- Foundations of Maxwell’s Equations
- Historical Overview
- Role of Electromagnetic Field Theory
- Electromagnetic Field Quantities
- Units and Universal Constants
- Precision of Measured Quantities
- Introduction to Complex Variables
- Phasor Notation
- Quaternions
- Original Form of Maxwell’s Equations
- Vector Analysis
- Static Electric Fields
- Introduction
- Properties of Electrostatic Fields
- Gauss’s Law
- Conservation Law
- Electric Potential
- Electric Field for a System of Charges
- Electric Potential for a System of Charges
- Electric Field for a Continuous Distribution
- Conductor in a Static Electric Field
- Capacitance
- Dielectrics
- Electric Flux Density
- Dielectric Boundary Conditions
- Electrostatic Energy
- Electrostatic Field in a Dielectric
- Endnotes
- Solution of Electrostatic Problems
- Introduction
- Current Density and Ohm’s Law
- Relation to Circuit Parameters
- Superconductivity
- Free Electron Gas Theory
- Band Theory
- Equation of Continuity
- Microscopic View of Ohm’s Law
- Power Dissipation and Joule’s Law
- Boundary Condition for Current Density
- Resistance/Capacitance Calculations
- Endnote
- Steady Electric Currents
- Introduction
- Current Density and Ohm’s Law
- Relation to Circuit Parameters
- Superconductivity
- Free Electron Gas Theory
- Band Theory
- Equation of Continuity
- Microscopic View of Ohm’s Law
- Power Dissipation and Joule’s Law
- Boundary Condition for Current Density
- Resistance/Capacitance Calculations 157
- Endnote
- Static Magnetic Fields
- Time-Varying Fields
- Faraday’s Law of Induction
- E&M Equations before Maxwell
- Maxwell’s Displacement Current
- Integral Form of Maxwell’s Equations
- Magnetic Vector Potential
- Solution of the Time-Dependent Inhomogeneous Potential Wave Equations
- Electric and Magnetic Field Equations for Source-Free Problems
- Solutions for the Homogeneous Wave Equation
- Particular Solution for the Inhomogeneous Wave Equation
- Time-Harmonic Fields
- Electromagnetic Spectrum
- Electromagnetic Boundary Conditions
- Particular Solution for the Wave Equation with Inhomogeneous
- Boundary Conditions
- Memristors
- Electric Vector Potential
- Appendix A: Measurement Errors
- Appendix B: Graphics and Conformai Mapping
- Appendix C: Vectors, Matrices, Orthogonal Functions