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The Boundary Element Method : Solid Mechanics and Its Applications - W. S. Hall

The Boundary Element Method

Solid Mechanics and Its Applications

Hardcover

Published: 30th November 1993
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The Boundary Element Method sets out a simple, efficient and cost effective computational technique which provides numerical solutions -- for objects of any shape -- for a wide range of scientific and engineering problems.
The Boundary Element Method provides a complete approach to formulating boundary integral equations for scientific and engineering problems and solving them numerically using an element approximation. Only a knowledge of elementary calculus is required, since the text begins by relating familiar differential equations to integral equations and then moves on to the simple solution of integral equations. From this starting point, the mathematics of formulation and numerical approximation are developed progressively with every mathematical step being provided. Particular attention is paid to the problem of accurate evaluation of singular integrands and to the use of increasing levels of accuracy provided by constant, linear and quadratic approximations. This enables a full solution to be given for both two dimensional and three dimensional potential problems and finally, for the two dimensional elastostatics problem.
The Boundary Element Method develops the mathematics of the text progressively both within chapters and from chapter to chapter. It is a self-contained, step by step, exposition of the boundary element method, leading to its application to the key problem of elastostatics.
The Boundary Element Method may be used as a standard introductory reference text for the mathematics of this method and is ideal for final year undergraduate study as well as for postgraduates, scientists and engineers new to the subject. Worked examples and exercises are provided throughout the text.

Preface
Ordinary Integral Equationsp. 1
Two Dimensional Potential Problemsp. 39
Boundary Element Methodp. 61
Linear Isoparametric Solutionp. 85
Quadratic Isoparametric Solutionp. 121
Three Dimensional Potential Problemsp. 141
Numerical Integration for Three Dimensional Problemsp. 161
Two-Dimensional Elastostaticsp. 177
Appendix A Integration and Differentiation Formulaep. 208
Appendix B Matrix Partitioning for the Mixed Boundary Value Problemp. 210
Appendix C Answers to Selected Exercisesp. 213
Bibliographyp. 219
Indexp. 221
Table of Contents provided by Blackwell. All Rights Reserved.

ISBN: 9780792325802
ISBN-10: 079232580X
Series: Solid Mechanics and Its Applications
Audience: Professional
Format: Hardcover
Language: English
Number Of Pages: 230
Published: 30th November 1993
Publisher: Springer
Country of Publication: NL
Dimensions (cm): 23.5 x 15.5  x 1.91
Weight (kg): 1.15