We homogenize stationary incompressible Stokes flow in a periodic porous medium. The fluid is assumed to satisfy a no-slip condition on the boundary of solid inclusions and a normal stress (traction) condition on the global boundary. Under these assumptions, the homogenized equation becomes the classical Darcy law with a Dirichlet condition for the pressure
Homogenization of flow in porous media is studied. The continuity equation in conjunction with Darcy...
A new proof of the Darcy law is proposed in the framework of the homogenization theory. The starting...
International audienceWe present homogenization of the viscous incompressible porous media flows und...
The present thesis is devoted to derivation of Darcy’s Law for incompressible Newtonian fluid in per...
We consider the homogenisation of the Stokes equations in a porous medium which is evolving in time....
The present thesis is devoted to derivation of Darcy’s Law for incompressible Newtonian fluid in per...
The present thesis is devoted to derivation of Darcy’s Law for incompressible Newtonian fluid in per...
The present thesis is devoted to derivation of Darcy’s Law for incompressible Newtonian fluid in per...
AbstractWe study the behavior of the solution to the non-stationary Stokes equations in a porous med...
BackgroundSeepage in porous media is modeled as a Stokes flow in an open pore system contained in a ...
By separation of scales and the homogenization of a flow through porous media, a two-scale problem a...
By separation of scales and the homogenization of a flow through porous media, a two-scale problem a...
Abstract. We derive a macroscopic model for single phase, incompressible, viscous fluid flow in a po...
summary:The goal of this paper is to present a different approach to the homogenization of the Diric...
Seepage through a strongly heterogeneous material, consisting of open saturated pores, is modeled as...
Homogenization of flow in porous media is studied. The continuity equation in conjunction with Darcy...
A new proof of the Darcy law is proposed in the framework of the homogenization theory. The starting...
International audienceWe present homogenization of the viscous incompressible porous media flows und...
The present thesis is devoted to derivation of Darcy’s Law for incompressible Newtonian fluid in per...
We consider the homogenisation of the Stokes equations in a porous medium which is evolving in time....
The present thesis is devoted to derivation of Darcy’s Law for incompressible Newtonian fluid in per...
The present thesis is devoted to derivation of Darcy’s Law for incompressible Newtonian fluid in per...
The present thesis is devoted to derivation of Darcy’s Law for incompressible Newtonian fluid in per...
AbstractWe study the behavior of the solution to the non-stationary Stokes equations in a porous med...
BackgroundSeepage in porous media is modeled as a Stokes flow in an open pore system contained in a ...
By separation of scales and the homogenization of a flow through porous media, a two-scale problem a...
By separation of scales and the homogenization of a flow through porous media, a two-scale problem a...
Abstract. We derive a macroscopic model for single phase, incompressible, viscous fluid flow in a po...
summary:The goal of this paper is to present a different approach to the homogenization of the Diric...
Seepage through a strongly heterogeneous material, consisting of open saturated pores, is modeled as...
Homogenization of flow in porous media is studied. The continuity equation in conjunction with Darcy...
A new proof of the Darcy law is proposed in the framework of the homogenization theory. The starting...
International audienceWe present homogenization of the viscous incompressible porous media flows und...