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Classical Electrodynamics
Book Notes
Chapter 1: Vector Analysis
1.1 Vector Algebra
1.2: Differential Calculus
1.3: Integral Calculus
1.4: Curvilinear Coordinates
1.5: The Dirac Delta Function
1.6: The Theory of Vector Fields
Chapter 2: Electrostatics
2.1: The Electric Field
2.2: Divergence and Curl of Electrostatic Fields
2.3: Electric Potential
2.4: Work and Energy in Electrostatics
2.5: Conductors
Chapter 3: Potentials
3.1: Laplace’s Equation
3.2: The Method of Images
3.3: Separation of Variables
3.4: Multipole Expansion
Chapter 4: Electric Fields in Matter
4.1: Polarization
4.2: The Field of a Polarized Object
4.3: The Electric Displacement
4.4: Linear Dielectrics
Chapter 5: Magnetostatics
5.1: The Lorentz Force Law
5.2: The Biot-Savart Law
5.3: The Divergence and Curl of
\(\vec{B}\)
5.4: Magnetic Vector Potential
Chapter 6: Magnetic Fields in Matter
6.1: Magnetization
6.2: The Field of a Magnetized Object
6.3: The Auxiliary Field H
6.4: Linear and Nonlinear Media
Chapter 7: Electrodynamics
7.1 Electromotive Force
7.2: Electromagnetic Induction
7.3: Maxwell’s Equations
Chapter 8: Conservation Laws
8.1: Charge and Energy
8.2: Momentum
Chapter 9: Electromagnetic Waves
9.1 Electromagnetic Waves in One Dimension
9.2 Electromagnetic Waves in a Vacuum
9.3 Electromagnetic Waves in Matter
9.4 Absorption and Dispersion
9.5 Guided Waves
Chapter 10: Potentials and Fields
10.1 The Potential Formulation
10.2 Potentials and Fields
10.3 Point Charges
Chapter 11: Radiation
11.1 Dipole Radiation
References
Formulas
Repository
Open issue
Index