International audienceWe present a new collocated numerical scheme for the approximation of the Navier-Stokes and energy equations under the Boussinesq assumption for general grids, using the velocity-pressure unknowns. This scheme is based on a recent scheme for the diffusion terms. Stability properties are drawn from particular choices for the pressure gradient and the non-linear terms. Numerical results show the accuracy of the scheme on irregular grids
In the present paper we propose a new numerical methodology for the solution of 2D non-isothermal in...
Lors de la rentrée atmosphérique nous sommes amenés à modéliser trois phénomènes physiques différent...
We describe in this thesis a numerical scheme for the approximation on unstructured meshes of a syst...
International audienceWe present a new collocated numerical scheme for the approximation of the Navi...
International audienceWe describe here a collocated finite volume scheme which was recently develope...
International audienceThis paper presents numerical results obtained in the case of natural convecti...
International audienceThis article presents numerical results using a new finite-volume scheme on un...
International audienceWe describe here a collocated finite volume scheme which was recently develope...
International audienceThis article presents numerical results using a new finite-volume scheme on un...
International audienceUn nouveau schéma de volumes finis colocalisés pour leséquations de Navier-Sto...
International audienceUn nouveau schéma de volumes finis colocalisés pour leséquations de Navier-Sto...
International audienceWe present and analyse in this paper a novel colocated Finite Volume scheme fo...
International audienceWe propose, in this paper, a finite volume scheme to compute the solution of t...
soumis, octobre 2006We present and analyse in this paper a novel cell-centered colocated finite volu...
The development of an explicit unstructured grid finite-volume scheme for solving the full incompres...
In the present paper we propose a new numerical methodology for the solution of 2D non-isothermal in...
Lors de la rentrée atmosphérique nous sommes amenés à modéliser trois phénomènes physiques différent...
We describe in this thesis a numerical scheme for the approximation on unstructured meshes of a syst...
International audienceWe present a new collocated numerical scheme for the approximation of the Navi...
International audienceWe describe here a collocated finite volume scheme which was recently develope...
International audienceThis paper presents numerical results obtained in the case of natural convecti...
International audienceThis article presents numerical results using a new finite-volume scheme on un...
International audienceWe describe here a collocated finite volume scheme which was recently develope...
International audienceThis article presents numerical results using a new finite-volume scheme on un...
International audienceUn nouveau schéma de volumes finis colocalisés pour leséquations de Navier-Sto...
International audienceUn nouveau schéma de volumes finis colocalisés pour leséquations de Navier-Sto...
International audienceWe present and analyse in this paper a novel colocated Finite Volume scheme fo...
International audienceWe propose, in this paper, a finite volume scheme to compute the solution of t...
soumis, octobre 2006We present and analyse in this paper a novel cell-centered colocated finite volu...
The development of an explicit unstructured grid finite-volume scheme for solving the full incompres...
In the present paper we propose a new numerical methodology for the solution of 2D non-isothermal in...
Lors de la rentrée atmosphérique nous sommes amenés à modéliser trois phénomènes physiques différent...
We describe in this thesis a numerical scheme for the approximation on unstructured meshes of a syst...