Thin Film Interference problem

AI Thread Summary
Thin Film Interference produces constructive or destructive interference based on the phase changes that occur upon reflection. A phase change of 1/2 λ occurs when light reflects off a medium with a higher refractive index, while no phase change occurs when reflecting off a lower index medium. For a film where n2 > n1 and n2 > n3, the ray reflecting off n2 experiences a phase change, potentially leading to destructive interference. Conversely, if both n2 and n3 are greater than n1, both reflections experience phase changes, which can result in constructive interference. Understanding these principles is crucial for solving thin film interference problems effectively.
sdobbers
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Hey guys, I was wondering if someone could explain to me when Thin Film Interference will produce constructive/destructive interference. I think I might understand it, but I'm not 100% sure and I have a test coming up soon. Any help would be great!

Ok, so I know we have the equation:
2t = m\lambda

where t, is the distance the thickness of the film, and \lambda is the wavelength.

Say we have...

-------
n1
-------
n2
-------
n3

Where n1 = air, n2 > n1 and n2 > n3. So then would the part of the ray reflecting off n2, have a 1/2 \lambda phase change? But the ray reflecting off of n3 would undergo no phase change?? Would this produce destructive interference?

What about when n2 > n1, and n3 > n2. I'm guessing that both the ray that reflects off n2, and off n3 would both undergo 1/2 \lambda phase change, so this would be constructive?

Or is it reversed?
 
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sdobbers said:
Where n1 = air, n2 > n1 and n2 > n3. So then would the part of the ray reflecting off n2, have a 1/2 \lambda phase change? But the ray reflecting off of n3 would undergo no phase change?? Would this produce destructive interference?

What about when n2 > n1, and n3 > n2. I'm guessing that both the ray that reflects off n2, and off n3 would both undergo 1/2 \lambda phase change, so this would be constructive?
You got it.
 
Thanks :)
 
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