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Eom Н.J. Electromagnetic Wave Theory for Boundary-Value Problems. An Advanced Course on Analytical Methods

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Eom Н.J. Electromagnetic Wave Theory for Boundary-Value Problems. An Advanced Course on Analytical Methods
Berlin: Springer. - 2004. - 327 p. In this era of reliance on cofflinunication and information technologies, electromagnetic wave engineering has become increasingly important. Electromagnetic wave theory finds practical applications in mobile telecommunication and optical fiber transmission. This book is written as a text for the twosemester graduate course on electromagnetic wave theory offered at the Korea Advanced Institute of Science and Technology (KAIST), Daejeon, Korea. The prerequisites for this course are undergraduate courses in advanced calculus and in electromagnetism. In particular, some mathematical background in differential equations and complex variaible analysis would be helpful. To understand scattering, propagation, and radiation of electromagnetic waves, boundary-value problems must be solved using electromagnetic wave theory based on Maxwell's equations. The motivation for writing this text is to present solutions to canonical boundary-value problems, thereby helping students better understand electromagnetic wave theory in addition to enhancing their analytic skills. Selected topics are not only representative for electromagnetic boundary-value problems, but also instructive in radio wave communication applications.
Contents
Notations
Electromagnetic Basics
Plane Wave Propagation
Waveguides
Cavity Resonators and Coupler
Propagation in Anisotropic Media
Electromagnetic Theorems
Wave Scattering
Green's Functions: Fundamentals
Green's Functions: Applications
Antenna Radiation
Radiation Above Half Space
References
Coordinates and Vector Formulas
Bessel Functions
Residue Theorem
Associated Legendre Functions Transforms and Series
Index
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