Article
Open Access
A Generalized Relaxation Method for Transport and Diffusion of Pollutant Models in Shallow Water
-
A.I. Delis
and
Th. Katsaounis
Published/Copyright:
January 1, 2004
Received: 2004-09-02
Revised: 2004-10-19
Accepted: 2004-11-26
Published Online: 2004
Published in Print: 2004
© Institute of Mathematics, NAS of Belarus
Articles in the same Issue
- Peter Vabishchevich-50
- Unsteady Flow of a Two-Layer Blood Stream Past a Tapered Flexible Artery under Stenotic Conditions
- A Generalized Relaxation Method for Transport and Diffusion of Pollutant Models in Shallow Water
- Solution of a Wave Equation by a Mixed Finite Element - Fictitious Domain Method
- Error Estimates and Iterative Procedure for Mixed Finite Element Solution of Second-Order Quasi-Linear Elliptic Problems
- A Two Point Difference Scheme of an Arbitrary Order of Accuracy for BVPS for Systems of First Order Nonlinear Odes
- Difference Schemes for Elliptic Equations with Mixed Derivatives
Keywords for this article
Shallow Water Equations;
Relaxation Schemes;
Finite Differences;
TVD;
Transport and Diffusion of Pollutant;
Source Terms
Creative Commons
BY-NC-ND 4.0
Articles in the same Issue
- Peter Vabishchevich-50
- Unsteady Flow of a Two-Layer Blood Stream Past a Tapered Flexible Artery under Stenotic Conditions
- A Generalized Relaxation Method for Transport and Diffusion of Pollutant Models in Shallow Water
- Solution of a Wave Equation by a Mixed Finite Element - Fictitious Domain Method
- Error Estimates and Iterative Procedure for Mixed Finite Element Solution of Second-Order Quasi-Linear Elliptic Problems
- A Two Point Difference Scheme of an Arbitrary Order of Accuracy for BVPS for Systems of First Order Nonlinear Odes
- Difference Schemes for Elliptic Equations with Mixed Derivatives
