AbstractIn the paper a semi-implicit discretization in time of the weak formulation of the coupled signorini type contact—two-phase Stefan Problem is numerically analyzed. The problem leads to coupled elliptic variational inequalities, which are approximated by the FEM
summary:A problem of unilateral contact between an elasto-plastic body and a rigid frictionless foun...
summary:The goal of the paper is the study of the contact problem of two elastic bodies which is app...
AbstractWe consider a one-dimensional two-phase Stefan problem, modeling a layer of solid material f...
AbstractIn the paper we draw on the mathematical formulation of the coupled contact Stefan-like prob...
summary:The Signorini problem with friction in quasi-coupled linear thermo-elasticity (the 2D-case) ...
AbstractNumerical analysis of the Signorini problem with friction in two-dimensional quasi coupled l...
AbstractThe classical two-phase Stefan problem as well as its weak variational formulation model the...
AbstractThis paper is a study of the existence of solutions of Stefan-like problems describing solid...
We consider elliptic problems in which the domain is separated into two regions by a free boundary,...
summary:In the paper the Signorini problem without friction in the linear thermoelasticity for the s...
International audienceA generalized Stefan-problem arise when the thermomechanical theory for contin...
We treat two related moving boundary problems. The first is the ill-posed Stefan problem for meltin...
summary:The authors study problems of existence and uniqueness of solutions of various variational f...
The classical Stefan problem, concerning mere heat-transfer during solid-liquid phase transition, is...
The macroscopic description of matter undergoing a phase change (the Stefan Problem) can be formulat...
summary:A problem of unilateral contact between an elasto-plastic body and a rigid frictionless foun...
summary:The goal of the paper is the study of the contact problem of two elastic bodies which is app...
AbstractWe consider a one-dimensional two-phase Stefan problem, modeling a layer of solid material f...
AbstractIn the paper we draw on the mathematical formulation of the coupled contact Stefan-like prob...
summary:The Signorini problem with friction in quasi-coupled linear thermo-elasticity (the 2D-case) ...
AbstractNumerical analysis of the Signorini problem with friction in two-dimensional quasi coupled l...
AbstractThe classical two-phase Stefan problem as well as its weak variational formulation model the...
AbstractThis paper is a study of the existence of solutions of Stefan-like problems describing solid...
We consider elliptic problems in which the domain is separated into two regions by a free boundary,...
summary:In the paper the Signorini problem without friction in the linear thermoelasticity for the s...
International audienceA generalized Stefan-problem arise when the thermomechanical theory for contin...
We treat two related moving boundary problems. The first is the ill-posed Stefan problem for meltin...
summary:The authors study problems of existence and uniqueness of solutions of various variational f...
The classical Stefan problem, concerning mere heat-transfer during solid-liquid phase transition, is...
The macroscopic description of matter undergoing a phase change (the Stefan Problem) can be formulat...
summary:A problem of unilateral contact between an elasto-plastic body and a rigid frictionless foun...
summary:The goal of the paper is the study of the contact problem of two elastic bodies which is app...
AbstractWe consider a one-dimensional two-phase Stefan problem, modeling a layer of solid material f...