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Consider a quartz plate whose optical axes are also normal to its flat
surfaces. In such plate a linearly polarized light, at zero angle of
incidence, will remain linearly polarized at the exit, no matter how
thick is the plate.... Frenel's
"explanation" of optical activity (rotation of the plane of
polarization by a quartz plate).
According to Jenkins and White (page 588) Frenel's explains the effect
by assuming that "two circular vibrations move forward with slightly
different velocities."
Please explain how velocities of right-handed and left-handed components
of linearly polarized light can be different for a beam parallel to the
optical
axes. ...
Ludwik Kowalski