Light with a wavelength in vacuum of 530 nm falls perpendicularly on a biological specimen that is 1.10 ?m thick. The light splits into two beams polarized at right angles, for which the indices of refraction are n1 = 1.320 and n2 = 1.333, respectively. (a) Calculate the wavelength of each component of the light while it is traversing the specimen. (Give your answers to at least one decimal place.) ?n1 = answer in nm ?n2 = answer in nm (b) Calculate the phase difference between the two beams when they emerge from the specimen.
Light with a wavelength in vacuum of 530 nm falls perpendicularly on a biological specimen that is 1.10 ?m thick. The light splits into two beams polarized at right angles, for which the indices of refraction are n1 = 1.320 and n2 = 1.333, respectively. (a) Calculate the wavelength of each component of the light while it is traversing the specimen. (Give your answers to at least one decimal place.) ?n1 = answer in nm ?n2 = answer in nm (b) Calculate the phase difference between the two beams when they emerge from the specimen.
Physics for Scientists and Engineers with Modern Physics
10th Edition
ISBN:9781337553292
Author:Raymond A. Serway, John W. Jewett
Publisher:Raymond A. Serway, John W. Jewett
Chapter36: Wave Optics
Section: Chapter Questions
Problem 44AP
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Light with a wavelength in vacuum of 530 nm falls perpendicularly on a biological specimen that is 1.10 ?m thick. The light splits into two beams polarized at right angles, for which the indices of refraction are n1 = 1.320 and n2 = 1.333, respectively.
(a) Calculate the wavelength of each component of the light while it is traversing the specimen. (Give your answers to at least one decimal place.)
(b) Calculate the phase difference between the two beams when they emerge from the specimen.
answer in degrees °
| ?n1 | = answer in nm |
| ?n2 | = answer in nm |
(b) Calculate the phase difference between the two beams when they emerge from the specimen.
answer in degrees °
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