Author(s): S. Meddahi, 0. Menendez, P. Perez & J. Valdes
In this paper we apply the coupling of the boundary integral method
and the finite element method to solve a nonlinear problem in the plane.
Specifically the boundary value problem consists of a second order quasi-
linear problem in divergence form in a bounded inner region and the Laplace
equation in the corresponding unbounded exterior region, in addition to
appropriate transmission conditions.
The method of coupling presented
here is based on the alternative Schwarz method.
Numerical results are
presented in order to show the robustness of the method.
Many boundary value problems arising in engineering are defined on large
or even unbounded domains, for which the traditional numerical methods
Usually a characteristic of these problems is that ...
Size: 622 kb
Paper DOI: 10.2495/BT930291
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