How Does Compton Scattering Affect Photon Wavelength at 90 Degrees?

AI Thread Summary
Compton scattering affects photon wavelength by causing a change in wavelength that can be calculated using the formula Δλ = (λ' - λ)/λ. When measured at a 90-degree angle, the change in wavelength (Δλ) is given as 1.5%. To find the wavelength of the falling photons, one must relate this percentage change to the original wavelength. The discussion emphasizes the need to correctly apply the formula for Δλ in the context of Compton scattering. Understanding this relationship is crucial for solving the problem accurately.
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Homework Statement


The length of the photon waves which are under Compton scattering ( compton scattering is applied on them) is measured in the angle =90 degree.If ΔΛ/Λ is 1.5 %,what is the length of the waves of the falling photons?


Homework Equations



a5538f90db08abca4bab0597af48b05c.png


The Attempt at a Solution



The only problem here is ΔΛ/Λ = 1.5 %, I don't know how to relate that to the above formula..
 
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Elaia06 said:

Homework Statement


The length of the photon waves which are under Compton scattering ( compton scattering is applied on them) is measured in the angle =90 degree.If ΔΛ/Λ is 1.5 %,what is the length of the waves of the falling photons?


Homework Equations



a5538f90db08abca4bab0597af48b05c.png


The Attempt at a Solution



The only problem here is ΔΛ/Λ = 1.5 %, I don't know how to relate that to the above formula..

By definition, Δλ = (λ' - λ)/λ.
 
rude man said:
By definition, Δλ = (λ' - λ)/λ.
I think that should be Δλ = (λ' - λ) or Δλ/λ = (λ' - λ)/λ.
 
mfb said:
I think that should be Δλ = (λ' - λ) or Δλ/λ = (λ' - λ)/λ.

Right. Sorry.
 
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