Add to ORKGTwo-scale homogenization of nonlinear reaction-diffusion systems with slow diffusio
Abstract. We consider the homogenisation of a coupled system of parabolic partial differential equat...
This paper addresses the two-scale problem underlying the enriched continuum for transient diffusion...
The macroscopic behavior of the solution of a coupled system of partial differential equations arisi...
We derive a two-scale homogenization limit for reaction-diffusion systems where for some species the...
We investigate a reaction-diffusion process in a two-phase layered material with relevant microscopi...
We derive a two-scale homogenization limit for reaction-diffusion systems where for some species the...
In this article, homogenization of a system of semilinear multi-species diffusion-reaction equation...
We consider the homogenisation of a coupled reaction-diffusion process in a porous medium with evolv...
We investigate a reaction–diffusion process in a two-phase medium with microscopic length scale ε. T...
We derive quantitative error estimates for coupled reaction-diffusion systems, whose coefficient fun...
We study reaction-diffusion systems which involve processes that occur on different time scales. In ...
AbstractUsing the notion of two-scale convergence developed by Allaire, the homogenization of a dege...
We study in this article the periodic homogenization problem related to a strongly nonlinear reactio...
We perform the periodic homogenization (i. e. e ¿ 0) of the non-stationary Nernst-Planck-Poisson sys...
International audienceUpscaling of coupled diffusion-heterogeneous reaction problem in porous media ...
Abstract. We consider the homogenisation of a coupled system of parabolic partial differential equat...
This paper addresses the two-scale problem underlying the enriched continuum for transient diffusion...
The macroscopic behavior of the solution of a coupled system of partial differential equations arisi...
We derive a two-scale homogenization limit for reaction-diffusion systems where for some species the...
We investigate a reaction-diffusion process in a two-phase layered material with relevant microscopi...
We derive a two-scale homogenization limit for reaction-diffusion systems where for some species the...
In this article, homogenization of a system of semilinear multi-species diffusion-reaction equation...
We consider the homogenisation of a coupled reaction-diffusion process in a porous medium with evolv...
We investigate a reaction–diffusion process in a two-phase medium with microscopic length scale ε. T...
We derive quantitative error estimates for coupled reaction-diffusion systems, whose coefficient fun...
We study reaction-diffusion systems which involve processes that occur on different time scales. In ...
AbstractUsing the notion of two-scale convergence developed by Allaire, the homogenization of a dege...
We study in this article the periodic homogenization problem related to a strongly nonlinear reactio...
We perform the periodic homogenization (i. e. e ¿ 0) of the non-stationary Nernst-Planck-Poisson sys...
International audienceUpscaling of coupled diffusion-heterogeneous reaction problem in porous media ...
Abstract. We consider the homogenisation of a coupled system of parabolic partial differential equat...
This paper addresses the two-scale problem underlying the enriched continuum for transient diffusion...
The macroscopic behavior of the solution of a coupled system of partial differential equations arisi...