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.
Home page url
Download or read it online for free here:
by Walter Wilcox - Baylor University
This is two semester graduate level text. Contents: Electrostatics; Boundary Value Problems in Electrostatics; Cylindrical and Spherical Coordinates; Magnetostatics; Time Varying Fields; Plane Electromagnetic Waves and Propagation in Matter; etc.
by Eric L. Michelsen - UCSD
Funky Electromagnetic Concepts will help you develop an accurate physical, conceptual, geometric, and pictorial understanding of important physics topics: Circuits; Classical Electromagnetics; Relativistic Electromagnetics; etc.
by Hermann A. Haus, James R. Melcher - MIT
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).
by C. J. Papachristou - Hellenic Naval Academy
This sophomore-level textbook introduces the student to classical electrodynamics and explains in simple terms the quantum theory of conducting substances. The presentation sacrifices mathematical detail in favor of pedagogigal efficiency.