Add to ORKGNew continuous Stabilized Lagrangian formulations are derived for contact and for impact problems. Their discretization is discussed. The global numerical strategy used to solve the nonlinear and irregular discrete problems is detailed and numlerical results are shown
International audienceThis paper presents the formulation of conserving time-stepping algorithms for...
Abstract: The aim of this work is to test new contact-friction modelling by means of the elastoplast...
A finite element formulation for three dimensional (3D) contact mechanics using a mortar algorithm c...
New continuous Stabilized Lagrangian formulations are derived for contact and for impact problems. T...
An effective contact algorithm is essential for modeling complicated contact/impact problems. Unlike...
This paper proposes a new finite element method of frictional impact of elastic bodies. The formulat...
This work deals with the mechanical and numerical modelling of contact-impact problems between defor...
We propose two different Lagrange multiplier methods for contact problems derived from the augmented...
This paper shows how efficiency can be improved by using an adequate Augmented Lagrangian procedure ...
International audienceThe present paper is devoted to the analysis of the contact/impact problems wi...
International audienceThis paper shows how efficiency can be improved by using an adequate Augmented...
This book comprehensively treats the formulation and finite element approximation of contact and imp...
The paper is devoted to quasi-static and low-velocity impact simulation using finite element modell...
The aim of this work is to test new contact-friction modelling by means of the elastoplastic Taylor ...
International audienceIn this work we consider a stabilized Lagrange (or Kuhn-Tucker) multiplier met...
International audienceThis paper presents the formulation of conserving time-stepping algorithms for...
Abstract: The aim of this work is to test new contact-friction modelling by means of the elastoplast...
A finite element formulation for three dimensional (3D) contact mechanics using a mortar algorithm c...
New continuous Stabilized Lagrangian formulations are derived for contact and for impact problems. T...
An effective contact algorithm is essential for modeling complicated contact/impact problems. Unlike...
This paper proposes a new finite element method of frictional impact of elastic bodies. The formulat...
This work deals with the mechanical and numerical modelling of contact-impact problems between defor...
We propose two different Lagrange multiplier methods for contact problems derived from the augmented...
This paper shows how efficiency can be improved by using an adequate Augmented Lagrangian procedure ...
International audienceThe present paper is devoted to the analysis of the contact/impact problems wi...
International audienceThis paper shows how efficiency can be improved by using an adequate Augmented...
This book comprehensively treats the formulation and finite element approximation of contact and imp...
The paper is devoted to quasi-static and low-velocity impact simulation using finite element modell...
The aim of this work is to test new contact-friction modelling by means of the elastoplastic Taylor ...
International audienceIn this work we consider a stabilized Lagrange (or Kuhn-Tucker) multiplier met...
International audienceThis paper presents the formulation of conserving time-stepping algorithms for...
Abstract: The aim of this work is to test new contact-friction modelling by means of the elastoplast...
A finite element formulation for three dimensional (3D) contact mechanics using a mortar algorithm c...