We consider a non-linear Forchheimer equation for a slightly compressible fluid, which is a model for a non-Darcy porous media flow. We prove that the initial-boundary value problem for the equation is well-posed in Lp for a Forchheimer polynomial of any degree. Some asymtotic Lp bounds are established
A method developed by Arnold to prove nonlinear stability of certain steady states for ideal incompr...
We prove the existence of regular dissipative solutions and global attractors for the 3D Brinkmann-F...
The continuous dependence of the two fluids which interface with each other in a bounded domain is d...
∗Corresponding author The generalized Forchheimer flows are studied for slightly compressible fluids...
Abstract Under the necessary compatibility condition and some mild regularity assumptions on the int...
We study the generalized Forchheimer flows of slightly compressible fluids in heterogeneous porous m...
We consider the problem of employing a Brinkman-Forchheimer system to model flow in a porous medium ...
This article continues the study in [4] of generalized Forchheimer flows in heterogeneous porous med...
We consider the mixed formulation of the equations governing Darcy-Forchheimer ow in porous media. W...
This thesis is devoted to Darcy Brinkman Forchheimer (DBF) equations with a non standard boundary co...
summary:The spatial behavior of solutions is studied in the model of Forchheimer equations. Using th...
We present here both one- and two-dimensional models for turbulent flow through heterogeneous unboun...
The onset of natural convectionin a fluid-saturated porous medium (Horton-Rogers-Lapwood problem) wi...
We provide rigorous asymptotic models for the free boundary Darcy and Forchheimer problem under the ...
In this work we propose upscaling method for nonlinear Forchheimer flow in highly heterogeneous poro...
A method developed by Arnold to prove nonlinear stability of certain steady states for ideal incompr...
We prove the existence of regular dissipative solutions and global attractors for the 3D Brinkmann-F...
The continuous dependence of the two fluids which interface with each other in a bounded domain is d...
∗Corresponding author The generalized Forchheimer flows are studied for slightly compressible fluids...
Abstract Under the necessary compatibility condition and some mild regularity assumptions on the int...
We study the generalized Forchheimer flows of slightly compressible fluids in heterogeneous porous m...
We consider the problem of employing a Brinkman-Forchheimer system to model flow in a porous medium ...
This article continues the study in [4] of generalized Forchheimer flows in heterogeneous porous med...
We consider the mixed formulation of the equations governing Darcy-Forchheimer ow in porous media. W...
This thesis is devoted to Darcy Brinkman Forchheimer (DBF) equations with a non standard boundary co...
summary:The spatial behavior of solutions is studied in the model of Forchheimer equations. Using th...
We present here both one- and two-dimensional models for turbulent flow through heterogeneous unboun...
The onset of natural convectionin a fluid-saturated porous medium (Horton-Rogers-Lapwood problem) wi...
We provide rigorous asymptotic models for the free boundary Darcy and Forchheimer problem under the ...
In this work we propose upscaling method for nonlinear Forchheimer flow in highly heterogeneous poro...
A method developed by Arnold to prove nonlinear stability of certain steady states for ideal incompr...
We prove the existence of regular dissipative solutions and global attractors for the 3D Brinkmann-F...
The continuous dependence of the two fluids which interface with each other in a bounded domain is d...
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