Boundary Element Domain Decomposition Method And Its Parallelization For The Problem Exhibiting Nonlinear Boundary Conditions
Price
Free (open access)
Transaction
Volume
19
Pages
10
Published
1997
Size
752 kb
Paper DOI
10.2495/BE970561
Copyright
WIT Press
Author(s)
N. Kamiya and H. Iwase
Abstract
The problem with nonlinear mixed boundary condition, using boundary element method (BEM), results in the problem for solving nonlinear algebraic equations. We usually treat with the nonlinear algebraic equations by applying iterative scheme such as the Newton-Raphson method, which is generally not computationally efficient. Here, we propose more efficient scheme compared with conventional methods, by applying domain decomposition which we previously introduced to BEM analysis with help of parallel computing. The entire domain is decomposed into subdomains with fictitious boundaries taken inside and therefore, each subdomain becomes smaller. The size of resulting nonlinear equation is smaller, which can be solved more effectively. Radiation condition in the hea
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