International audienceIn this paper, one considers the coupling of a Brinkman model and Stokes equations with jump embedded transmission conditions. In this model, one assumes that the viscosity in the porous region is very small. Then we derive a Wentzel–Kramers–Brillouin (WKB) expansion in power series of the square root of this small parameter for the velocity and the pressure which are solution of the transmission problem. This WKB expansion is justified rigorously by proving uniform errors estimates
The fundamental solution or Green's function for flow in porous media is determined using Stokesian...
AbstractWe consider the coupling of the Stokes and Darcy systems with different choices for the inte...
The steady state Stokes-Brinkman equations in a thin tube structure is considered. The Brinkman term...
International audienceIn this paper, one considers the coupling of a Brinkman model and Stokes equat...
International audienceWe present a well-posed model for the Stokes/Brinkman problem with a family of...
International audienceWe present a well-posed model for the Stokes/Brinkman problem with {\em jump e...
AbstractWe present a well-posed model for the Stokes/Brinkman problem with a family of jump embedded...
AbstractWe present a well-posed model for the Stokes/Brinkman problem with a family of jump embedded...
International audienceThe velocity boundary condition that must be imposed at an interface between a...
In this paper we investigate the fluid flow through a thin (or long) channel filled with a fluid saturat...
International audienceWe present and analyse a new fictitious domain model for the Brinkman or Stoke...
In this paper we investigate the fluid flow through a thin (or long) channel filled with a fluid sat...
From the steady Stokes and Navier-Stokes models, a penalization method has been considered by severa...
From the steady Stokes and Navier-Stokes models, a penalization method has been considered by severa...
Accepted on November 24, 2017International audienceThe global well-posedness in time is proved, with...
The fundamental solution or Green's function for flow in porous media is determined using Stokesian...
AbstractWe consider the coupling of the Stokes and Darcy systems with different choices for the inte...
The steady state Stokes-Brinkman equations in a thin tube structure is considered. The Brinkman term...
International audienceIn this paper, one considers the coupling of a Brinkman model and Stokes equat...
International audienceWe present a well-posed model for the Stokes/Brinkman problem with a family of...
International audienceWe present a well-posed model for the Stokes/Brinkman problem with {\em jump e...
AbstractWe present a well-posed model for the Stokes/Brinkman problem with a family of jump embedded...
AbstractWe present a well-posed model for the Stokes/Brinkman problem with a family of jump embedded...
International audienceThe velocity boundary condition that must be imposed at an interface between a...
In this paper we investigate the fluid flow through a thin (or long) channel filled with a fluid saturat...
International audienceWe present and analyse a new fictitious domain model for the Brinkman or Stoke...
In this paper we investigate the fluid flow through a thin (or long) channel filled with a fluid sat...
From the steady Stokes and Navier-Stokes models, a penalization method has been considered by severa...
From the steady Stokes and Navier-Stokes models, a penalization method has been considered by severa...
Accepted on November 24, 2017International audienceThe global well-posedness in time is proved, with...
The fundamental solution or Green's function for flow in porous media is determined using Stokesian...
AbstractWe consider the coupling of the Stokes and Darcy systems with different choices for the inte...
The steady state Stokes-Brinkman equations in a thin tube structure is considered. The Brinkman term...