Electromagnetic Fields, 2/e (Hardcover)

Description

The definitive reference on electromagnetic field, updated and expanded

This definitive text and reference on electromagnetic fields has been updated and expanded to twice its original content. It incorporates the latest methods, theory, formulations, and applications that relate to today's technologies. With an emphasis on basic principles and a focus on electromagnetic formulation and analysis, "Electromagnetic Fields, Second Edition" includes:

Detailed discussions of electrostatic fields, potential theory, propagation in waveguides and unbounded space, scattering by obstacles, penetration through apertures, and field behavior at high and low frequencies

Many analytical developments suitable for exploitation by the numerical analyst, including the popular method of moments

Comprehensive discussion of singularities of sources and fields with delineations of field properties at edges and at sector and cone vertices

Extensive appendices that of themselves are worth the cost of the book

A large, useful, carefully compiled set of references

With descriptions of methods for solving problems and with many applications of theory to electromagnetic engineering, this is a valuable resource for students, professors, and practicing engineers. It is also a comprehensive textbook for graduate-level courses in various aspects of electromagnetic theory. 

Table of Contents

Linear analysis p. 1
Variational techniques p. 51
Electrostatic fields in the presence of dielectrics p. 77
Electrostatic fields in the presence of conductors p. 125
Special geometries for the electrostatic field p. 167
Magnetostatic fields p. 221
Radiation in free space p. 277
Radiation in a material medium p. 357
Plane boundaries p. 423
Resonators p. 509
Scattering : generalities p. 563
Scattering : numerical methods p. 617
High- and low-frequency fields p. 671
Two-dimensional problems p. 733
Cylindrical waveguides p. 813
Axisymmetric and conical boundaries p. 905
Electrodynamics of moving bodies p. 943
Vector analysis in three dimensions p. 1001
Vector operators in several coordinate systems p. 1011
Vector analysis on a surface p. 1025
Dyadic analysis p. 1035
Special functions p. 1043
Complex integration p. 1063
Transforms p. 1075
Distributions p. 1089
Some eigenfunctions and eigenvectors p. 1105
Miscellaneous data p. 1111
Table of Contents provided by Blackwell. All Rights Reserved