dissipa...
AbstractWe shall prove the existence and the uniqueness of global classical solutions of the followi...
This paper investigates an initial and boundary value problem describing the thermomechanical behavi...
This thesis is devoted to the study of a thermomechanical model describing the macroscopic behavior ...
An extended model of the dynamics of thermomechanically activated processes in shape memory alloys i...
This note deals with a well-posed one-dimensional initial-boundary value problem related to the Fre...
AbstractA thermo-mechanical model of structural phase transitions in solids is considered. In this m...
This paper addresses a one-dimensional differential model describing the super-elastic effect in sha...
This note addresses the mathematical study of a nonlinear model arising in the description of the ma...
This paper deals with the nonlinear three-dimensional Fremond model for shape memory alloys in the c...