. Capillary pressure-saturation-relative permeability relations described using the van Genuchten and Mualem models for non-uniform porous media lead to numerical convergence difficulties when used with Richards' equation for certain auxiliary conditions. These difficulties arise because of discontinuities in the derivative of specific moisture capacity and relative permeability as a function of capillary pressure. Convergence difficulties are illustrated using standard numerical approaches to simulate such problems. Constitutive relations, interblock permeability, and nonlinear algebraic system approximation methods, and two time integration approaches are investigated. An integral permeability approach approximated by Hermite polynom...
Mass transport through porous media is an important subject to engineers and scientists in various a...
Models of instabilities in porous media usually assume that the capillary pressure (the difference o...
CER62RHB59.October 1962.Non-funded contributing project of the Western Regional Research Committee, ...
Capillary pressure-saturation-relative permeability relations described using the van Genuchten [198...
AbstractWe study a porous medium with saturated, unsaturated, and dry regions, described by Richards...
Abstract: We study a porous medium with saturated, un-saturated, and dry regions, described by Richa...
We develop a resolution of the Richards equation for the porous media of variable saturation by a fi...
The Richards equation is a mathematical model for unsaturated flow through porous media. This paper ...
Most classical predictive models of relative permeability conceptualize the pores in porous media as...
This article describes a semi-analytical model for two-phase immiscible flow in porous media. The mo...
Non-Newtonian fluids are used in current oil recovery processes. These fluids do not satisfy the lin...
Mass transport through porous media is an important subject to engineers and scientists in various:a...
International audienceNeglecting capillary pressure effects in two-phase flow models for porous medi...
The paper presents numerical simulations of water infiltration in unsaturated porous media containin...
We present a heterogeneous domain decomposition approach to the Richards equation coupled with surfa...
Mass transport through porous media is an important subject to engineers and scientists in various a...
Models of instabilities in porous media usually assume that the capillary pressure (the difference o...
CER62RHB59.October 1962.Non-funded contributing project of the Western Regional Research Committee, ...
Capillary pressure-saturation-relative permeability relations described using the van Genuchten [198...
AbstractWe study a porous medium with saturated, unsaturated, and dry regions, described by Richards...
Abstract: We study a porous medium with saturated, un-saturated, and dry regions, described by Richa...
We develop a resolution of the Richards equation for the porous media of variable saturation by a fi...
The Richards equation is a mathematical model for unsaturated flow through porous media. This paper ...
Most classical predictive models of relative permeability conceptualize the pores in porous media as...
This article describes a semi-analytical model for two-phase immiscible flow in porous media. The mo...
Non-Newtonian fluids are used in current oil recovery processes. These fluids do not satisfy the lin...
Mass transport through porous media is an important subject to engineers and scientists in various:a...
International audienceNeglecting capillary pressure effects in two-phase flow models for porous medi...
The paper presents numerical simulations of water infiltration in unsaturated porous media containin...
We present a heterogeneous domain decomposition approach to the Richards equation coupled with surfa...
Mass transport through porous media is an important subject to engineers and scientists in various a...
Models of instabilities in porous media usually assume that the capillary pressure (the difference o...
CER62RHB59.October 1962.Non-funded contributing project of the Western Regional Research Committee, ...