Until now, novices had to painstakingly dig through the
literature to discover how to use Monte Carlo techniques for
solving electromagnetic problems. Written by one of the foremost
researchers in the field, Monte Carlo Methods for Electromagnetics
provides a solid understanding of these methods and their
applications in electromagnetic computation. Including much of his
own work, the author brings together essential information from
several different publications.
Using a simple, clear writing style, the author begins with a
historical background and review of electromagnetic theory. After
addressing probability and statistics, he introduces the finite
difference method as well as the fixed and floating random walk
Monte Carlo methods. The text then applies the Exodus method to
Laplace s and Poisson s equations and presents Monte Carlo
techniques for handing Neumann problems. It also deals with whole
field computation using the Markov chain, applies Monte Carlo
methods to time-varying diffusion problems, and explores wave
scattering due to random rough surfaces. The final chapter covers
multidimensional integration.
Although numerical techniques have become the standard tools for
solving practical, complex electromagnetic problems, there is no
book currently available that focuses exclusively on Monte Carlo
techniques for electromagnetics. Alleviating this problem, this
book describes Monte Carlo methods as they are used in the field of
electromagnetics.
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