Some Developments Of The Natural Boundary
Element Method
Author(s)
D. Yu
Abstract
In this paper some new developments of the natural boundary element
method are presented. Based on the natural boundary reduction, some
new domain decomposition methods, which are very effective for solving
exterior problems, are suggested, and the natural integral operators play a
very important role in the domain decomposition. The natural boundary
element method for 3-d elliptic problems are developed. This method is also
applied to solve 2-d problems of some parabolic and hyperbolic equations.
Based on the natural boundary integral operator and the Poisson integral
formula for the exterior elliptic domain, a coupling method and a domain
decomposition method are developed for solving problems over some elon-
gated exterior domains. Som
Keywords
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Other papers in this volume
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