Table of Contents

0. Preliminaries; 1. Transmission Lines: Parameters, Performance, Characteristics, and Applications to Distributed Systems; 2. Graphical Solutions of Transmission Line and Transmission Line-like Systems: The Smith Chart; 3. Transients on Transmission Lines; 4. Scalars, Vectors, Coordinate Systems, Vector Operations, and Functions; 5. Theory, Physical Description, and Basic Equations of Electric Fields; 6. Theory, Physical Description, and Basic Equations of Magnetic Fields; 7. Theory, Physical Description, and Basic Equations of Time Varying Electromagnetic Fields; Maxwell's Equations and Field Properties of Waves; 8. Propagation of Plane Waves; 9. Waveguides and Cavities; Appendices; A. Sinusoidal Steady State Formation; B. Coaxial Cable Data; C. Selected Laplace Formulation; D. Expansions of Vector Operators in Rectangular, Spherical, and Cylindrical Coordinates; E. Unit Vector Relationships and Partial Derivatives in Rectangular, Spherical, and Cylindrical Coordinates; F. Vector Helmholtz Theorem; G. The Unit Dyad; H. Derivation of the Energy in a Magnetic Field; I. Alternate Solutions Forms of the Wave Equation; K. Solution of Partial Differential Equations by the Method of Separation of Variables; L. Series Solutions of Ordinary Differential Equations and Solution Functions Defined by them: Trigonometric, Bessel, and Legendre Functions; M. Identities, Recursion Formulas, Differential and Integral Formulas for Bessel Function and Legendre Functions; N. Orthogonal Functions and Orthogonal Function Series; O. Definite Integrals Which Yield Bessel Functions