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Series in Pure Mathematics - Vol. 22
COMPLEX VARIABLE METHODS IN PLANE ELASTICITY
by Jian-ke Lu (Wuhan University, China)
This book deals systematically with the mathematical theory of plane elasto-statics by using complex variable methods, together with many results originated by the author. The problems considered are reduced to integral equations, Fredholem or singular, which are rigorously proved to be uniquely solvable. Particular attention is paid to the subjects of crack problems in the quite general case, especially those of composite media, which are solved by a unified method. The methods used in this book are constructive so that they may be used in practice.
Contents:
- General Theory
- General Methods of Solution for Fundamental
Problems
- Methods of Solution for Various Particular Problems
- Problems with Compound Boundary Conditions
- Fundamental Crack Problems
- Fundamental Crack Problems of Composite Materials
- On the Uniqueness Theorems for Fundamental Problems
Readership: Mathematicians and mechanical engineers.
| 240pp |
Pub. date: Sept 1995 |
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