Boundary Element Methods: Current Research in Japan and China
Proceedings of the 5th Japan-China Symposium, Sapporo, Japan, 1-4 June, 1993
Published on 13. May 1993
Book
Hardback
384 pages
978-0-444-89973-6 (ISBN)
Description
The developments in boundary element research in recent decades have been mainly attributable to the innovation of efficient computational techniques by introducing boundary elements for discretization of the boundary integral equations. Owing to the many important breakthroughs in this domain, BEM has been widely recognized as one of the main techniques in computer-aided engineering (CAE). BEM is an efficient tool for optimal shape design and other topical inverse problems. Further advances continue to be made in innovating and developing more efficient solution procedures based on BEM for both linear and nonlinear problems. The impact of advanced computer technology, including down-sizing and networks as well as super and parallel computers, is a major influencing factor in the further extensions and applications of BEM. The most important topics in BEM are described here by well-known researchers in the field. The 38 papers are characterized by a combination of tutorial and state-of-the-art aspects.
More details
Language
English
Place of publication
Oxford
United Kingdom
Publishing group
Elsevier Science & Technology
Target group
College/higher education
Professional and scholarly
Illustrations
index
ISBN-13
978-0-444-89973-6 (9780444899736)
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Schweitzer Classification
Content
Part 1 Elastodynamics I: A time space domain approach of BEM for elastodynamics of axisymmetric body (Z.H. Yao et al.). A comparison between boundary element systems in frequency and time domain wave equation (T. Fukui, K. Funato). Part 2 Electromagnetics: An iterative boundary element analysis of a corona device (H. Igarashi et al.). An analysis of axisymmetric ion engine using boundary element method (T. Honma et al.). Part 3 Computational Aspects I: Domain decomposition method with boundary elements (J.L. Zhu). Source iterative multiple reciprocity techniques for Helmholtz eigenvalue problems with boundary elements (M. Itagaki, C.A. Brebbia). Part 4 Fluid Flow I: A boundary element method for the steady potential problem of surface - effect ships (Y.L. Zhang). Bifurcation analysis of viscous flow between two rotating coaxial disks (T. Manabe et al.). Part 5 Elasticity I: The dam - foundation problems treated by 3-D finite elements in combination with infinite boundary elements (Z.Z. Cen et al.). New method of analysis for three dimensional crack problems and its applications (H. Noguchi et al.). Part 6 Inverse Problems: Coating defect inspection in corrosion problems (S. Aoki, K. Amaya). Application of BIEM to elastodynamic crack determination problems (N. Nishimura, S. Kobayashi). Part 7 Computational Aspects II: Boundary Fourier transformation method for structural analysis (F.B. He). An efficient treatment of 2-D potential fields with small circular inclusions (T. Matsumoto et al.). Part 8 Elastoplasticity: Boundary element analysis for axisymmetric elastoplastic finite deformation problems (X. Ji, L. Deng). Elastoplastic contact analysis by the boundary element method (G. Shen et al.). Part 9 Elastodynamics II: A boundary element method to scattering of SH wave in an anisotropic medium (W.F. Zhong). Boundary element analysis of scattering problem in two dimensional micropolar elasticity (T. Fukui, Y. Okui). Part 10 Fluid Flow II: BEM modelling for 3-D transient sloshing (Z.X. Feng). Part 11 Computational Aspects III: Application of time stepping BEM to transient heat conduction problems (M. Tanaka et al.). Convergence of boundary element methods for some initial-Neumann problems (Y. Hongtao, K. Onishi). Part 12 Elasticity II: The coupling of finite layer method with boundary element method and its applications (Z.Y. Cao et al.).