In this study a spreadsheet application of three-dimensional seepage modeling with an unknown free surface has been carried out. The governing equation is derived using finite differences method in the general case of anisotropic and non-uniform material properties and variable grid spacing. The derived finite difference equation is also modified by the extended pressure (EP) method in order to reduce variational inequalities to simpler equalities. One of the main advantages of this study is that only one finite difference equation has been applied to the solution domain instead of derivation of additional finite difference equation to impervious boundary conditions, inclined interfaces, etc. The technique is illustrated by two free-surface...
The paper gives a closed-form theoretical solution for the steady seepage below the flat horizontal ...
A new variational inequality formulation for seepage problems with free surfaces was presented, in w...
In this research work, finite element approach is employed to solve the governing differential equat...
In this paper, a new finite-difference-solution technique for solving transient seepage problems wit...
In this paper, a new finite-difference-solution technique for solving transient seepage problems wit...
In this paper, two main iterative approaches based on the Finite Element Method (FEM) are investigat...
An approximate step-by-step procedure is presented for the finite element analysis of transient unco...
The analysis of unconfined seepage flows is often required in geotechnical engineering, for instance...
A numerical model has been made for the solution of phreatic surface seepage (single-phase fluid flo...
The purpose of this study is to present the development and application of residual flow procedure f...
This paper describes new advances in the computational modeling of groundwater and seepage using the...
A two-dimensional finite difference model, which solves mixed type of Richards' equation, whose non-...
A new variational inequality formulation for seepage problems with free surfaces is presented, in wh...
The normal use of the finite element method in the analysis of earth and rock-fill darns involves tr...
Abstract In seepage problems, the coefficients of permeability in Laplace equation are usually assum...
The paper gives a closed-form theoretical solution for the steady seepage below the flat horizontal ...
A new variational inequality formulation for seepage problems with free surfaces was presented, in w...
In this research work, finite element approach is employed to solve the governing differential equat...
In this paper, a new finite-difference-solution technique for solving transient seepage problems wit...
In this paper, a new finite-difference-solution technique for solving transient seepage problems wit...
In this paper, two main iterative approaches based on the Finite Element Method (FEM) are investigat...
An approximate step-by-step procedure is presented for the finite element analysis of transient unco...
The analysis of unconfined seepage flows is often required in geotechnical engineering, for instance...
A numerical model has been made for the solution of phreatic surface seepage (single-phase fluid flo...
The purpose of this study is to present the development and application of residual flow procedure f...
This paper describes new advances in the computational modeling of groundwater and seepage using the...
A two-dimensional finite difference model, which solves mixed type of Richards' equation, whose non-...
A new variational inequality formulation for seepage problems with free surfaces is presented, in wh...
The normal use of the finite element method in the analysis of earth and rock-fill darns involves tr...
Abstract In seepage problems, the coefficients of permeability in Laplace equation are usually assum...
The paper gives a closed-form theoretical solution for the steady seepage below the flat horizontal ...
A new variational inequality formulation for seepage problems with free surfaces was presented, in w...
In this research work, finite element approach is employed to solve the governing differential equat...