Circularly polarized light through a polarimeter

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SUMMARY

Circularly polarized light interacts with a polarimeter composed of two crossed photoelastic modulators (PEMs) and a polarizer. The configuration of the PEMs at 0 degrees and 45 degrees is crucial for analyzing the light's properties. A monochromatic linearly polarized light beam can be represented as a superposition of two circularly polarized waves with opposite rotation. Understanding the Jones matrix for the polarimeter is essential for predicting the behavior of circularly polarized light in this setup.

PREREQUISITES
  • Understanding of circularly polarized light and its properties
  • Familiarity with photoelastic modulators (PEMs)
  • Knowledge of polarimetry and polarizer configurations
  • Basic grasp of Jones calculus and matrices
NEXT STEPS
  • Study the Jones matrix for oriented photoelastic modulators
  • Research the principles of polarimetry and its applications
  • Explore the mathematical representation of circularly polarized light
  • Learn about the behavior of light through different optical elements, including elliptic retarders
USEFUL FOR

Optical physicists, researchers in photonics, and students studying advanced optics will benefit from this discussion on the interaction of circularly polarized light with polarimeters.

lcr2139
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What happens when circularly polarized light goes through a polarimeter? In my experiment the polarimeter is made up of two crossed PEMs and a polarizer.
 
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Also, what about linearly polarized light?
 
how does the angle of the polarizer fit into this problem?
 
lcr2139 said:
What happens when circularly polarized light goes through a polarimeter?

Interestingly, a monochromatic linearly polarized light beam can be considered as a superposition of two circularly polarized electromagnetic waves that are propagating in the same direction with the same frequency but the opposite sense of rotation. see the animation of circularly polarized light ...

see the details<http://ja01.chem.buffalo.edu/~jochena/research/opticalactivity.html>
it may help...
 
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lcr2139 said:
What happens when circularly polarized light goes through a polarimeter? In my experiment the polarimeter is made up of two crossed PEMs and a polarizer.

What kind of polarimeter/ellipsometer? Also, what is a PEM?
 
a polarizer is made up of 2 PEMs and a polarizer. It is not a single optical element. A PEM is a photoelastic modulator.
 
The first part is probably a typo. If a polarizer includes a polarizer, you will have an infinite regression. :)
But what do you mean by crossed PEMs?
 
crossed PEMs mean that one is at 0 degrees and the other is at 45 degrees.
 
lcr2139 said:
What happens when circularly polarized light goes through a polarimeter? In my experiment the polarimeter is made up of two crossed PEMs and a polarizer.
If you know how a linearly polarized light is affected by a polarimeter, extending it to circularly polarized light is not too difficult.
 
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  • #10
crossed PEMs mean that one is at 0 degrees and the other is at 45 degrees.
What feature of the PEM is at these angle?
 
  • #11
lcr2139 said:
a polarizer is made up of 2 PEMs and a polarizer. It is not a single optical element. A PEM is a photoelastic modulator.

Zoiks... sounds complicated.

Well, the easiest way to proceed is to write out the Jones matrix for the instrument. I'm not sure what the Jones matrix is for an oriented PEM, but my guess is that it is similar to an elliptic retarder

http://spie.org/Publications/Proceedings/Paper/10.1117/12.429559
https://books.google.com/books?id=y...&q="jones matrix" "elliptic retarder"&f=false
https://en.wikipedia.org/wiki/Jones_calculus#cite_note-5
 

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