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Based on the classic ‘Electromagnetic Fields and Waves’ by the same authors, ‘Fundamentals of Electromagnetic Phenomena’ capitalises on the older text's traditional strengths-solid physics, inventive problems, and an experimental approach-while offering a briefer, more accessible introduction to the basic principles of electromagnetism.
Content:
Vector Operators -Phasors
Electric Fields: Coulomb's Law and Gauss's Law - The Equations of Poisson and of Laplace - Electric Circuits; Conduction - Electric Multipoles - Energy, Capacitance, and Forces - Dielectric Materials - Bound Charges;
…mehr

Produktbeschreibung
Based on the classic ‘Electromagnetic Fields and Waves’ by the same authors, ‘Fundamentals of Electromagnetic Phenomena’ capitalises on the older text's traditional strengths-solid physics, inventive problems, and an experimental approach-while offering a briefer, more accessible introduction to the basic principles of electromagnetism.

Content:
Vector Operators -Phasors

Electric Fields: Coulomb's Law and Gauss's Law - The Equations of Poisson and of Laplace - Electric Circuits; Conduction - Electric Multipoles - Energy, Capacitance, and Forces - Dielectric Materials - Bound Charges; the Electric Flux Density - Real Dielectrics; Continuity Conditions at an Interface - Stored Energy - Images; Laplace's Equation in Rectangular Coordinates - Laplace's Equation in Spherical Coordinates - Poisson's Equation for E

Relativity: The Lorentz Transformation - Mass, Momentum, Force, and Energy - The E and B Fields of a Moving Electric Charge

Magnetic Fields: The Magnetic Flux Density B and the Vector Potential A - Ampère's Circuital Law - Magnetic Materials - Magnetic Forces on Charges and Currents - The Faraday Induction Law - Mutual and Self-Inductance - Magnetic Energy and Macroscopic Magnetic Forces

Maxwell's Equations - Free Space, Non-Conductors, and Conductors - Reflection and Refraction - The Coaxial and Microstrip Lines - Optical Waveguides - Radiation - Electric Dipole Radiation; Antennas
Autorenporträt
PAUL LORRAIN, University of Montreal.

DALE R. CORSON, Cornell University.