Polarization Reflection question

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SUMMARY

The discussion centers on determining the thickness of a thin film of ethyl alcohol (n=1.36) that reflects yellow light (λ=560nm) when illuminated with white light. The key principle involved is the interference of light waves, specifically utilizing Huygen's Principle and the concept of polarization by reflection. For constructive interference to occur, the optical path difference must equal an integer multiple of the wavelength of the reflected light. The required thickness can be calculated using the formula for thin film interference.

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  • Understanding of thin film interference principles
  • Familiarity with Huygen's Principle
  • Knowledge of optical path difference calculations
  • Basic concepts of polarization of light
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  • Study the mathematical derivation of thin film interference equations
  • Learn about Huygen's Principle in detail
  • Explore the effects of refractive index on light reflection
  • Investigate the relationship between film thickness and wavelength for constructive interference
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BobbyBobbyBob
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A thin film of ethyl alcohol (n=1.36) is spread on a flat glass plate and illuminated with white light. When illuminated and viewed from directly above, it shows a coloured pattern in reflection. If the only visible light reflected by a certain region of the film is yellow (lambda=560nm), how thick is the film there? Justify (assume visible spectrum is 400-7800nm)

:bugeye:

I have no idea where/how to start and what it involves.

I have a feeling it invovles Huygen's Principle and Polarization by Reflection.
 
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What thicknesses of ethyl alcohol will result in the yellow light reflected off the top surface and the yellow light reflecting off the alcohol-glass surface being in phase as they head back up to the observer?
 

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