Add to ORKGWe consider the numerical simulation of contaminant transport in groundwater where the mathematical model includes a nonlinear adsorption term. The method we describe combines a higher order Godunov scheme for advection with a mixed finite element method for diffusion. The method is formulated in one space dimension, and numerical results for equilibrium and nonequilibrium adsorption are presented
Two-dimensional Godunov mixed methods have been shown to be effective for the numerical solution of ...
AbstractIn this work, a dual porosity model of reactive solute transport in porous media is presente...
The density dependent flow and transport problem in groundwater is solved numerically by means of th...
In this paper, the numerical approximation of a nonlinear diffusion equation arising in contaminant ...
summary:Numerical approximation schemes are discussed for the solution of contaminant transport with...
In this paper we describe the finite element codes for two three-dimensional models of reactive tran...
A procedure based on combining the method of characteristics with a Galerkin finite element method i...
A procedure based on combining the method of characteristics with a Galerkin finite element method i...
A procedure based on combining the method of characteristics with a Galerkin finite element method i...
Advection-diffusion transport equations are important in many branches of engineering and applied sc...
Abstract — A mathematical and numerical model is developed for a nonlinearly solute transport in a t...
B. Malengier, E. Trojaková We consider a convection-diffusion-adsorption-reaction system in 1D, whi...
Two-dimensional Godunov mixed methods have been shown to be effective for the numerical solution of ...
Recently, a new theory of high-concentration brine transport in groundwater has been developed. This...
AbstractRecently, a new theory of high-concentration brine transport in groundwater has been develop...
Two-dimensional Godunov mixed methods have been shown to be effective for the numerical solution of ...
AbstractIn this work, a dual porosity model of reactive solute transport in porous media is presente...
The density dependent flow and transport problem in groundwater is solved numerically by means of th...
In this paper, the numerical approximation of a nonlinear diffusion equation arising in contaminant ...
summary:Numerical approximation schemes are discussed for the solution of contaminant transport with...
In this paper we describe the finite element codes for two three-dimensional models of reactive tran...
A procedure based on combining the method of characteristics with a Galerkin finite element method i...
A procedure based on combining the method of characteristics with a Galerkin finite element method i...
A procedure based on combining the method of characteristics with a Galerkin finite element method i...
Advection-diffusion transport equations are important in many branches of engineering and applied sc...
Abstract — A mathematical and numerical model is developed for a nonlinearly solute transport in a t...
B. Malengier, E. Trojaková We consider a convection-diffusion-adsorption-reaction system in 1D, whi...
Two-dimensional Godunov mixed methods have been shown to be effective for the numerical solution of ...
Recently, a new theory of high-concentration brine transport in groundwater has been developed. This...
AbstractRecently, a new theory of high-concentration brine transport in groundwater has been develop...
Two-dimensional Godunov mixed methods have been shown to be effective for the numerical solution of ...
AbstractIn this work, a dual porosity model of reactive solute transport in porous media is presente...
The density dependent flow and transport problem in groundwater is solved numerically by means of th...