Boundary Element Methods: Fundamentals and Applications PDF
Preview Boundary Element Methods: Fundamentals and Applications
S. Kobayashi · N. Nishimura E ditors Boundary Element Methods Fundamentals and Applications s. Kobayashi . N. Nishimura (Eds.) Boundary Element Methods Fundamentals and Applications Proceedings of the IABEM Symposium Kyoto, Japan, October 14-17, 1991 Springer-Verlag Berlin Heidelberg GmbH S. Kobayashi N. Nishimura Division of Global Environment Engineering Kyoto University Kyoto, 606-01 Japan ISBN 978-3-662-06155-8 Library of Congress-in-Publication Data IABEM (Organisation). Symposium (1991: Kyoto. Japan) Boundary clement methods: fundamentals and applications: proceedings of the IABEM Symposiom, Kyoto, Japan, October 14-17.19911 S. Kobayashi and N. Nishimura, cds. ISBN 978-3-662-06155-8 ISBN 978-3-662-06153-4 (eBook) DOI 10.1007/978-3-662-06153-4 1. Boundary element methods --Congresses I. Kobayashi, S. (Shoichi). II. Nishimura, N. m. TItle TA347.B69121991 620'.00I'SI53S-dc20 92-32708 This work is subject to copyright. All rights are reserved. whether the whole or part of the material is concerned, specifically the rights oft ranslation, reprinting, reuse of illustrations. recitation. broadcasting. reproduction on microfilm or in other ways, and storage in data banks. Duplication of this publication or parts thereof is pennltted only under the provisions of the Gennan Copyright Law of September 9, 1965. in its current version, and pennission Cor use must always be obtained from Springer-Verlag Berlin Heidelberg GmbH. Violations are liable for prosecution act under German Copyright Law. e Springer-Verlag Berlin Heidelberg 1992 Originally published by Springer-Verlag Berlin Heidelberg New York in 1992 The USC ofg eneral descriptive names, registered names. trademarks. etc. in this publication does not imply, even in the absence of a specific statement, that such names are exempt from the relevant protective laws and regulations and therefore free for general usc. Typesetting: Camera ready by author 61/3020-543 2 1 0 -Printed on acid -free paper IABEM-91: International Symposium on Boundary Element Methods Organized by International Association for Boundary Element Methods (IABEM) Sponsored by Japan Society for Computational Methods in Engineering (JASCOME) Organizing Committee Prof. S. Kobayashi (ChaIrman) Kyoto University, JAPAN Prof. L. Morino University of Rome "La Sapienza", ITALY Prof. W.L. Wendland University of Stuttgart, GERMANY Prof. F.J. Rizzo Iowa State University, USA Prof. T .A. Cruse Vanderbilt University, USA Prof. A. H-D. Cheng University of Delaware, USA Local Organizing Committee S. Kobayashi, Kyoto University T. Fukui, Fukui University T. Honma, Hokkaido University Y. Kagawa, Okayama University N. Kamiya, Nagoya University K. Kishimoto, Tokyo Institute of Technology M. Kitahara, Tokai University N. Nishimura, Kyoto University K. Ohnishi, Tokyo Science University M. Tanaka, Shinshu University N. Tosaka, Nihon University R Yuuki, University of Tokyo Scientific Advisory Committee Prof. S.N. Atluri Prof. P.K. Banerjee Prof. D.E. Beskos Dr. H.D. Bui Prof. T. Burczynski Prof. T .A. Cruse Prof. J. Dominguez Prof. Qinghua Du Dr. F. Farassat Prof. T.L. Geers Dr. J.L. Hess Dr. H.W.M. Hoeijmakers Prof. S. Kobayashi Prof. G. Maier Prof. L. Morino Prof. S. Mukherjee Pre!. J.C. Nedelec Prof. R Piva Prof. C. Polizzotto Prof. F.J. Rizzo Prof. P.D. Sclavounos Prof. RP. Shaw Prof. E.P. Stephan Prof. M. Tanaka Dr. J.C.F. Telles Prof. N. Tosaka Prof. J.O. WatSG!l Prof. W. Wendland Dr. RB. Wilson Prof. J.C. Wu Dr. E.C. Yates, Jr. Prof. P.J. Zandbergen Prof. F. Ziegler Preface The Boundary Element Methods (BEM) has become one of the most efficient tools for solving various kinds of problems in engineering science. The International Association for Boundary Element Methods (IABEM) was established in order to promote and facilitate the exchange of scientific ideas related to the theory and applications of boundary element methods. The aim of this symposium is to provide a forum for researchers in boundary element methods and boundary-integral formulations in general to present contemporary concepts and techniques leading to the advancement of capabilities and understanding of this com putational methodology. The topics covered in this symposium include mathematical and computational aspects, applications to solid mechanics, fluid mechanics, acoustics, electromagnetics, heat transfer, optimization, control, inverse problems and other interdisciplinary problems. Papers deal ing with the coupling of the boundary element method with other computational methods are also included. The editors hope that this volume presents some innovative techniques and useful knowl edge for the development of the boundary element methods. February, 1992 S. Kobayashi N. Nishimura Contents Abe, K. An h-adaptive boundary element method and evaluation