How Do You Calculate the Compton Edge Energy in Scintillator Experiments?

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To calculate the Compton edge energy in scintillator experiments, the original gamma ray energy of 661.6 keV for Cs137 is used, with the maximum energy transfer occurring at a scattering angle of 180 degrees. The Compton edge is lower than the initial gamma ray energy due to the energy lost during scattering, which can be calculated using the Compton formula. The maximum energy deposited by a single scatter event is determined by the difference between the incident energy and the energy of the scattered photon. Clarification on the angle theta is crucial, as it influences the energy calculations. Ultimately, the Compton edge energy can be derived by subtracting the energy of the scattered photon from the incident gamma ray energy.
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I am trying to calculate the energy at which the Compton edge occurs for a sample of Cs137 using a NaI(Tl) scintillator. I know the original energy of the gamma ray was 661.6keV. and that for the Compton edge the angle between the electron and the line of incident must be 0degrees (for max energy of photon). but this just give the value of the photopeak (incident gamma ray). How do i calculate the energy of the emitted photons from Compton scattering at the Compton edge??

[i have calculated the beginning of the Compton continuum using an angle of 180 degrees between the electron and line of incident (minimum energy of the photon) and this gives a value which is about the same as my graph]
i have looked at a few sites but am fairly confused as to why the Compton edge is at a lower energy to the initial gamma ray photon.

Many thanks
 
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According to these equations the Compton edge should be the same energy as the photo-peak, as when theta=0 the equation is just 662keV/1.
i don't understand how it is possible to calculate the Compton edge, with these equations.
 
rich86 said:
According to these equations the Compton edge should be the same energy as the photo-peak, as when theta=0 the equation is just 662keV/1.
i don't understand how it is possible to calculate the Compton edge, with these equations.
I think you are misinterpreting theta.

Thus, the maximum energy which may be deposited by a single scatter event is E - E' for = 180˚.

http://nucleus.wpi.edu/Reactor/Labs/R-scin2.html
 
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ok so plugging in theta=180 and E=2MeV to http://nucleus.wpi.edu/Reactor/pics/rscineq2.jpg gives E' as .23MeV as is shows in the diagram.
http://nucleus.wpi.edu/Reactor/pics/rscin3.jpg
But then theta=0 (ie gamma ray has most energy and electron is not scattered) E'=2MeV. this is not what is shown in the diagram.

how do you work out the 1.77MeV Compton edge?!
 
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ok sorry i was being really stupid the 1.77MeV comes from 2MeV-0.23MeV.

many thanks for your help.
 

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