The Complex Variable Boundary Element Method (CVBEM) is a numerical technique useful in developing approximations of boundary value problems involving the LaPlace and Poisson partial differential equations. Because the CVBEM is based upon the Cauchy integral theorem of complex variables, it has so far been limited to two-dimensional geometry applications. In this book the two-dimensional barrier is removed. The author presents three theorems which establish a link between all two-dimensional boundary element techniques, and ...
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The Complex Variable Boundary Element Method (CVBEM) is a numerical technique useful in developing approximations of boundary value problems involving the LaPlace and Poisson partial differential equations. Because the CVBEM is based upon the Cauchy integral theorem of complex variables, it has so far been limited to two-dimensional geometry applications. In this book the two-dimensional barrier is removed. The author presents three theorems which establish a link between all two-dimensional boundary element techniques, and also proves that any of these methods, with mild conditions, can be used to approximate three- and higher-dimensional problems of the LaPlace or Poisson type. A computer program listing and several application problems are included.
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Add this copy of A Multi-Dimensional Complex Variable Boundary Element to cart. $150.00, like new condition, Sold by David's Books rated 3.0 out of 5 stars, ships from ypsilanti, MI, UNITED STATES, published 2002 by WIT Press / Computational Mechanics.
