November 2017
Intermediate to advanced
670 pages
14h 22m
English
P1.1For a simple lossless medium, derive the wave equations for E and H.
P1.2Obtain the wave Equations 1.18 and 1.19 subject to the Lorentz condition given by Equation 1.21.
P1.3Obtain Equation 1.27.
P1.4Show that for a time-harmonic case, Equation 1.22 reduces to Equation 1.50.
P1.5a.Obtain the expression for the time-harmonic retarded potential A for a current element of small length h located on the z-axis as shown in the figure.
b.Hence obtain the electric and magnetic fields at P. Assume that the current in the filament is I0(A).
c.In the far zone, that is, for R ≫ λ, h ≪ λ, obtain E , H , E × H, and ⟨S⟩.
P1.6Lecture ...
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