EFFICIENT AND ACCURATE NUMERICAL METHODS FOR THE BURGERS' AND RELATED PARTIAL DIFFERENTIAL EQUATIONS
TALAAT ELSAID ALI ELDANAF;
Abstract
The main aim of this study is to find a numerical solution to the Burgers equation and the related partial differential equations, such as the modified Burgers equation, and the Korteweg de-Vries -Burgers equation.
In chapter one we introduced the physical meaning of the Burgers equation, and a short note about J. M. Burgers, who discovered this equation, and also the relation to the turbulence and the shock waves, and we established the Burgers equation
In chapter one we introduced the physical meaning of the Burgers equation, and a short note about J. M. Burgers, who discovered this equation, and also the relation to the turbulence and the shock waves, and we established the Burgers equation
Other data
| Title | EFFICIENT AND ACCURATE NUMERICAL METHODS FOR THE BURGERS' AND RELATED PARTIAL DIFFERENTIAL EQUATIONS | Other Titles | الطرق العدديه الفعاله والموثره والتقريبيه لمعادله بيرجر والمعادلات التفاضليه الجزئيه المرتبطه بها | Authors | TALAAT ELSAID ALI ELDANAF | Issue Date | 1998 |
Attached Files
| File | Size | Format | |
|---|---|---|---|
| B18097.pdf | 2.51 MB | Adobe PDF | View/Open |
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