A general abstract approximation scheme for rate-independent processes in the energetic formulation is proposed and its convergence is proved under various rather mild data qualifications. The abstract theory is illustrated on several examples: plasticity with isotropic hardening, damage, debonding, magnetostriction, and two models of martensitic transformation in shape-memory alloys
This monograph provides both an introduction to and a thorough exposition of the theory of rate-inde...
This paper deals with a three-dimensional model for thermal stress-induced transformations in shape-...
This paper discusses the convergence of kinetic variational inequalities to rate-independent quasi-s...
A general abstract approximation scheme for rate-independent processes in the energetic formulation ...
A conceptual numerical strategy for rate-independent processes in the energetic formulation is propo...
A conceptual numerical strategy for rate-independent processes in the energetic formulation is prop...
Standard generalized materials are described by an elastic energy density and a dissipation potentia...
Energetic solutions to rate-independent processes are usually constructed via time-incremental minim...
Standard generalized materials are described by an elastic energy density and a dissipation potentia...
This paper analyzes a model for phase transformation in shape-memory alloys induced by temperature c...
We address the analysis of an abstract system coupling a rate-independet process with a second order...
An existence result for energetic solutions of rate-independent damage processes is established. We ...
The rate-independent damage model recently developed in Bouchitté, Mielke, Roubícek ``A complete-dam...
This paper deals with a three-dimensional model for thermal stress-induced transformations in shape...
The rate-independent damage model recently developed in Bouchitt\é, Mielke, Roub\í\&\#269;ek ``A com...
This monograph provides both an introduction to and a thorough exposition of the theory of rate-inde...
This paper deals with a three-dimensional model for thermal stress-induced transformations in shape-...
This paper discusses the convergence of kinetic variational inequalities to rate-independent quasi-s...
A general abstract approximation scheme for rate-independent processes in the energetic formulation ...
A conceptual numerical strategy for rate-independent processes in the energetic formulation is propo...
A conceptual numerical strategy for rate-independent processes in the energetic formulation is prop...
Standard generalized materials are described by an elastic energy density and a dissipation potentia...
Energetic solutions to rate-independent processes are usually constructed via time-incremental minim...
Standard generalized materials are described by an elastic energy density and a dissipation potentia...
This paper analyzes a model for phase transformation in shape-memory alloys induced by temperature c...
We address the analysis of an abstract system coupling a rate-independet process with a second order...
An existence result for energetic solutions of rate-independent damage processes is established. We ...
The rate-independent damage model recently developed in Bouchitté, Mielke, Roubícek ``A complete-dam...
This paper deals with a three-dimensional model for thermal stress-induced transformations in shape...
The rate-independent damage model recently developed in Bouchitt\é, Mielke, Roub\í\&\#269;ek ``A com...
This monograph provides both an introduction to and a thorough exposition of the theory of rate-inde...
This paper deals with a three-dimensional model for thermal stress-induced transformations in shape-...
This paper discusses the convergence of kinetic variational inequalities to rate-independent quasi-s...