A free boundary problem of fluid flow in the porous medium is considered. A finite difference scheme is constructed and written in the form of the inclusion for the sum of several multi-valued operators. The study of this mesh scheme and iterative algorithms of its numerical solution is performed. Solution of the mesh problem by Gauss-Seidel and by Schwarz alternating methods was executed. The numerical results are reported which confirm the theoretical results. © 2001 Elsevier Science B.V. All rights reserved
Flow in a multiaquifer porous system can be simulated by the so-called \u201cquasi three-dimensional...
Motion of a viscous fluid interface is encountered in many physical processes in engineering applica...
AbstractThe correct numerical modelling of free-surface hydrodynamics often requires the solution of...
A free boundary problem of fluid flow in the porous medium is considered. A finite difference scheme...
© 2001 IEEE. Free boundary problem of fluid flow in the porous medium is considered. Finite differen...
© 2001 IEEE. Free boundary problem of fluid flow in the porous medium is considered. Finite differen...
© 2001 IEEE. Free boundary problem of fluid flow in the porous medium is considered. Finite differen...
Discusses well posed and ill posed problems in free surface flows in porous media (with or without g...
Three free surface problems have been investigated. The first two involve incompressible flows and t...
AbstractA numerical approximation is used to present the solution of a free-boundary problem in one ...
This thesis consist of an introduction and four research papers concerning numerical analysis for a ...
Avariational formulation has been developed to solve a parabolic partial differential equation descr...
In this thesis, we studied numerical methods for the coupling of free fluid flow with porous medium ...
This thesis examines various techniques for the solution of unsteady porous flow problems with movin...
Flow in a multiaquifer porous system can be simulated by the so-called “quasi three-dimensional” mod...
Flow in a multiaquifer porous system can be simulated by the so-called \u201cquasi three-dimensional...
Motion of a viscous fluid interface is encountered in many physical processes in engineering applica...
AbstractThe correct numerical modelling of free-surface hydrodynamics often requires the solution of...
A free boundary problem of fluid flow in the porous medium is considered. A finite difference scheme...
© 2001 IEEE. Free boundary problem of fluid flow in the porous medium is considered. Finite differen...
© 2001 IEEE. Free boundary problem of fluid flow in the porous medium is considered. Finite differen...
© 2001 IEEE. Free boundary problem of fluid flow in the porous medium is considered. Finite differen...
Discusses well posed and ill posed problems in free surface flows in porous media (with or without g...
Three free surface problems have been investigated. The first two involve incompressible flows and t...
AbstractA numerical approximation is used to present the solution of a free-boundary problem in one ...
This thesis consist of an introduction and four research papers concerning numerical analysis for a ...
Avariational formulation has been developed to solve a parabolic partial differential equation descr...
In this thesis, we studied numerical methods for the coupling of free fluid flow with porous medium ...
This thesis examines various techniques for the solution of unsteady porous flow problems with movin...
Flow in a multiaquifer porous system can be simulated by the so-called “quasi three-dimensional” mod...
Flow in a multiaquifer porous system can be simulated by the so-called \u201cquasi three-dimensional...
Motion of a viscous fluid interface is encountered in many physical processes in engineering applica...
AbstractThe correct numerical modelling of free-surface hydrodynamics often requires the solution of...