How to Improve the Smoothness of Thin Film Samples?

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Homework Help Overview

The discussion revolves around the problem of determining the minimum thickness of an antireflective coating for thin film samples, specifically in the context of light interference and reflection in layered media with different refractive indices.

Discussion Character

  • Exploratory, Conceptual clarification, Problem interpretation

Approaches and Questions Raised

  • The original poster attempts to apply a specific equation related to optical path differences to find the thickness of the coating. Some participants question the appropriateness of the refractive index of the coating in relation to the surrounding media and discuss the implications of phase changes at boundaries.

Discussion Status

Participants are exploring various interpretations of the problem, with some providing insights into the relationship between the refractive indices and the conditions for destructive interference. There is an acknowledgment of the need for further calculations regarding the wavelength of light in different media.

Contextual Notes

One participant mentions their experience with thin film samples created through spray pyrolysis, noting issues with surface smoothness and seeking advice on improving this aspect, which adds another layer to the discussion on thin film properties.

Geekio
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1. The problem statement:

A wavelength (λ)550 nm light ray traveling thru a viscous medium n1= 1.46 strikes a a crystal n3=1.5 protected by a film n2=1.25.

2. Relevant equation:

How can I determine the min thickness of the antireflective coating used to minimize the reflection of the incident light?

The Attempt at a Solution


I think I can determine it by using
2t+0.5λ1+0.5λ3= (m+0.5)λ2 where m=1 and then solving for t.

Any guidance would be greatly appreciated.
 
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Welcome to PF, Geekio.
I waited an hour and a half to post because I just don't understand this question.
To prevent reflection, you normally use a coating with index of refraction midway between the two media. In this problem your media are n = 1.46 and n = 1.5 while your coating is 1.25. At the 12 boundary your index is decreasing while at the 13 boundary it is increasing, so your reflections will be out of phase half a wavelength for starters. Oh, I think I see it . . . if the coating is half a wavelength thick and traversed twice, that is a total of 1.5 wavelengths and you'll get destructive interference. Clever! Never heard of it before but it ought to work.

So the answer is 0.5 wavelengths for the light in n = 1.25. I guess you'll have to figure out the frequency of that light from the information given at n = 1.46, then use that frequency to calculate the wavelength at n = 1.25.
 
thank you very much
 
hi ...i prepared thin film samples by spray pyrolysis technique but their surface arent smooth ..can anyone tell me how can i make it smooth ?please
 

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