Computations of Optimal Controls and Designs for Distributed Systems in Optics and Elasticity
Final project rept. 1 Jan-31 Dec 1988
TEXAS A AND M UNIV COLLEGE STATION DEPT OF MATHEMATICS
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The boundary element methods are studied for a variety of partial differential equations in optics and elasticity, including the Helmholtz equation on an exterior domain, the eigenvalue problem for the Laplacian, the elastostatic Timoshenko plate and 3-dimensional elastostatic solid mechanics. Numerical software has been accumulated and computer graphics has been successfully developed.
- Theoretical Mathematics