6.1-7 Half-Wave Retarder. Consider linearly polarized light passed through a half-wave retarder. If the polarization plane makes an angle 0 with the fast axis of the retarder, show that the transmitted light is linearly polarized at an angle -6, i.e., it is rotated by an angle 20. Why is the half-wave retarder not equivalent to a polarization rotator?
6.1-7 Half-Wave Retarder. Consider linearly polarized light passed through a half-wave retarder. If the polarization plane makes an angle 0 with the fast axis of the retarder, show that the transmitted light is linearly polarized at an angle -6, i.e., it is rotated by an angle 20. Why is the half-wave retarder not equivalent to a polarization rotator?
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6.1-7 Half-Wave Retarder. Consider linearly polarized light passed through a half-wave retarder.
If the polarization plane makes an angle 0 with the fast axis of the retarder, show that the
transmitted light is linearly polarized at an angle -6, i.e., it is rotated by an angle 20. Why is
the half-wave retarder not equivalent to a polarization rotator?](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fd16d808e-cccb-4d82-9f1b-8ff381d90261%2Fb3c26e40-519c-4760-8c5a-a1b3838302f2%2Fbrjisco_processed.jpeg&w=3840&q=75)
Transcribed Image Text:PROBLEMS
241
6.1-7 Half-Wave Retarder. Consider linearly polarized light passed through a half-wave retarder.
If the polarization plane makes an angle 0 with the fast axis of the retarder, show that the
transmitted light is linearly polarized at an angle -6, i.e., it is rotated by an angle 20. Why is
the half-wave retarder not equivalent to a polarization rotator?
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