The Finite Element Method in ElectromagneticsSecond Edition
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More About This Title The Finite Element Method in ElectromagneticsSecond Edition
English
JIANMING JIN, PhD, earned his doctorate in electrical engineering at the University of Michigan and is currently a professor at the University of Illinois. He is the author of the first edition of The Finite Element Method in Electromagnetics, Computation of Special Functions (with S. Zhang; published by Wiley), Electromagnetic Analysis and Design in Magnetic Resonance Imaging, and coedited (with W. C. Chew, E. Michielssen, and J. M. Song) Fast and Efficient Algorithms in Computational Electromagnetics.
English
Preface.
Preface to the First Edition.
Acknowledgments.
Basic Electromagnetic Theory.
Introduction to the Finite Element Method.
One-Dimensional Finite Element Analysis.
Two-Dimensional Finite Element Analysis.
Three-Dimensional Finite Element Analysis.
Variational rinciples for Electromagnetics.
Eigenvalue Problems: Waveguides and Cavities.
Vector Finite Elements.
Absorbing Boundary Conditions.
Finite Element-Boundary Integral Methods.
Finite Elements and Eigenfunction Expansion.
Finite Element Analysis in the Time Domain.
Solution of Finite Element Equations.
The Method of Moments and Fast Solvers.
Appendix A. Vector Identities and Integral Theorems.
Appendix B. The Ritz Procedure for Complex-Valued Problems.
Appendix C. Green's Functions.
Appendix D. Singular Integral Evaluation.
Appendix E. Special Functions.
Index.
Preface to the First Edition.
Acknowledgments.
Basic Electromagnetic Theory.
Introduction to the Finite Element Method.
One-Dimensional Finite Element Analysis.
Two-Dimensional Finite Element Analysis.
Three-Dimensional Finite Element Analysis.
Variational rinciples for Electromagnetics.
Eigenvalue Problems: Waveguides and Cavities.
Vector Finite Elements.
Absorbing Boundary Conditions.
Finite Element-Boundary Integral Methods.
Finite Elements and Eigenfunction Expansion.
Finite Element Analysis in the Time Domain.
Solution of Finite Element Equations.
The Method of Moments and Fast Solvers.
Appendix A. Vector Identities and Integral Theorems.
Appendix B. The Ritz Procedure for Complex-Valued Problems.
Appendix C. Green's Functions.
Appendix D. Singular Integral Evaluation.
Appendix E. Special Functions.
Index.
English
“...a comprehensive collection of the methods for the discretization of electromagnetic problems...” (Mathematical Reviews, Issue 2004b)
