A numerical model for flow of two immiscible, incompressible fluids in a two-dimensional, incompressible, heterogeneous, and possibly anisotropic porous medium is developed. The numerical model actually incorporates two different formulations. One formulation solves for the wetting-phase pressure and saturation as primary unknowns, while the other formulation solves for the wetting-phase pressure and capillary pressure. Both formulations of the model are verified through comparison with an analytical solution for two-phase flow. The formulations exhibit differing degrees of internal mass balance. One of the model formulations is used to simulate a laboratory experiment involving the inundation of a heterogeneous sand pack by tetrachloroethy...
This paper reviews recent research results in two-phase flow in porous media obtained by the authors
AbstractA modern numerical scheme for simulation of flow of two immiscible and incompressible phases...
The flow of two immiscible fluids in porous media is described by two coupled non-linear partial dif...
Vita.A three-dimensional model describing the two-phase (air-water) fluid flow equations in an integ...
Six models (Simulators) are formulated and developed with all possible combinations of pressure and ...
Numerical modeling of two-phase flows in heterogeneous and fractured media is of great interest in p...
We present a new numerical model for macroscale two-phase flow in porous media which is based on a p...
A comparison of Standard Galerkin, Petrov-Galerkin, and Fully-Upwind Galerkin methods for the simula...
In this study, non-Darcy inertial two-phase incompressible and non-stationary flow in heterogeneous ...
In the framework of its research programme on severe nuclear reactor accidents, the Institut de Radi...
A three-dimensional model describing the two-phase (air-water) fluid flow equations in an integrated...
This paper is made available here with permission from the editors. http://www.math.ualberta.ca/ijna...
The coupled modeling of the flow of two immiscible fluid phases in a heterogeneous, elastic, porous ...
International audienceSignificant inertial effects are observed for many applications such as flow i...
A semianalytical solution for transient two-phase water, air, and heat flow in a uniform porous medi...
This paper reviews recent research results in two-phase flow in porous media obtained by the authors
AbstractA modern numerical scheme for simulation of flow of two immiscible and incompressible phases...
The flow of two immiscible fluids in porous media is described by two coupled non-linear partial dif...
Vita.A three-dimensional model describing the two-phase (air-water) fluid flow equations in an integ...
Six models (Simulators) are formulated and developed with all possible combinations of pressure and ...
Numerical modeling of two-phase flows in heterogeneous and fractured media is of great interest in p...
We present a new numerical model for macroscale two-phase flow in porous media which is based on a p...
A comparison of Standard Galerkin, Petrov-Galerkin, and Fully-Upwind Galerkin methods for the simula...
In this study, non-Darcy inertial two-phase incompressible and non-stationary flow in heterogeneous ...
In the framework of its research programme on severe nuclear reactor accidents, the Institut de Radi...
A three-dimensional model describing the two-phase (air-water) fluid flow equations in an integrated...
This paper is made available here with permission from the editors. http://www.math.ualberta.ca/ijna...
The coupled modeling of the flow of two immiscible fluid phases in a heterogeneous, elastic, porous ...
International audienceSignificant inertial effects are observed for many applications such as flow i...
A semianalytical solution for transient two-phase water, air, and heat flow in a uniform porous medi...
This paper reviews recent research results in two-phase flow in porous media obtained by the authors
AbstractA modern numerical scheme for simulation of flow of two immiscible and incompressible phases...
The flow of two immiscible fluids in porous media is described by two coupled non-linear partial dif...