How come violet, with the shortest wavelength, is refracted the most?

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SUMMARY

The discussion centers on the phenomenon of light refraction, specifically how violet light, with the shortest wavelength, is refracted more than red light, which has the longest wavelength. This is attributed to the speed of light in a medium being influenced by the dielectric properties and wavelength, resulting in a lower index of refraction for red light compared to violet light. The conversation references David J. Griffith's "Introduction to Electrodynamics," particularly chapter 9, which covers the relationship between wavelength, speed in a medium, and the angle of refraction in accordance with Maxwell's equations.

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  • Understanding of light wave properties and wavelengths
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  • Introduction to Maxwell's equations
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Homework Statement
How come violet, with the shortest wavelength, is refracted the most in water, whereas red, with the longest wavelength, is refracted the least?
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I'm reading Usborne's Introduction to Physics, which says the following:

The wedge of water bends each different wavelength by a slightly different amount. Red has the longest wavelength and is bent the least. Violet has the shortest and is bent the most.
 
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I can give you a partial answer. The speed of light in a medium depends on the dielectric properties of medium and the wavelength of the light. The red light travels faster in the medium than the violet light, so has a lower index of refraction.

For a fuller explanation of how the wavelength and dielectric properties determine the refractive index, I would have to consult Griffiths when I get home!
 
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PeroK said:
I can give you a partial answer. The speed of light in a medium depends on the dielectric properties of medium and the wavelength of the light. The red light travels faster in the medium than the violet light, so has a lower index of refraction.

For a fuller explanation of how the wavelength and dielectric properties determine the refractive index, I would have to consult Griffiths when I get home!
Awesome, is that David J. Griffith's Introduction to Electrodynamics by any chance?
 
plaguedbyfoibles said:
Awesome, is that David J. Griffith's Introduction to Electrodynamics by any chance?
Yes. As I suspected, it's quite advanced (chapter 9) and entails satisfying Maxwell's equations for a light wave obliquely incident on the boundary between two mediums. The speed in the medium and angle of refraction depend on the wavelength.
 
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