Variational Principle of Extremum in Electromechanical and Electrodynamic Systems
by Solomon I. Khmelnik
Publisher: viXra 2012
Number of pages: 352
Here we shall formulate and prove the variational optimum principle for electromechanical systems of arbitrary configuration, in which electromagnetic, mechanical, thermal, hydraulic or other processes are going on. The principle is generalized for systems described by partial differential equations, including also Maxwell equations.
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by Richard Fitzpatrick - The University of Texas at Austin
Covered topics: The relativistically invariant formulation of the laws of electromagnetism; The effect of dielectric and magnetic materials on electric and magnetic fields; The generation, propagation, and scattering of electromagnetic waves.
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The text is aimed at an audience that has seen Maxwell's equations in integral or differential form (second-term Freshman Physics) and had some exposure to integral theorems and differential operators (second term Freshman Calculus).
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This set of lecture notes is designed to be used to teach graduate students classical electrodynamics. In particular, it supports the second semester of a two semester course in electrodynamics that covers pretty much 'all' of the theory itself...
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