International audienceA new numerical method called Vofire is described here. It can be used for integrating transport equations approximated on general meshes in any dimension. The algorithm relies on a piecewise constant reconstruc-tion of an unknown in each cell, where the reconstructed function varies only in the directions orthogonal to the velocity. This allows to design a non-dissipative and maximum preserving scheme for the transport of char-acteristic functions. It is then incorporated in a Lagrangian scheme with remeshing for the computation of multi-component compressible flows
Abstract. We propose a method dedicated to the simulation of interface flows involving an arbitrary ...
A non-uniform mesh scheme is presented for the computation of compressible flows governed by the Eul...
International audienceThis work deals with impermeable and permeable interfaces and the design of nu...
International audienceA new numerical method called Vofire is described here. It can be used for int...
We propose a method dedicated to the simulation of interface flows involving an arbitrary number m o...
International audienceThe present paper is dedicated to the simulation of fast transient phenomena i...
International audienceThe purpose in this paper is to design finite-volumes schemes on structured gr...
International audienceThe purpose in this paper is to design finite-volumes schemes on structured gr...
The present papers deal with numerical methods toward the accurate and efficient computations of mul...
This work describes an unsplit scheme for multi-dimensional systems of hyperbolic conservation laws ...
The flux-corrected transport (FCT) methodology is generalized to implicit finite ele-ment schemes an...
This paper describes discretization of transport equations on unstructured meshes with cell-centered...
We present a novel method for simulating compressible flow on a multitude of Cartesian grids that ca...
L'etude presentee propose deux methodes multigrilles pour la résolution des equations d'Euler et de ...
peer reviewedThis paper presents a finite volume solver for the computation of three-dimensional uns...
Abstract. We propose a method dedicated to the simulation of interface flows involving an arbitrary ...
A non-uniform mesh scheme is presented for the computation of compressible flows governed by the Eul...
International audienceThis work deals with impermeable and permeable interfaces and the design of nu...
International audienceA new numerical method called Vofire is described here. It can be used for int...
We propose a method dedicated to the simulation of interface flows involving an arbitrary number m o...
International audienceThe present paper is dedicated to the simulation of fast transient phenomena i...
International audienceThe purpose in this paper is to design finite-volumes schemes on structured gr...
International audienceThe purpose in this paper is to design finite-volumes schemes on structured gr...
The present papers deal with numerical methods toward the accurate and efficient computations of mul...
This work describes an unsplit scheme for multi-dimensional systems of hyperbolic conservation laws ...
The flux-corrected transport (FCT) methodology is generalized to implicit finite ele-ment schemes an...
This paper describes discretization of transport equations on unstructured meshes with cell-centered...
We present a novel method for simulating compressible flow on a multitude of Cartesian grids that ca...
L'etude presentee propose deux methodes multigrilles pour la résolution des equations d'Euler et de ...
peer reviewedThis paper presents a finite volume solver for the computation of three-dimensional uns...
Abstract. We propose a method dedicated to the simulation of interface flows involving an arbitrary ...
A non-uniform mesh scheme is presented for the computation of compressible flows governed by the Eul...
International audienceThis work deals with impermeable and permeable interfaces and the design of nu...