Understanding Thomson Scattering for Non-Experts

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Thomson scattering involves the interaction of electromagnetic radiation with free charged particles, where the frequency of the scattered photon matches that of the incident photon. The differential scattering cross-section is independent of the incident wave's frequency and exhibits symmetry in forward and backward scattering. This independence implies that the frequency of the scattered radiation remains unchanged from that of the incident radiation. Understanding solid angles and scattering cross-sections is crucial for grasping these concepts. Overall, the relationship between incident and scattered frequencies is a fundamental aspect of Thomson scattering in physics.
cscott
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Can anybody provide me with information on thomson scattering for someone who hasn't done electrodynamics? I find ones like http://farside.ph.utexas.edu/teaching/jk1/lectures/node85.html but I don't know anything about solid angles and the scattering cross section is confusing me. I'm specifically interested in being able to show that the frequency of the incident photon is equal to the frequency of the scattered photon.
 
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In the link I provided they say

It is clear that the differential scattering cross section is independent of the frequency of the incident wave, and is also symmetric with respect to forward and backward scattering. The frequency of the scattered radiation is the same as that of the incident radiation.

Is the frequency of the scattered radiation equal to that of the incident radiation because the differential scattering cross-section is independent of the incident radiation?
 
No one? Isn't this standard undergrad physics :P
 
One more bump.
 
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