前辅文
  Foreword
  Introduction
 Chapter 1. Preliminaries
  1.1. Notions of Vector Analysis
  1.2. Notions of Mechanics
 Chapter 2. Electrostatics
  2.1. The Electric Field
  2.2. Fields Generated by Lines, Surfaces, and Space Regions
  2.3. Differential Laws of Electrostatics
  2.4. Dielectric Media
  2.5. Conductors
  2.6. Boundary Problems
  2.7. Potential Energy
  2.8. Two-Dimensional Problems of Electrostatics
  2.9. The Electric Field Outside a Cylinder
 Chapter 3. Currents and Ohm’s Law
  3.1. Currents
  3.2. Resistive Conductors. Ohm’s Law.
 Chapter 4. Magnetostatics
 Chapter 5. Electromagnetic Fields Changing in Time
  5.1. The Basic Laws of Electromagnetism
  5.2. Magnetic Inductions
  5.3. Pre-Maxwellian Magnetic Induction
  5.4. Inductance
  5.5. Special Induction Loops
 Chapter 6. Transmission Lines. Method of the Laplace Transformation
  6.1. Transmission Lines
  6.2. Undistorted Transmission
  6.3. The Method of Laplace Transformation
  6.4. Special Transmission Problems
  6.5. Extensions of the Method of Laplace Transformations
  6.6. Heaviside Calculus
 Chapter 7. Electromagnetodynamics of Moving Bodies and the Principle of Relativity
  7.1. Extended Magnetic Induction
  7.2. Maxwell’s Equations with Reference to a Moving Coordinate System
  7.3. Maxwell’s Equations in Covariant Form
  7.4. The Principle of Relativity
 Chapter 8. ElectromagneticWave Propagation
  8.1. Propagation with Finite Speed
  8.2. Initial Value Problems
  8.3. Huygens’ Principle
  8.4. Electromagnetic Potentials
  8.5. The Radiation Problem
 Chapter 9. The Scattering Problem
  9.1. Bundles and Packets of Plane Waves
  9.2. Scattering Induced by a Conductor
  9.3. Scattering of Electromagnetic Waves
 References