Computational Electromagnetism :Variational Formulations, Complementarity, Edge Elements ( Electromagnetism )

Publication subTitle :Variational Formulations, Complementarity, Edge Elements

Publication series :Electromagnetism

Author: Bossavit   Alain;Mayergoyz   Isaak D.  

Publisher: Elsevier Science‎

Publication year: 1998

E-ISBN: 9780080529660

P-ISBN(Paperback): 9780121187101

P-ISBN(Hardback):  9780121187101

Subject: TN4 microelectronics, integrated circuit (IC)

Language: ENG

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Description

Computational Electromagnetism refers to the modern concept of computer-aided analysis, and design, of virtually all electric devices such as motors, machines, transformers, etc., as well as of the equipment inthe currently booming field of telecommunications, such as antennas, radars, etc.

The present book is uniquely written to enable the reader-- be it a student, a scientist, or a practitioner-- to successfully perform important simulation techniques and to design efficient computer software for electromagnetic device analysis. Numerous illustrations, solved exercises, original ideas, and an extensive and up-to-date bibliography make it a valuable reference for both experts and beginners in the field. A researcher and practitioner will find in it information rarely available in other sources, such as on symmetry, bilateral error bounds by complimentarity, edge and face elements, treatment of infinite domains, etc.

At the same time, the book is a useful teaching tool for courses in computational techniques in certain fields of physics and electrical engineering. As a self-contained text, it presents an extensive coverage of the most important concepts from Maxwells equations to computer-solvable algebraic systems-- for both static, quasi-static, and harmonic high-frequency problems.

Benefits
To the Engineer
A sound background necessary not only to understand the principles behind variational methods and finite elements, but also to des

Chapter

Front Cover

pp.:  1 – 4

Copyright Page

pp.:  5 – 8

Contents

pp.:  8 – 14

Preface

pp.:  14 – 22

Chapter 1. Introduction: Maxwell Equations

pp.:  22 – 52

Chapter 2. Magnetostatics: "Scalar Potential" Approach

pp.:  52 – 82

Chapter 3. Solving for the Scalar Magnetic Potential

pp.:  82 – 116

Chapter 4. The Approximate Scalar Potential: Properties and Shortcomings

pp.:  116 – 146

Chapter 5. Whitney Elements

pp.:  146 – 186

Chapter 6. The "Curl Side": Complementarity

pp.:  186 – 216

Chapter 7. Infinite Domains

pp.:  216 – 242

Chapter 8. Eddy-Current Problems

pp.:  242 – 270

Chapter 9. Maxwell's Model in Harmonic Regime

pp.:  270 – 286

APPENDIX A. Mathematical Background

pp.:  286 – 342

APPENDIX B. LDL t Factorization and Constrained Linear Systems

pp.:  342 – 352

APPENDIX C. A Cheaper Way to Complementarity

pp.:  352 – 362

Author Index

pp.:  362 – 366

Subject Index

pp.:  366 – 376

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