A quartz plate cut parallel to the optical axis is placed between two crossed Nicol prisms The angle between the principal directions of the Nicol prisms and the plate is equal to 45 The thickness of the plate is d 0 50 ram At what wavelengths in the interval from 0 50 to 0 60m is the intensity of light which passed through that system independent of rotation of the rear prism The difference of refractive indices for ordinary and extraordinary rays in that wavelength interval is assumed to be n 0 0090

Question: A quartz plate cut parallel to the optical axis is placed between two crossed Nicol prisms. The angle between the principal directions of the Nicol

A quartz plate cut parallel to the optical axis is placed between two crossed Nicol prisms. The angle between the principal directions of the Nicol prisms and the plate is equal to 45°. The thickness of the plate is d = 0.50 ram. At what wavelengths in the interval from 0.50 to 0.60μm is the intensity of light which passed through that system independent of rotation of the rear prism? The difference of refractive indices for ordinary and extraordinary rays in that wavelength interval is assumed to be ∆n = 0.0090.

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