FINITE _ DIFFERNCE METHODS AND SIMILARITY SOLUTIONS FOR SOLVING SOME PROBLEMS IN FLUID DYNAMICS
HAny al _ Badrey Hosham;
Abstract
Our aim in this thesis which consists of four chapters is focused on finite-difference methods and similarity solutions for solving some problems in fluid dynamics. Through this study the generalized Burgers' equation as well as unsteady boundary layer flow near a stagnation point are transformed in the similarity form by using Buckingham's Pi-theorem and group theoretic method. A comparison between the present methods with other methods are given. A brief discussion of these chapters are given as follows:
Other data
| Title | FINITE _ DIFFERNCE METHODS AND SIMILARITY SOLUTIONS FOR SOLVING SOME PROBLEMS IN FLUID DYNAMICS | Other Titles | طرق الفروق المحدودة والحلول المتماثلة لحل بعض المسائل فى ديناميكا الموائع | Authors | HAny al _ Badrey Hosham | Issue Date | 2004 |
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