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Time and Frequency Domain Solutions of EM Problems: Using Integral Equations and a Hybrid Methodology

Time and Frequency Domain Solutions of EM Problems: Using Integral Equations and a Hybrid Methodology

B. H. Jung, T. K. Sarkar, Y. Zhang, Z. Ji, M. Yuan, M. Salazar-Palma, S. M. Rao, S. W. Ting, Z. Mei, A. De, Kai Chang (Series Editor)

ISBN: 978-0-470-48767-9

Nov 2010

485 pages

In Stock

$109.95

Description

Numerical solutions of electromagnetic field problems is an area of paramount interest in academia, industry and government. This book provides a compendium of solution techniques dealing with integral equations arising in electromagnetic field problems in time and frequency domains. Written by leading researchers in the field, it documents the authors' unique space/time separation approach using Laguerre polynomials. Numerous examples that illustrate the various methodologies and user-friendly computer codes make this volume highly accessible for engineers, researchers, and scientists.
Preface.

Acknowledgments.

List of Symbols.

Acronyms.

Chapter 1 Mathametical Basis of a Numerical Method.

Chapter 2 Analysis of Conducting Structures in the Frequency Domain.

Chapter 3 Analysis of Dielectric Objects in the Frequency Domain.

Chapter 4 Analysis of Composite Structures in the Frequency Domain.

Chapter 5 Analysis of Conducting Wires in the Time Domain.

Chapter 6 Analysis of Conducting Structures in the Time Domain.

Chapter 7 Analysis of Dielectric Structures in the Time Domain.

Chapter 8 An Improved Marching-on-in-Degree (MOD) Methodology.

Chapter 9 Numerical Examples for the New and Improved Marching-on-in-Degree (MOD) Method.

Chapter 10 A Hybrid Method Using Early-Time and Low-Frequency Information to Generate a Wideband Response.

Appendix User Guide for the Time and Frequency Domain EM Solver Using Integral Equations (TFDSIE).

Index.

About the Authors.

""This essentially provides the unique salient features of this book."" (Mathematical Reviews, 2011)