The dispersion curve of glass is the curve that describes how the index of refraction of glass changes as a function of the wavelength. This curve can be represented approximately by Cauchy's empirical equation, n = A + B/2² where for a specific glass in question A = 1.40 and B = 2.5 × 10 nm² (yes, those units are nanometer squared). Find the phase and group velocities for light of 500nm wavelength in that glass.

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Chapter7: Quantum Mechanics
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Problem 91CP: If STM is to detect surface features with local heights of about 0.0200 nm, what percent change in...
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The dispersion curve of glass is the curve that describes how the index of refraction of
glass changes as a function of the wavelength. This curve can be represented
approximately by Cauchy's empirical equation, n = A + B/2² where for a specific glass
in question A = 1.40 and B = 2.5 × 10 nm² (yes, those units are nanometer squared).
Find the phase and group velocities for light of 500nm wavelength in that glass.
Transcribed Image Text:The dispersion curve of glass is the curve that describes how the index of refraction of glass changes as a function of the wavelength. This curve can be represented approximately by Cauchy's empirical equation, n = A + B/2² where for a specific glass in question A = 1.40 and B = 2.5 × 10 nm² (yes, those units are nanometer squared). Find the phase and group velocities for light of 500nm wavelength in that glass.
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