Water pollution assessment problems arise frequently in environmental science. In this research, a finite difference method for solving the one-dimensional steady convection-diffusion equation with variable coefficients is proposed; it is then used to optimize water treatment costs
From an advection-dispersion equation based on the mass conservation law, I developed a theoretical ...
This thesis consists in a finite difference Formulation for solution of the one-dimensional Advectio...
AbstractThe optimal control theory allows us to design a wastewater treatment system in order to con...
River pollution is already a common natural disaster in today’s world due to human’s daily activitie...
The one-dimensional advection-diffusion-reaction equation is a mathematical model describing transpo...
This project proposed a steady one-dimensional advection-dispersion-reaction equation to calculate t...
Analytical solution has been obtained for one-dimensional advection-diffusion equation with constant...
The paper compares some explicit numerical methods for solving the advection equation that could be ...
Water pollution is a significant environmental issue that affects the quality of water resources a...
Numerical models are important engineering tools when considering the prediction of pollution transp...
Analytical and numerical solutions are obtained for two-dimensional advection-diffusion equation, us...
Analytical solution has been obtained for one-dimensional advection-diffusion equation which include...
The study of pollution movement is an important basis for solving water quality problems, which is o...
The aim of this study is to provide an analysis on pollutant concentration in surface waters using o...
This work consists on the study of an optimal control problem relating to the water pollution. We an...
From an advection-dispersion equation based on the mass conservation law, I developed a theoretical ...
This thesis consists in a finite difference Formulation for solution of the one-dimensional Advectio...
AbstractThe optimal control theory allows us to design a wastewater treatment system in order to con...
River pollution is already a common natural disaster in today’s world due to human’s daily activitie...
The one-dimensional advection-diffusion-reaction equation is a mathematical model describing transpo...
This project proposed a steady one-dimensional advection-dispersion-reaction equation to calculate t...
Analytical solution has been obtained for one-dimensional advection-diffusion equation with constant...
The paper compares some explicit numerical methods for solving the advection equation that could be ...
Water pollution is a significant environmental issue that affects the quality of water resources a...
Numerical models are important engineering tools when considering the prediction of pollution transp...
Analytical and numerical solutions are obtained for two-dimensional advection-diffusion equation, us...
Analytical solution has been obtained for one-dimensional advection-diffusion equation which include...
The study of pollution movement is an important basis for solving water quality problems, which is o...
The aim of this study is to provide an analysis on pollutant concentration in surface waters using o...
This work consists on the study of an optimal control problem relating to the water pollution. We an...
From an advection-dispersion equation based on the mass conservation law, I developed a theoretical ...
This thesis consists in a finite difference Formulation for solution of the one-dimensional Advectio...
AbstractThe optimal control theory allows us to design a wastewater treatment system in order to con...
DOI
Add to ORKG