Finite Element Methods for Maxwell's Equations

by Peter Monk

Overview

Finite Element Methods For Maxwell's Equations is the first book to present the use of finite elements to analyze Maxwell's equations. This book is part of the Numerical Analysis and Scientific Computation Series.

Product Details

ISBN-13:	9780198508885
Publisher:	Oxford University Press
Publication date:	06/19/2003
Series:	Numerical Mathematics and Scientific Computation
Edition description:	New Edition
Pages:	468
Product dimensions:	9.50(w) x 6.52(h) x 1.15(d)

About the Author

University of Delaware

Table of Contents

1. Mathematical models of electromagnetism2. Functional analysis and abstract error estimates3. Sobolev, spaces, vector function spaces and regularity4. Variational theory for the cavity problem5. Finite elements on tetrahedra6. Finite elements on hexahedra7. Finite element methods for the cavity problem8. Topics concerning finite elements9. Classical scattering theory10. The scattering problem using Calderon maps11. Scattering by a bounded inhomogeneity12. Scattering by a buried object13. Algorithmic development14. Inverse problemsAppendicesA. Coordinate systemsB. Vector and differential identitiesReferencesIndex

Editorial Reviews

"This book is very well written, thoughfully organized, and technically sound...Undoubtedly, it will become a standard reference text and should be on the bookshelves of those who are interested in the numerical solution of electromagnetic filed problems."—Mathematics of Computation

From the Publisher