International audienceIn this paper we introduce a class of fully decoupled time-marching schemes (velocity-pressure-displacement splitting) for the coupling of an incompressible fluid with a thin-walled elastic or viscoelastic structure. The time splitting combines a projection method in the fluid with a specific Robin-Neumann treatment of the interface coupling. A priori energy estimates guaranteeing unconditional stability are established for some of the schemes. The accuracy and performance of the methods proposed is illustrated by a thorough numerical study
The numerical simulation of incompressible fluid-structure interaction systems with loosely coupled...
International audienceIn this paper we introduce a Nitsche-XFEM method for fluid-structure interact...
This paper presents the results of the investigation of various explicit time marching partitioned c...
International audienceIn this paper we introduce a class of fully decoupled time-marching schemes (v...
International audienceIn this note we propose a class of fully decoupled schemes (velocity-pressure-...
International audienceIn this note we propose a class of fully decoupled schemes (velocity-pressure-...
This thesis is devoted to the numerical approximation of mechanical systems involving the interactio...
This thesis is devoted to the numerical approximation of mechanical systems involving the interactio...
This thesis is devoted to the numerical approximation of mechanical systems involving the interactio...
We consider a fully discrete loosely coupled scheme for incompressible fluid–structure interaction b...
International audienceMathematical problems involving the coupling of an incompressible viscous flow...
We consider a fully discrete loosely coupled scheme for incompressible fluid-structure interaction b...
International audienceWe introduce a class of explicit coupling schemes for the numerical solution o...
This thesis introduces a class of explicit coupling schemes for the numerical solution of fluid-stru...
This thesis introduces a class of explicit coupling schemes for the numerical solution of fluid-stru...
The numerical simulation of incompressible fluid-structure interaction systems with loosely coupled...
International audienceIn this paper we introduce a Nitsche-XFEM method for fluid-structure interact...
This paper presents the results of the investigation of various explicit time marching partitioned c...
International audienceIn this paper we introduce a class of fully decoupled time-marching schemes (v...
International audienceIn this note we propose a class of fully decoupled schemes (velocity-pressure-...
International audienceIn this note we propose a class of fully decoupled schemes (velocity-pressure-...
This thesis is devoted to the numerical approximation of mechanical systems involving the interactio...
This thesis is devoted to the numerical approximation of mechanical systems involving the interactio...
This thesis is devoted to the numerical approximation of mechanical systems involving the interactio...
We consider a fully discrete loosely coupled scheme for incompressible fluid–structure interaction b...
International audienceMathematical problems involving the coupling of an incompressible viscous flow...
We consider a fully discrete loosely coupled scheme for incompressible fluid-structure interaction b...
International audienceWe introduce a class of explicit coupling schemes for the numerical solution o...
This thesis introduces a class of explicit coupling schemes for the numerical solution of fluid-stru...
This thesis introduces a class of explicit coupling schemes for the numerical solution of fluid-stru...
The numerical simulation of incompressible fluid-structure interaction systems with loosely coupled...
International audienceIn this paper we introduce a Nitsche-XFEM method for fluid-structure interact...
This paper presents the results of the investigation of various explicit time marching partitioned c...