Electromagnetic Field Theory - Complete lectures

Course Introduction, Vector Algebra 

Cartesian and Cylindrical Coordinates

Spherical Coordinates

Vector Calculus - Integral of a Vector, Del, Gradient

Vector Calculus – Divergence, Curl, Stokes' Theorem, Laplacian

Coulomb's Law and Field Intensity

E-Field due to line charge distribution

Problem Session

E-Field due to Surface charge distribution

E-Field due to Volume charge distribution

Electric Flux Density and Gauss's Law

Applications of Gauss's Law- Symmetry Arguments

Problem Session

Electric Potential and Potential Energy, Relationship between E & V

An Electric Dipole, Energy Density in Electrostatics

Problem Session

Problem Session

Convection and Conduction Currents, Conductors

Polarization in Dielectrics, Dielectric Constant and Dielectric Strength

Continuity Equation and Relaxation Time

Dielectric-Dielectric Boundary Conditions

Conductor-Dielectric Boundary Conditions, Linear, Isotropic and Homogeneous Dielectrics

Problem Session

Poisson's and Laplace's Equations, Resistance and Capacitance, Method of Images

Magnetostatics - Biot-Savart's Law

Third Maxwell's Equation, Ampere's Law

Problem Session

Problem Session

Ampere's Law, Magnetic Flux Density & Fourth Maxwell's Equation, Magnetic Scalar and Vector Potential

Problem Session

Forces due to magnetic fields

Problem Session

Problem Session

Magnetic Torque, Magnetization, Boundary Conditions 

Problem Session

Problem Session

Inductance, Magnetic Energy, Faraday's Law, Transformer and Motional EMFs, Displacement Current, Maxwell's Equations

Electromagnetic Wave Equation

Electromagnetic Wave Equation

Transverse Electromagnetic Wave, x-oriented E-field

Intrinsic Impedance

Wave Propagation in a low-loss, lossy Dielectric

Wave Propagation in a low-loss, lossy Dielectric, Loss Tangent

Wave Propagation in a Good Conductor and free space, Wave Velocity