This note explains the following topics: Introduction to the Theory of
Distributions, Differentiation of Distributions, Integration of Distributions,
The Laplace Operator and Green’s Function, Electrostatics, Boundary value
problems of electrostatics, Magnetism, Electromagnetic Waves and Harmonic plane
waves.
This book covers the following topics:
Vector Calculus and Field Theories, Maxwell’s Equations and the Lorentz Force,
Scalar and Vector Potentials, Solving Maxwell’s Equations: Electromagnetic
Waves, Energy and Momentum of Electromagnetic Fields, Radiation Sources and
Antennas, Electrodynamics in Macroscopic Media, Surfaces, Wave Guides and
Cavities and Relativistic formulation of electrodynamics.
This book covers
the following topics: Tensor calculus, Minkowski space-time, The electromagnetic
tensor, Variational principle, Maxwell Equations, Conservation laws and the
Stress-Energy tensor, Poisson equation, Cloaking, Electromagnetic waves,
Radiation and Radiation reaction.
The course
note is a one semester advanced note on Electrodynamics at the M.Sc.
Level. It will start by revising the behaviour of electric and magnetic fields,
in vacuum as well as matter, and casting it in the language of scalar and vector
potentials.
This note covers the
following topics: Point of departure, Relativistic Electromagnetism, Energy - Momentum Tensor,
Solving Maxwell’s Equations and Quantum mechanical effects.
This
note tries to develop a unified approach to the solution of problems in
electrostatics, magnetostatics and electromagnetism. It introduces new concepts,
such as Gauge Invariance and Special Relativity, in electrodynamics. Covered
topics are: Potentials, Electromagentic Waves, Classical Optics from Maxwell's
Equations, Boundary value problems, Radiation and Antenna's, Relativity and
ElectroDynamics