This is a comprehensive and “user-friendly” textbook for a two-semester graduate level course in physics and electrical engineering. Many applications are given in the text. Over two hundred problems are also given. Problem solving by simple and direct approaches (with detailed calculations) are included, and hints are provided to solve the more difficult problems. Approaches to choosing suitable diagrams, coordinating systems and to symmetry requirements are discussed. Mathematical reviews are also given, with emphasis on intuition and fundamentals.
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Introduction and Review
Electrostatics Multipoles Dielectrics
Electromagnetic Field Equations
Plane Electromagnetic Waves
Scattering and Radiation
Special Theory of Relativity
amplitude angle angular antenna aperture atom axis beam becomes Bessel function boundary conditions calculate cavity charge density charge q charged particle components conductor Coulomb's law cross section current density defined denoted dielectric constant diffraction dipole direction distance divergence theorem electric field electromagnetic electron equation example field point fluid flux Gauss Gauss law given by eq Hence incident inertial frame inside known Legendre polynomials Let us consider Lorentz transformation magnetic field magnetic induction matrix metal mode momentum motion oscillating parallel perpendicular phase factor photon plane wave plasma plate point charge polarization potential Poynting vector radiation radius region result right side rotation scalar scattering Show shown in Fig side of eq solution sphere spherical coordinate system subscript Substitution into eq Substitution of eq superconductors surface integral term in eq theorem unit vector vacuum velocity wave guide wave length wave number wave propagation x-axis z-axis zero