The complex wave function of a uniform plane wave traveling in the z-direction may be written as

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The complex wave function of a uniform plane wave traveling in the z-direction may be written as U(R) = Aej(tkz) . (a) (5 points) Initially the wave is traveling in a medium with refractive index n=1.2 and has wavenumber k = 14 m1 . It then passes into a medium with refractive index n=1.4 Now what is the wavenumber? (b) (5 points) What would be the wavenumber and wavelength of this wave if it enters a region of free- space? (c) (5 points) What are the frequency of the wave (in Hz) and what is its approximate color

Posted Date: May 10, 2024 01:52 AM

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The complex wave function of a uniform plane wave traveling in the z-direction may be written as

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a When the wave passes from a medium with refractive index n12 to a medium with refractive index n14 ... View the full answer

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