A quartz plate cut parallel to its optical axis is placed between two crossed Nicol prisms so that their principle directions form an angle of 45 with the optical axis of the plate What is the minimum thickness of that plate transmitting light of wavelength 1 643 nm with maximum intensity while greatly reducing the intensity of transmitting light of wavelength 2 564 rim The difference of refractive indices for extraordinary and ordinary rays is assumed to be equal to ne no 0 0090 for both wavelengths

Question: A quartz plate cut parallel to its optical axis is placed between two crossed Nicol prisms so that their principle directions form an angle of

A quartz plate cut parallel to its optical axis is placed between two crossed Nicol prisms so that their principle directions form an angle of 45° with the optical axis of the plate. What is the minimum thickness of that plate transmitting light of wavelength λ1 = 643 nm with maximum intensity while greatly reducing the intensity of transmitting light of wavelength λ2 = 564 rim? The difference of refractive indices for extraordinary and ordinary rays is assumed to be equal to ne – no = 0.0090 for both wavelengths.

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