Sodium light on 2 glass bars -- What's going on here?

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SUMMARY

The phenomenon observed with the sodium light on two stacked pieces of translucent glass is a result of thin film interference, specifically related to Newton's rings. The equation 2T = (n + 1/2)λ is crucial in understanding the formation of dark concentric rings, which appear when viewed at eye level. When the glass pieces are pressed together, the interference pattern changes, causing the rings to straighten and become parallel. This observation highlights the principles of optical interference in thin films.

PREREQUISITES
  • Understanding of thin film interference
  • Familiarity with Newton's rings
  • Basic knowledge of optical physics
  • Ability to interpret interference patterns
NEXT STEPS
  • Study the principles of thin film interference in detail
  • Explore the derivation and applications of the equation 2T = (n + 1/2)λ
  • Investigate the experimental setup and implications of Newton's rings
  • Learn about other optical phenomena related to interference patterns
USEFUL FOR

Students of physics, particularly those studying optics, educators teaching about light interference, and anyone interested in the practical applications of thin film phenomena.

tensor0910
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Homework Statement


This is less of a calculation and more of a observation problem:

Our teacher shined a sodium light on top of two stacked pieces of translucent glass. We then had to bend down to get eye level with the stacked glass. When we did this you could see dark ( concentric?) rings reflecting off of the glass...sort of like contour lines on a map. When we pressed the two pieces together the lines straightened out until they were all parallel. What is going on here?

Homework Equations

:
[/B]
It has something to do with thin film interference...
Maybe the equation 2T = (n + 1/2 )λ is involved

The Attempt at a Solution


[/B]
Im pretty lost here. Thanks in advance for any responses.
 
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thanks for the tip BvU. I think I got it now.
 

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