International audienceA quasistatic unilateral contact problem with a non-local friction law is considered We propose a new variational formulation of this problem consisting of two inequalities. By applying an implicit time discretization scheme, we obtain an incremental formulation which, if the friction coefficient is sufficiently small, has a unique solution for which appropriate estimations are obtained. This incremental solution enables us to construct a solution to the quasistatic problem by establishing the weak convergence of a subsequence of mappings interpolating the incremental solution. An algorithm is derived and a simple numerical example is presented
The present work extends the non-smooth contact class of algorithms introduced by Kane et al. to the...
Variational Inequalities and Frictional Contact Problems contains a carefully selected collection of...
A quasistatic nonsmooth frictional contact problem for a viscoelastic material is studied. The conta...
This paper shows the existence of a solution of the quasi-static unilateral contact problem with non...
International audienceThis paper deals with the mathematical and numerical analysis of a class of ab...
International audienceThis paper deals with the mathematical and numerical analysis of a class of ab...
International audiencePour un problème quasi-statique de Signorini avec frottement non local on prop...
We consider a two dimensional elastic body submitted to unilateral contact conditions, local frictio...
The aim of this paper is to prove the existence of a solution to the quasistatic unilateral contact ...
In the present paper results on existence and uniqueness of solutions to discrete frictional quasi-s...
In the present paper results on existence and uniqueness of solutions to discrete frictional quasi-s...
Abstract. Existence of a weak solution under a smallness assumption of the coefficient of friction f...
The approximation of the quasistatic two-body unilateral contact problem with local Coulomb friction...
The approximation of the quasistatic two-body unilateral contact problem with local Coulomb friction...
We consider a mathematical model describing the bilateral contact between a deformable body and ...
The present work extends the non-smooth contact class of algorithms introduced by Kane et al. to the...
Variational Inequalities and Frictional Contact Problems contains a carefully selected collection of...
A quasistatic nonsmooth frictional contact problem for a viscoelastic material is studied. The conta...
This paper shows the existence of a solution of the quasi-static unilateral contact problem with non...
International audienceThis paper deals with the mathematical and numerical analysis of a class of ab...
International audienceThis paper deals with the mathematical and numerical analysis of a class of ab...
International audiencePour un problème quasi-statique de Signorini avec frottement non local on prop...
We consider a two dimensional elastic body submitted to unilateral contact conditions, local frictio...
The aim of this paper is to prove the existence of a solution to the quasistatic unilateral contact ...
In the present paper results on existence and uniqueness of solutions to discrete frictional quasi-s...
In the present paper results on existence and uniqueness of solutions to discrete frictional quasi-s...
Abstract. Existence of a weak solution under a smallness assumption of the coefficient of friction f...
The approximation of the quasistatic two-body unilateral contact problem with local Coulomb friction...
The approximation of the quasistatic two-body unilateral contact problem with local Coulomb friction...
We consider a mathematical model describing the bilateral contact between a deformable body and ...
The present work extends the non-smooth contact class of algorithms introduced by Kane et al. to the...
Variational Inequalities and Frictional Contact Problems contains a carefully selected collection of...
A quasistatic nonsmooth frictional contact problem for a viscoelastic material is studied. The conta...