Optimizing Thin Film Coatings for Minimum Reflection: A Practical Guide

AI Thread Summary
To achieve minimum reflection for optical lenses coated with magnesium fluoride at a wavelength of 550 nm, the required film thickness can be calculated using the formula t = λ/(4n). Substituting the values, the thickness is determined to be approximately 99.6 nm. The index of refraction of the camera lens is noted but may not directly impact the calculation. The discussion highlights the importance of understanding which parameters are relevant in optics problems. Clarification on the necessity of all given information in coursework is also mentioned.
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Homework Statement



Optical lenses (n=1.40) in cameras are coated with a thin film of magnesium fluoride (n=1.38) to reduce reflections. What minimum thickness is required to give minimum reflection at a wavelength of 550 nm?

Homework Equations



2nt = (lamda)/2

The Attempt at a Solution



I assume the relevant equation is what I'm supposed to use. so t=(lamda)/(4n)
Therefore, the thickness of the film, t=550/(4*1.38)=99.6 nm

I wasn't given the answer, so I'm not sure if this is correct. I wasn't sure what if the index of refraction of the camera was irrelevant information.
 
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I think they would rarely give irrelevant information in most coursework/homework questions, generally only happens if your lecturer wants to see you suffer)))
 
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