Two in phase, monochromatic light rays traverse transparent materials with differing indices of refraction but a common length. The wavelength of the light is 1 =500. nm . Far from the materials the light rays are combined without further phase shifts and there is interference.

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Chapter3: Interference
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Problem 63AP: A hydrogen gas discharge lamp emits visible light at four wavelengths, =410 , 434, 486, and 656 nm....
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Two in phase, monochromatic light rays traverse transparent materials with differing
indices of refraction but a common length. The wavelength of the light is 1 = 500. nm . Far
from the materials the light rays are combined without further phase shifts and there is
interference.
a. If n =1.50 n, =1.625 and L=12.0µm what is the phase difference in wavelengths (
N, - N, )?
b. If n, =1.475
=1.60 and L=12.00µm what is the phase difference in wavelengths (
N2 - N, )?
c. If n =1.475 n, =1.60 and L= 6.00µm what is the phase difference in wavelengths (
N, - N )?
d. Rank the three cases above in terms of brightness for the combined light.
n2
7.
Transcribed Image Text:Two in phase, monochromatic light rays traverse transparent materials with differing indices of refraction but a common length. The wavelength of the light is 1 = 500. nm . Far from the materials the light rays are combined without further phase shifts and there is interference. a. If n =1.50 n, =1.625 and L=12.0µm what is the phase difference in wavelengths ( N, - N, )? b. If n, =1.475 =1.60 and L=12.00µm what is the phase difference in wavelengths ( N2 - N, )? c. If n =1.475 n, =1.60 and L= 6.00µm what is the phase difference in wavelengths ( N, - N )? d. Rank the three cases above in terms of brightness for the combined light. n2 7.
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