Pdf ee6302 electromagnetic theory emt books, lecture. The author uses vector representation throughout the book, with numerous applications of poisson s equation and the laplace equation the latter occurring in both electronics and magnetic media. Solved problems in classical electromagnetism dover books on physics. Fleisch focuses attention on the four maxwells equations in pages. Buy electromagnetic fields and waves dover books on physics by vladimir. Poissons equation the analysis of most semiconductor devices includes the calculation of the electrostatic potential within the device as a function of the existing charge distribution. Electromagnetic fields and waves dover books on physics. This book presents the theory of electromagnetic em waves and focuses on physics and microwave theory based on maxwells equations and boundary. This books contains everything i went through in my ee undergraduate em fields class.
Electromagnetic theory and more specifically electrostatic theory are used to obtain the potential. Principles of electrodynamics dover books on physics melvin schwartz isbn. Electromagnetic waves, energy and momentum of electromagnetic fields, radiation sources and antennas, electrodynamics in macroscopic media, surfaces. Introduction to electromagnetic theory dover books on. Vector calculus and field theories, maxwell s equations and the lorentz force, scalar and vector potentials, solving maxwell s equations.
It arises, for instance, to describe the potential field caused by a given charge or mass density distribution. Electromagnetic field theory a collection of problems gerd. This book consists of five chapters, and the first four chapters deal with four maxwells equations, respectively. Discover the best electromagnetic theory in best sellers. According angle applied assume attenuation constant axis boundary conditions calculate called capacitance capacitor carrying cartesian charge density circular closed path coordinate system coil component conductivity conductor consider constant curl current density cylindrical defined derive dielectric difference differential dipole direction distance distribution divergence electrons element enclosed energy equation exists explain expression find flow flux density force free space gausss. The final chapter is about inducing electric and magnetic wave equations from maxwells equations. A direct, stimulating approach to electromagnetic theory, this text employs matrices and matrix methods for the simple development of broad theorems. Wave propagation in lossy dielectrics, plane waves in lossless dielectrics, plane wave in free space, plane waves in good conductors, power and the poynting vector, reflection of a plane wave in a normal incidence. Self and mutual inductances neumanns formulae determination of self inductance of a solenoid and toroid and mutual inductance between a straight, long wire and a square loop wire in the same plane energy stored and intensity in a magnetic field numerical problems. In mathematics, poissons equation is a partial differential equation of elliptic type with broad utility in mechanical engineering and theoretical physics. Not even the maxwell equations and the explanation about how they.
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