Thin Film Interference and wavelength

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SUMMARY

This discussion focuses on the analysis of thin film interference involving light of wavelength 550 nm in air incident on a glass plate with a refractive index of 1.5 and a thickness of 1.1 x 10^-5 m. The wavelength of light in glass is calculated to be approximately 366.6 nm. The problem requires determining the thickness of the glass in terms of the wavelength in glass, the number of reflected waves experiencing a 180-degree phase shift, and whether the reflected waves will interfere constructively or destructively.

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Homework Statement


Light of wavelength 550 nm in air is normally incident on a glass plate (n=1.5) whose thickness is 1.1 X 10^-5 m. (a) What is the thickness of the glass expressed in terms of the wavelength of light in glass?(b) How many reflected waves will experience the 180 degree phase shift? c) Will the reflected waves interfere constructively or destructively?


Homework Equations



t min = λ / 4n1


The Attempt at a Solution


I'm really not sure where to begin with this one. Here's what I have:

λm = 550 nm / 1.5 =366.6 nm ~ 360 nm

1.1 x 10 ^ -5 = 360 / 1.5

This doesn't make sense. Could someone please point me in the right direction? Thank you!
 
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You are right, the wording of the problem doesn't make sense.

ehild
 

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