Electromagnetic theory dyadic Green function

Author: Dai Zhenfeng
Publisher:
Publish Date: 2005-10-13
Features: The dyadic Green's function method is an effective approach for solving various boundary value problems in electromagnetic theory. The author, a long-standing expert in antenna theory and electromagnetic theory, provides a detailed introduction to the experience and methods of using Green's functions to solve boundary value problems in rectangular waveguides, cylindrical waveguides, cylindrical bodies in free space, perfectly conducting ellipsoids, perfectly conducting wedges and half-planes, spherical boundaries, conducting conical boundaries, plane layered media, non-uniform media, and moving media. The new vector calculus operator adopted by the author in the book is a world-first innovation. This book explores the dyadic Green's function method in electromagnetic theory, its fundamental theory, and its applications to electromagnetic field problems in typical boundaries such as rectangular, cylindrical, spherical, conical, and plane layered media, as well as non-uniform and moving media.