SCATTERING BY A MOVING PEC PLANE AND A DIELECTRIC HALF-SPACE IN HERTZIAN ELECTRODYNAMICS

SCATTERING BY A MOVING PEC PLANE AND A DIELECTRIC HALF-SPACE IN HERTZIAN ELECTRODYNAMICS

Burak Polat    

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Abstract

For a demonstration of the predictions of Hertzian Electrodynamics in scattering problems, a general formulation is provided which is followed by various applications of the presented methodology to 2-D canonical problems involving a Perfect Electrical Conductor (PEC) plane and a dielectric half-space in uniform and harmonic motions under plane wave incidence.

Keywords

Maxwell Equations, Moving Media, Hertz Equations, Continuum Mechanics, Frame Indifference, Progressive Derivatives.