of error 1 Ali, A. and D. Ostergaad Implementation of FE-BE hybrid techniques into finite element pro- 11 grams Amaya, K., S. Aoki and K. Kishimoto Optimum location of electrode in cathodic protection system 21 Antes, H. and W. Cheng Vibrations of Reissner plates by BEM and DjBEM: A comparison 30 Bassanini, P., M.R. Lancia, R. Piva and C.M. Casciola Numerical approximation of boundary integral equations in three dimen- 40 sional aerodynamics Burczynski, T. Shape sensitivity analysis of uncertain static and vibrating systems us- 49 ing stochastic boundary elements Chahrour, A.H. and M. Ohtsu BEM analysis of crack propagation in concrete based on fracture 59 mechanics Cheng, A.H-D. and H. Antes On free space Green's function for high order Helmholtz equations 67 Dominguez, J. and O. Maeso Eoundary element model for the seismic analysis of arch dams 72 Fukui, T. and K. Tani Stability of time domain boundary element method in wave propagation 82 problems Futagami, T. and H. Ogata Computational aspect of ground-water management 92 Hirose, S. Dynamic crack contact analysis by boundary integral equation method 102 Hunt, B. and A.P. Adamson Current status of the GENESIS methodology for knowledge-based treat- 111 ment of transonic flows, with emphasis on shock fitting and non dissipative suppression of expansion shocks Igarashi, H., M. Kuroda and T. Honma A boundary element analysis of space charge fields 121 Ishiguro, S. and M. Tanaka A time-stepping boundary element method applied to transient thermo- 129 elasticity IX Kamemoto, K and T. Mine Calculation of aerodynamic characteristics of a heaving and pitching 139 airfoil by a panel-vortex method Kanoh, M. and T. Kuroki BEM-WFDM coupled analysis for groundwater resources 149 Kawamura, R Approximation analysis on 3-dimensional coupled electric potential and 159 hole or electron by boundary element method Kim, S. The completed double layer BIEM: A boundary integral method for com- 167 plex microstructures in a viscous fluid Kimura, M. Boundary element methods for crack problems 176 Kita, E. and N. Kamiya An easy adaptive boundary mesh for 2D elastic problem 184 Kitahara, M. and K Nakagawa Boundary element - node condensed finite element method for three 194 dimensional elastic wave propagation problems Knopke, B. The analytical integration of boundary integrals for plate bending 202 Kojima, K Identification of corrosion profiles in computed thermal tomography by 215 a Volterra integral equation of the second kind Leung, KL., H.H. Chyou and P.B. Zavareh A mixed-hybrid variational formulation for coupling BEM and FEM in 222 elastostatics Matsumoto, T., M. Tanaka and H. Hirata Sensitivity analysis of steady-state heat conduction problems using 232 boundary element method Morino, L., M. Gennaretti and P. Petrocchi A general theory of potential aerodynamics with applications to heli- 242 copter rotor-fuselage interaction Nishimura, N., A. Furukawa and S. Kobayashi Regularised boundary integral equations for an inverse problem of crack 252 determination in time domain Ohtsuka, K Boundary integral equation defined on a crack approximated with voids 262 Olukoko, O.A., A.A. Becker, and RT. Fenner Boundary element analysis of frictional slip behaviour in contact 269 problems x Onishi, K. and R. Kawamura Three-dimensional long time prediction of nuclides migration by bound- 279 ary element method Piltner, R. Trefftz-type boundary elements for plate problems 288 Poterasu, V.F. and N. Mihalache Brittle fracture materials by BEM and R-functions 298 Sasaki, N., T. Kuwahara and T. Takeda The sweeping primitive used for 3-D automatic boundary element mesh 308 generation Sugino, R. and N. Tosaka Direct differentiation approach to boundary element method for nonlin- 314 ear water wave problems Tabata, T., T. Kuwahara and T. Takeda A formula for the boundary integral in the potential problem of two- 324 dimensional anisotropic materials and its evaluation Takeda, T. and T. Kuwahara BEM analysis applied to the electric field near the edge of compound 333 dielectric materials Tanaka, M., M. Nakamura and H. Ishikawa Analysis of certain inverse problems in transient heat conduction by the 343 boundary element method Taniguchi, T. and Y. Fukuoka Grid generation of arbitrary 3D surface 353 Tosaka, N., T. Honma and T. Manabe Integral equation analysis of viscous flow between two rotating coaxial 363 disks Tosaka, N., K. Kakuda, H. Yoshikawa and A. Anjyu The coupling approach of boundary and finite element methods to in- 373 compressible viscous flow problems Yamashita, S. and N. Tosaka Boundary element method for couple stress theory of elasticity 383 Yu, X., M. Isobe, A. Watanabe and K. Sakai Analysis of wave motion over submerged plate by boundary element 393 method Yuuki, R., G.Q. Cao and K. Maekawa Accurate BEM elastostatic analysis for very slender body and thin plate 403
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