Why does the angle of light through a prism change based on its wavelength?

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The angle of light deviation through a prism varies inversely with wavelength, suggesting that longer wavelengths experience a greater deviation. This relationship can be explained by the shorter path taken by light as it is deflected, influenced by the cosine of the angle. The dispersion observed in materials like silica is primarily due to strong ultraviolet absorption linked to the energy band gap. The Kramers-Kronig relations provide an analytical framework for understanding this phenomenon. Overall, the interaction of light with a prism is significantly affected by its wavelength.
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Just a general question on the EM spectrum.

angle deviation of the light wave as it passes through a prism seems to be inversely related (looks like a 1/x graph) to its wavelength. So my question, why?

My guess is that the deflected path is shorter than the undeflected by cos A, where
0 < A < 90
and the bigger wavelength is, the longer the path it can travel and thus a bigger wavelength corresponds to a longer path x cos A?
 
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The ordinary dispersion relation that we observe in glasses such as silica is due to the strong absorption in the ultraviolet region (which, in turn, is due to the size of the energy band gap of the material; that is, the energy difference between the valence and conduction band).

The analytical form is given by the Kramers-Kronig relations. http://en.wikipedia.org/wiki/Kramers–Kronig_relation.

Claude.
 
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