Compton Scattering and Inverse Compton Scattering

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SUMMARY

The discussion focuses on the need for a general equation to determine whether an electron will undergo Compton scattering or inverse Compton scattering. Key insights include the importance of the "cross section" for Compton scattering and its comparison with other processes such as pair production and the photoelectric effect. The Klein-Nishina formula is identified as relevant for these calculations. Additionally, the nonlinear Breit-Wheeler process is highlighted as a mechanism for electron production, which requires understanding inverse Compton scattering.

PREREQUISITES
  • Understanding of Compton scattering and inverse Compton scattering
  • Familiarity with the concept of cross sections in particle physics
  • Knowledge of the Klein-Nishina formula
  • Basic principles of the Breit-Wheeler process
NEXT STEPS
  • Research the Klein-Nishina formula for Compton scattering calculations
  • Study the cross sections for pair production and the photoelectric effect
  • Explore the nonlinear Breit-Wheeler process and its implications in high-energy physics
  • Investigate experimental setups for producing electron-positron pairs via photon collisions
USEFUL FOR

Physicists, particularly those specializing in high-energy particle physics, astrophysicists studying stellar atmospheres, and researchers involved in experimental physics related to electron production processes.

dansmith170
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TL;DR
General Equation
Hi,

Is there a more general equation than the Compton equation that allows one to determine whether an electron will Compton scatter or inverse Compton scatter? If so, where can I find it (or what is it?)

Thanks.
 
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dansmith170 said:
Summary:: General Equation

Hi,

Is there a more general equation than the Compton equation that allows one to determine whether an electron will Compton scatter or inverse Compton scatter? If so, where can I find it (or what is it?)

Thanks.
You perhaps should have posted this under Special and General Relativity or Quantum Physics.
 
Thread moved. I figured high energy / particle / nuclear physics would be better.

As a quick answer, what you appear to be looking for is the probability that an electron will undergo Compton scattering. For that you need to start with the "cross section" for that process at whatever energy you're interested in.

Then you can compare it with the cross sections for other possible processes e.g. pair production, photoelectric effect, ...

If you tell us more about what you're trying to do, people can give more specific advice.
 
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jtbell said:
Thread moved. I figured high energy / particle / nuclear physics would be better.

As a quick answer, what you appear to be looking for is the probability that an electron will undergo Compton scattering. For that you need to start with the "cross section" for that process at whatever energy you're interested in.

Then you can compare it with the cross sections for other possible processes e.g. pair production, photoelectric effect, ...

If you tell us more about what you're trying to do, people can give more specific advice.
Thanks for moving the thread (I wasn't sure where exactly to put it). Big picture, I'm trying to come up with an equation that will allow me to figure out the number of electrons produced by the nonlinear Breit Wheeler process (and that process requires Inverse Compton Scattering as I understand it). And thanks for your response. Sounds the Klein-Nishina formula might be relevant.
 
dansmith170 said:
Thanks for moving the thread (I wasn't sure where exactly to put it). Big picture, I'm trying to come up with an equation that will allow me to figure out the number of electrons produced by the nonlinear Breit Wheeler process (and that process requires Inverse Compton Scattering as I understand it).
Inverse Compton scattering involves the scattering of low energy photons to high energies by ultrarelativistic electrons so that the photons gain and the electrons lose energy. That would most likely be a process in stellar atmospheres, but it could be induced in an electron (beam) accelerator colliding into a laser beam.
https://eud.gsfc.nasa.gov/Volker.Beckmann/school/download/Longair_Radiation3.pdf

The Breit–Wheeler process or Breit–Wheeler pair production is a physical process in which a positronelectron pair is created from the collision of two photons. It is the simplest mechanism by which pure light can be potentially transformed into matter. The process can take the form γ γ′ → e+ e where γ and γ′ are two light quanta. Ref: https://en.wikipedia.org/wiki/Breit–Wheeler_process from G. Breit and John A. Wheeler (15 December 1934). "Collision of Two Light Quanta". Physical Review. 46 (12): 1087–1091. Bibcode:1934PhRv...46.1087B. doi:10.1103/PhysRev.46.1087
https://journals.aps.org/pr/abstract/10.1103/PhysRev.46.1087


So, usually two photons would produce one electron-positron pair, unless the energies are very high to produce more than one pair. I'm not aware of this done in practice, although the Wikipedia article describes some experimental efforts.

Then - The multiphoton Breit–Wheeler process, also referred to as nonlinear Breit–Wheeler or strong field Breit–Wheeler in the literature, is the extension of the pure photon–photon Breit–Wheeler process when a high-energy probe photon decays into pairs propagating through an electromagnetic field (for example, a laser pulse).

However - Manufacturing such a source, a gamma-ray laser, is still a technological challenge. No S***!This has to do with - https://www.physicsforums.com/threads/breit-wheeler-matter-production.1010438/ ?
 
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Hi Astronuc, thanks for your reply and for the links. And yes, it's related to my earlier question about the mass production of electrons by means of Breit-Wheeler.
 

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