5.6-2 Refractive Index of Air. The refractive index of air can be precisely measured with the...
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5.6-2 Refractive Index of Air. The refractive index of air can be precisely measured with the help of a Michelson interferometer and a tunable light source. At atmospheric pressure and a temperature of 20° C, the refractive index of air differs from unity by n-1= 2.672 x 10-4 at a wavelength of 0.76 μm, by n - 1 = 2.669 x 10-4 at a wavelength of 0.81 μm, and by n-1= 2.665 x 10-4 at a wavelength of 0.86 μm. (a) Using a quadratic fit to these data, determine the wavelength dependence of the group velocity. (b) Obtain an expression for the dispersion coefficient Dx in ps/km-nm and compare your result with that for a silica optical fiber. 5.6-2 Refractive Index of Air. The refractive index of air can be precisely measured with the help of a Michelson interferometer and a tunable light source. At atmospheric pressure and a temperature of 20° C, the refractive index of air differs from unity by n-1= 2.672 x 10-4 at a wavelength of 0.76 μm, by n - 1 = 2.669 x 10-4 at a wavelength of 0.81 μm, and by n-1= 2.665 x 10-4 at a wavelength of 0.86 μm. (a) Using a quadratic fit to these data, determine the wavelength dependence of the group velocity. (b) Obtain an expression for the dispersion coefficient Dx in ps/km-nm and compare your result with that for a silica optical fiber.
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Answer a Given refanctive inder of our differs from unity by n1 21672x10 ... View the full answer
Related Book For
College Physics
ISBN: 978-0495113690
7th Edition
Authors: Raymond A. Serway, Jerry S. Faughn, Chris Vuille, Charles A. Bennett
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