1. Quasi-static form of Maxwell's Equations in vacuum, electric and
magnetic potentials. (Revision of 2nd Year)

Lecture 1: Electrostatics: CH2 page: 58-87
Lecture 2: Magnetostatics: CH5 page: 202-240

2. Dynamic form of Maxwell's Equations in vacuum, electric and magnetic
potentials. (Revision of 2nd Year)

Lecture 3: Faradays Law: CH7 page: 301-304. Complete Maxwell's
equations in vacuum: CH7 page: 321-328.
The potential formulation for time varying fields: CH 10 page: 416-422.

3. Complete Maxwell's Equations in matter.
Lecture 4-6: Electric fields in matter: CH4 page: 160-183. Define
electric dipole CH3 page: 146-150. Define magnetic dipole moment CH5
page: 242-244. Magnetic fields in matter: CH6 page: 263-271, 274-275.
Lecture 6: Generalizing Maxwell's equations in matter: CH7 page
328-330. Boundary Conditions: CH7 page 331-333.

4. Physical properties of electromagnetic waves.
Lecture 7-8: Electromagnetic waves in vacuum and non-conducting linear
media: CH9 page 375-380, 382-3.
Lecture 9-10: Reflection and transmission between two non-conducting
media: CH9 page 384-392.
Lecture 11-12: Electromagnetic energy and momentum, Poynting vector,
stress tensor: CH8 page: 345-356: CH9 page 380-382, 391.
Lecture 13: Electromagnetic waves in conductors: CH9 page 392-396.
Lecture 14: Reflection of a conducting surface: CH9 page 396-398.
Lecture 15: Frequency dependence of permittivity: CH9 page 398-404
Lecture 16: Guided waves: CH9 page 405-411.

5. Special Relativity and Electrodynamics.
Lecture 17: Lorentz Transformation, 4 vectors and tensors: CH12 page
500-502.
Lecture 17-18: Relativistic Electrodynamics and the Field Tensor: CH12
page 522-541.