Add to ORKGWe study a set of equations describing the flow of an incompressible viscous fluid through a rigid porous medium. Existence, uniqueness and stability results are established for the case of a region impregnated with fluid, and uniqueness for an unsaturated region
We consider a one dimensional incompressible flow through a porous medium undergoing deformations su...
We establish existence and uniqueness results over the semi-infinite interval [0, ∞) for a class of ...
In this paper we consider the incompressible viscous fluid flow through a porous medium whose grains...
In this short note we study the stability of flows of a fluid through porous media that satisfies a ...
AbstractWe consider a system of nonlinear coupled partial differential equations that models immisci...
The interaction between a fluid flow and a transversely isotropic porous medium is described. A homo...
Abstract: A generalization of the Navier-Stokes equa.-tions, proposed by Prieur du Plessis and Masli...
The initial-boundary value problem for the system of one-dimensional isothermal motion of viscous li...
For a class of regular viscous compressible steady flows it is proven uniqueness in the class of ste...
This work uses a previuosly proposed mathematical model to study the filling up of an unsaturated ri...
A uniqueness theorem for steady viscous ideal fluid flow is proved by fixing different regularity cl...
We study how the stability of a homogeneous incompressible fluid flow over a saturated Brinkman poro...
This is the first of two articles dealing with fluid flow in compressible porous media. In this arti...
International audienceThis work addresses the macroscopic modeling of flow near porous media boundar...
A three-dimensional transient equation for the flow of any time-independent incompressible fluid, Ne...
We consider a one dimensional incompressible flow through a porous medium undergoing deformations su...
We establish existence and uniqueness results over the semi-infinite interval [0, ∞) for a class of ...
In this paper we consider the incompressible viscous fluid flow through a porous medium whose grains...
In this short note we study the stability of flows of a fluid through porous media that satisfies a ...
AbstractWe consider a system of nonlinear coupled partial differential equations that models immisci...
The interaction between a fluid flow and a transversely isotropic porous medium is described. A homo...
Abstract: A generalization of the Navier-Stokes equa.-tions, proposed by Prieur du Plessis and Masli...
The initial-boundary value problem for the system of one-dimensional isothermal motion of viscous li...
For a class of regular viscous compressible steady flows it is proven uniqueness in the class of ste...
This work uses a previuosly proposed mathematical model to study the filling up of an unsaturated ri...
A uniqueness theorem for steady viscous ideal fluid flow is proved by fixing different regularity cl...
We study how the stability of a homogeneous incompressible fluid flow over a saturated Brinkman poro...
This is the first of two articles dealing with fluid flow in compressible porous media. In this arti...
International audienceThis work addresses the macroscopic modeling of flow near porous media boundar...
A three-dimensional transient equation for the flow of any time-independent incompressible fluid, Ne...
We consider a one dimensional incompressible flow through a porous medium undergoing deformations su...
We establish existence and uniqueness results over the semi-infinite interval [0, ∞) for a class of ...
In this paper we consider the incompressible viscous fluid flow through a porous medium whose grains...