In this article we aim to study the boundary layer generated by a convection-diffusion equation in a circle. In the model problem that we consider two characteristic points appear. To the best of our knowledge such boundary layer problems have not been studied in a systematic way yet and we indeed know that very complex situations can occur. In the cases that we consider in the present article certain simplifying compatibility conditions are assumed. Other situations will be addressed which involve noncompatible data, or more general domains
International audienceThe paper deals with the homogenization of a non-stationary convection-diffusi...
Many physical problems involve diffusive and convective (transport) processes. When diffusion domina...
Our aim in this article is to show how one can improve the numerical solution of singularly perturbe...
In this article we aim to study the boundary layer generated by a convection?diffusion equation in a...
In this article we aim to study the boundary layer generated by a convection diffusion equation in a...
AbstractIn this article we aim to study the boundary layer generated by a convection–diffusion equat...
We discuss the boundary layers generated by a convection-di↵usion equation in a circle. In...
This article is related to the boundary layer theory for singularly perturbed convection-di&#862...
We study the boundary layers and singularities generated by a convection-diffusion equation in a cir...
Our aim in this article is to study the numerical solutions of singularly perturbed convection-diffu...
We study singularly perturbed time dependent convection-diffusion equations in a circular domain. Co...
In this article, we review recent progresses in boundary layer analysis of some singular perturbatio...
A coordinate transformation methodology has been developed for convection-diffusion problems with an...
The goal of this article is to study the boundary layers of reaction-diffusion equations in a circle...
Our aim in this article is to show how one can improve the numerical solution of singularity perturb...
International audienceThe paper deals with the homogenization of a non-stationary convection-diffusi...
Many physical problems involve diffusive and convective (transport) processes. When diffusion domina...
Our aim in this article is to show how one can improve the numerical solution of singularly perturbe...
In this article we aim to study the boundary layer generated by a convection?diffusion equation in a...
In this article we aim to study the boundary layer generated by a convection diffusion equation in a...
AbstractIn this article we aim to study the boundary layer generated by a convection–diffusion equat...
We discuss the boundary layers generated by a convection-di↵usion equation in a circle. In...
This article is related to the boundary layer theory for singularly perturbed convection-di&#862...
We study the boundary layers and singularities generated by a convection-diffusion equation in a cir...
Our aim in this article is to study the numerical solutions of singularly perturbed convection-diffu...
We study singularly perturbed time dependent convection-diffusion equations in a circular domain. Co...
In this article, we review recent progresses in boundary layer analysis of some singular perturbatio...
A coordinate transformation methodology has been developed for convection-diffusion problems with an...
The goal of this article is to study the boundary layers of reaction-diffusion equations in a circle...
Our aim in this article is to show how one can improve the numerical solution of singularity perturb...
International audienceThe paper deals with the homogenization of a non-stationary convection-diffusi...
Many physical problems involve diffusive and convective (transport) processes. When diffusion domina...
Our aim in this article is to show how one can improve the numerical solution of singularly perturbe...