Penetrable Wedge Analysis
Abstract
The required inner products in the Galerkin solution of the integral equation, using a basis of exponential-weighted Laguerre polynomials, are expressed as series of algebraic forms. We are presently evaluating these series to get a feel for the invertibility of the integral equation (transformed to a system of linear equations), prior to any inclusion of the anticipated asymptotic behavior from the Sommerfeld half-space problem. If this unmodified system of the first kind inverts nicely, then its inverse can be used to express the boundary value problem as a system of the second kind; resulting in a whole new set of opportunities for iterative or perturbation series approaches.
Document Details
- Document Type
- Technical Report
- Publication Date
- Feb 03, 1994
- Accession Number
- ADA277219
Entities
People
- Robert W. Scarstein
Organizations
- University of Alabama