Course Outline

Week	Course Contents
W1	Introduction of Electromagnetism – Vector Analysis
Vector Analysis
W2	Coordinate Systems – Cartesian, Cylindrical and Spherical System
Vector Analysis
W3	Gradient, Divergence and Curl – Divergence Theorem – Stokes Theorem
Vector Analysis
W4	Coulomb's law; Electric field intensity.
Static Electric Field
W5	Electrostatic potential. Electric flux and electric flux density. Gauss's law and applications. Divergence and Gauss divergence theorem.
Static Electric Field
W6	Ohm's law, continuity equations and relaxation time. Capacitance, energy and energy density in electrostatic fields boundary conditions.
Static Electric Field
W7	Poisson's and Laplace's equations: solution to Laplace's equations for problems of one dimension
Static Electric Field
MID TERM BREAK
W8	Magnetic field intensity, Biot-Savart's law; magnetic flux and magnetic flux density.  TEST-1
Static Magnetic Field
W9	Ampere's law and its applications. Stoke's theorem, scalar and vector magnetic potentials; Boundary conditions
Static Magnetic Field
W10	Faraday's law, motional induction in a conductor
Static Magnetic Field
W11	Torque on a conductor; Self and Mutual inductance; Energy and energy density in a magnetic field.
Static Magnetic Field
W12	Maxwell’s Equations. Wave equations and their solutions. Uniform plane wave propagation, relation between electric and magnetic fields, characteristics of plane waves in various media
Time Varying Field
W13	Poyinting vector and complex Poyinting vector theorem for plane waves. TEST-2
Time Varying Field
W14	Normal incidence of plane waves, transmission and reflection coefficients, standing wave ratio. Wave polarization
Time Varying Field