
An Introduction to Electrodynamics
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Content
- 1: Vector Calculus
- 2: The Physical Signatures of Three Important Partial Differential Equations
- 3: A Bird's Eye View of Electromagnetism
- 4: The Foundations of Electrostatics
- 5: Solving for Electrostatic Fields, the Multipole Expansion and Electrostatic Energy
- 6: Dielectrics
- 7: Magnetostatics I: The Magnetic Field, Ampère's Law and the Biot-Savart Law
- 8: 8 Magnetostatics II: Dipoles, Force Distributions and Energy
- 9: Magnetic Fields in Matter
- 10: Faraday's Law of Electromagnetic Induction
- 11: Quasi-Static Magnetic Fields: Magnetic Energy and Inductance
- 12: Transient and AC Circuits
- 13: Static Versus Dynamic Fields: Maxwell's Equations
- 14: Confined Waves: Transmission Lines, Waveguides and Resonant Cavities
- 15: Maxwell's Equations in Free Space I: the Propagation of Waves
- 16: Maxwell's Equations in Free Space II: Radiation
- 17: Maxwell's Equations in Free Space III: the Fields of Moving Charges
- 18: Maxwell's Equations in Dielectric and Magnetic Materials
- 19: Plane Waves in Stationary Dielectrics and Conductors
- 20: Magnetoydrodynamics I: Governing Equations and Kinematic Theorems
- 21: Magnetohydrodynamics II: Fusion Plasmas, Alfvén Waves, Planetary Dynamos and Stellar Magnetism
- 22: An Introduction to Special Relativity
- 23: Electromagnetism and Special Relativity
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