Electromagnetic Theory and Computation: A Topological Approach
by Paul W. Gross, P. Robert Kotiuga
Publisher: Cambridge University Press 2004
Number of pages: 288
This book explores the connection between algebraic structures in topology and computational methods for 3-dimensional electric and magnetic field computation. Although known since the 19th century, there has been little exposition of the connection's relevance to computational methods in modern topological language. This book closes the gap and will be of interest to researchers working in finite element methods for electromagnetic computation and those who have an interest in numerical and industrial applications of algebraic topology.
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by Richard Fitzpatrick
Lecture notes for an lower-division electromagnetism and optics course: electric fields, Gauss' law, electric potential, capacitance, current, magnetism, magnetic induction, inductance, electromagnetic waves, geometric optics, and wave optics.
by Solomon I. Khmelnik - viXra
Here we shall formulate the variational optimum principle for electromechanical systems of arbitrary configuration, in which electromagnetic processes are going on. The principle is generalized for systems described by partial differential equations.
by Roy McWeeny - Learning Development Institute
Contents: Charges at rest: Electrostatics; Electric currents; Magnetism; Getting it all together: Maxwell's equations; Dynamos, motors, and electric power; Waves that travel through empty space; More on electric circuits - making the waves.
by Alexander Altland
The text covers the history and the apparatus of electrodynamics, electrostatics, magnetostatics, electromagnetic gauge field, field energy and momentum, electromagnetic radiation, macroscopic electrodynamics, relativistic invariance, etc.