a) Show that the polarization angles 6p, 0, for internal and external reflection at a given interface are complementary, i.e., e, +6', = 90°.

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a) Show that the polarization angles 0,, e', for
internal and external reflection at a given
interface are complementary, i.e., 0, +0', =90°.
n,>nと
b) A wave, linearly polarized in the plane of
incidence, impinges on the interface between
two dielectric media. If n; > nt and 0, = 0',
there is no reflected wave, i.e., r(0",) =0.
Using Stokes' technique start
from scratch to show that
1,(0,)t((e,)= 1, (e,) = 0, and 0 = Op.
%3D
Transcribed Image Text:a) Show that the polarization angles 0,, e', for internal and external reflection at a given interface are complementary, i.e., 0, +0', =90°. n,>nと b) A wave, linearly polarized in the plane of incidence, impinges on the interface between two dielectric media. If n; > nt and 0, = 0', there is no reflected wave, i.e., r(0",) =0. Using Stokes' technique start from scratch to show that 1,(0,)t((e,)= 1, (e,) = 0, and 0 = Op. %3D
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