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Boundary Integral Equation Methods for Solids and Fluids, by Marc Bonnet
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The boundary element method is more appropriate than the finite element method to tackle linear, wave propagation, infinite domain, mobile boundaries and unknown boundaries problems. In some engineering applications, both methods are combined. This book presents the mathematical basis of this method and its computer implementation. Numerous applications to fluid mechanics, mechanics of solids, acoustics and electromagnetism are developed.
- Sales Rank: #5270234 in Books
- Brand: Bonnet
- Published on: 1999-06-22
- Original language: English
- Number of items: 1
- Dimensions: 9.41" h x 1.27" w x 6.52" l, 1.74 pounds
- Binding: Hardcover
- 412 pages
- Boundary Integral Equation Methods
From the Back Cover
Going far beyond the standard texts, this book extensively covers boundary integral equation (BIE) formulations and the boundary element method (BEM). The first section introduces BIE formulations for potential and elasticity problems, following the modern regularization approach - the fundamental starting point for research in this field. Secondly, a clear description of BIE formulations for wave and elastodynamics problems, in both time and frequency domains is presented. Finally, recent research in the field, related to variational integral formulations, use of geometrical symmetry, shape sensitivity and fracture mechanics is summarised. Within the text a broad range of application areas, industrial as well as research related, are examined. These include:
* elasticity and small-strain elastoplasticity
* time-domain and frequency-domain scalar and elastic waves
* fracture mechanics
Including an extensive bibliography, this text will be of considerable value and interest to graduate students, researchers and lecturers in engineering mechanics, applied maths and physics, as well as industrial practitioners working within these areas.
Most helpful customer reviews
3 of 3 people found the following review helpful.
All the mathematics of BEM in your hand !
By b.vah
I have worked during my PhD on the french version of this book. I don't know another book giving such structured and complete approach to the mathematical theory of the Boundary Element Method. Almost all aspects are covered (it's something like an encyclopedia of BEM), even the most specialized ones, in a very clear and concise style. Due to this conciseness, I have had sometimes to go back and read again, but with a little effort, it's impressive that you feel to know everything about the subject !
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