Week 
Topic 
Details 
Main Source 
Other Sources 
1 
Mathematical Reminder 
 Differential vector operators in orthogonal curvilinear coordinates.
 Integral theorems

Ch.1, Appendices 
A.2 
Maxwell equations in vacuum, continuity conditions 
 Maxwell equations
 Potential and vector potential
 Continuity of normal magnetic field and tangential electric field

 
B.3 
2 
Electrostatics in free space 
 Laplace and Poisson equations
 General solution for Poisson equation without boundaries
 Multipole expansion
 Green's function

Ch.23 
A.3 (16), C.5 (3642) 
3 
Electrostatics with boundaries 
 Conductors
 Boundary conditions
 Solution of Laplace equation for various symmetries.
 Legendre polynoms, spherical harmonics, etc.

Ch.23 
A.4 (14), A.5 (13) 
4 
Magnetostatics 
 Gauge.
 Multipole expansion.

Ch.5 
A.8 (27), C.5 (38, 4345) 
Electrodynamics 
 Induction.
 Conservation laws.
 Stress tensor.

Ch.78 
 
56 
Electromagnetic waves 
 Wave equation
 Dispersion relation
 Plane waves in vacuum, polarization
 Waveguide

Ch.9 
A.11 (12, 45), B.2, C.6 (4650) 
78 
Fields of moving charges 
 Retarded Green's function
 LienardWiechert potentials
 Close zone and radiation field

Ch.10 
B.7, C.8 (6264) 
910 
Radiation 
 Radiation from oscillating sources
 Dipole radiation
 Radiation of accelerated charge
 Magnetodipole radiation
 Bremsstrahlung, cyclotron radiation.

Ch.11 
B.7.3, B.8, C.9 
1112 
Relativistic electrodynamics 
 Special relativity in 4space
 Metrics, Lorentz transform, 4velocity
 4potential and electromagnetic field tensor
 Maxwell equations in 4formalism
 *Energymomentum tensor

Ch.12 
A.12, B.4, B.5*, C.1 (17), C.2 (89), C.3 (1525), C.4 (2633) 