http://www.loc.gov/mods/v3 http://www.loc.gov/standards/mods/v3/mods-3-2.xsd
UPSO (University Press Scholarship Online)
Cover page; Electromagnetic Radiation; Copyright; Contents; Part I: Introductory Foundations; 1: Essentials of Electricity and Magnetism; 1.1 Maxwell's static equations in vacuum; 1.1.1 Electrostatic equations; 1.1.2 Magnetostatic equations; 1.1.3 Lorentz force; 1.2 Maxwell's static equations in matter; 1.2.1 Response of material to fields; 1.2.2 Bound charges and currents; 1.2.3 Macroscopic fields; 1.2.4 Polarizability and Susceptibility; 1.2.5 The canonical constitutive relations; 1.2.6 Electric fields and free charges in materials; 1.3 Energy of static charge and current configurations
1.3.1 Electrostatic field energy1.3.2 Magnetic field energy; 1.4 Maxwell's dynamic equations in vacuum; 1.4.1 Faraday's contribution; 1.4.2 Conservation of charge and the continuity equation; 1.4.3 Maxwell's contribution; 1.5 Maxwell's dynamic equations in matter; 1.5.1 Origin of material currents; 1.6 Plane wave propagation in vacuum; 1.6.1 Polarization of plane waves; 1.7 E&M propagation within simple media; 1.8 Electromagnetic conservation laws; 1.8.1 Energy density; 1.8.2 Poynting's Theorem; 1.8.3 Linear momentum density; 1.8.4 Maxwell stress tensor; 1.9 Radiation in vacuum
1.9.1 Field amplitude as a function of distance from the source1.9.2 Decoupling of radiation fields from the source; 1.9.3 Illustration of coupled and decoupled fields from an accelerated charge; Exercises; 1.10 Discussions; 2: The Potentials; 2.1 The magnetic and electric fields in terms of potentials; 2.2 Gauge considerations; 2.3 The wave equations prescribing the potentials using the Lorenz gauge; 2.4 Retarded time; 2.4.1 Potentials with retarded time; 2.5 Moments of the retarded potential; 2.5.1 Potential zones; Near zone potential; Intermediate zone potential
Far (radiation) zone potential2.5.2 General expansion of the retarded potential; Electric dipole term; Magnetic dipole and electric quadrupole terms; Transverse fields in the radiation zone; Exercises; 2.6 Discussions; Part II: Origins of Radiation Fields; 3: General Relations between Fields and Sources; 3.1 Relating retarded potentials to observable fields; 3.1.1 Spatial derivatives of retarded potentials; 3.2 Jefimenko's equations from the retarded potentials; 3.3 Graphical representation of transverse fields arising from acceleration
Richard Freeman, James King, Gregory Lafyatis.
Includes bibliographical references and index.
Oxford : Oxford University Press USA - OSO,c2019