Add to ORKGAnalytical solution of one dimensional temporally dependent advection-dispersion equation in homogeneous porous medi
An analytical solution is obtained for the advection-dispersion of a constant input concentration al...
Summarization: A closed-form analytical small-perturbation (or first-order) solution to the one-dime...
A new semi-analytical solution to the advection–dispersion–reaction equation for modelling solute tr...
The parallel plate geometry has been considered to analytically solve the advection \u2013 dispersio...
This study develops a mathematical model for one-dimensional solute transport of miscible type conta...
Demand has increased for analytical solutions to determine the velocities and dispersion coefficient...
In this paper a theoretical model is developed for the advection-dispersion problem in one-dimension...
We study a uniform flow in a parallel plate geometry to model contaminant transport through a satura...
In this paper, a time dependent one-dimensional linear advection-diffusion equation with Dirichlet h...
August 1971.Includes bibliographic references (pages 84-88).A general two-dimensional equation of di...
One-dimensional advection-dispersion equation (ADE) is studied along unsteady longitudinal flow thro...
In this study, analytical models for predicting groundwater contamination in isotropic and homogeneo...
Mathematical studies of solute transport in porous media have often utilized “equivalent” models of ...
A two-dimensional model, which provides approximate description of time-dependent transport, is pres...
Analytical solutions are obtained for dispersion of pollutants along groundwater flow in a longitudi...
An analytical solution is obtained for the advection-dispersion of a constant input concentration al...
Summarization: A closed-form analytical small-perturbation (or first-order) solution to the one-dime...
A new semi-analytical solution to the advection–dispersion–reaction equation for modelling solute tr...
The parallel plate geometry has been considered to analytically solve the advection \u2013 dispersio...
This study develops a mathematical model for one-dimensional solute transport of miscible type conta...
Demand has increased for analytical solutions to determine the velocities and dispersion coefficient...
In this paper a theoretical model is developed for the advection-dispersion problem in one-dimension...
We study a uniform flow in a parallel plate geometry to model contaminant transport through a satura...
In this paper, a time dependent one-dimensional linear advection-diffusion equation with Dirichlet h...
August 1971.Includes bibliographic references (pages 84-88).A general two-dimensional equation of di...
One-dimensional advection-dispersion equation (ADE) is studied along unsteady longitudinal flow thro...
In this study, analytical models for predicting groundwater contamination in isotropic and homogeneo...
Mathematical studies of solute transport in porous media have often utilized “equivalent” models of ...
A two-dimensional model, which provides approximate description of time-dependent transport, is pres...
Analytical solutions are obtained for dispersion of pollutants along groundwater flow in a longitudi...
An analytical solution is obtained for the advection-dispersion of a constant input concentration al...
Summarization: A closed-form analytical small-perturbation (or first-order) solution to the one-dime...
A new semi-analytical solution to the advection–dispersion–reaction equation for modelling solute tr...