summary:Numerical approximation schemes are discussed for the solution of contaminant transport with adsorption in dual-well flow. The method is based on time stepping and operator splitting for the transport with adsorption and diffusion. The nonlinear transport is solved by Godunov’s method. The nonlinear diffusion is solved by a finite volume method and by Newton’s type of linearization. The efficiency of the method is discussed
The paper addresses the site verification of the practical 2D-mathematical model of conservative and...
In this paper, the numerical approximation of a nonlinear diffusion equation arising in contaminant ...
Analytical solutions for conservative solute diffusion in one-dimensional double-layered porous medi...
summary:Numerical approximation schemes are discussed for the solution of contaminant transport with...
summary:Numerical approximation schemes are discussed for the solution of contaminant transport with...
Abstract: We discuss the inverse problem for contaminant transport in porous media. The nonlinear ad...
In this note we present some simulations and some analytical solutions, in closed form, of the advec...
In this thesis we describe an analytical approximation method for predicting the advective- dispersi...
The problem of predicting fluid movement in a variably saturated porous medium is important in many...
In this research work, we provide a regular perturbation analysis of a non – linear equation arisin...
A procedure based on combining the method of characteristics with a Galerkin finite element method i...
B. Malengier, E. Trojaková We consider a convection-diffusion-adsorption-reaction system in 1D, whi...
summary:We discuss the formulation of a simulator in three spatial dimensions for a multicomponent, ...
summary:We discuss the formulation of a simulator in three spatial dimensions for a multicomponent, ...
A new method to determine semi-analytical solutions of one-dimensional contaminant transport problem...
The paper addresses the site verification of the practical 2D-mathematical model of conservative and...
In this paper, the numerical approximation of a nonlinear diffusion equation arising in contaminant ...
Analytical solutions for conservative solute diffusion in one-dimensional double-layered porous medi...
summary:Numerical approximation schemes are discussed for the solution of contaminant transport with...
summary:Numerical approximation schemes are discussed for the solution of contaminant transport with...
Abstract: We discuss the inverse problem for contaminant transport in porous media. The nonlinear ad...
In this note we present some simulations and some analytical solutions, in closed form, of the advec...
In this thesis we describe an analytical approximation method for predicting the advective- dispersi...
The problem of predicting fluid movement in a variably saturated porous medium is important in many...
In this research work, we provide a regular perturbation analysis of a non – linear equation arisin...
A procedure based on combining the method of characteristics with a Galerkin finite element method i...
B. Malengier, E. Trojaková We consider a convection-diffusion-adsorption-reaction system in 1D, whi...
summary:We discuss the formulation of a simulator in three spatial dimensions for a multicomponent, ...
summary:We discuss the formulation of a simulator in three spatial dimensions for a multicomponent, ...
A new method to determine semi-analytical solutions of one-dimensional contaminant transport problem...
The paper addresses the site verification of the practical 2D-mathematical model of conservative and...
In this paper, the numerical approximation of a nonlinear diffusion equation arising in contaminant ...
Analytical solutions for conservative solute diffusion in one-dimensional double-layered porous medi...
DOI
Add to ORKG