Undergrad Cross-Section from Lab Frame to C-O-M Frame

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To convert an inelastic cross-section from the lab frame to the center-of-mass (COM) frame, one must first adjust the energy values on the x-axis and then transform the differential cross-section dσ/dΩ on the y-axis accordingly. A recommended resource for this topic is "Atomic and Nuclear Physics Vol. II" by Prof. S.N. Ghosal, which provides a detailed treatment of the interrelationship between the two frames. Additionally, the "Review of Particle Physics" offers a comprehensive overview of kinematics that may be useful. These references can help clarify the conversion process and provide worked examples. Understanding these transformations is crucial for accurate analysis in particle physics.
James_1978
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Dear Forum,

I am searching for a good explanation and worked example that shows how to convert a inelastic cross-section from the lab frame to the center-of-mass frame. I need to first convert the energy (x-axis) from the lab frame to the COM frame. In addition, I need to convert the corresponding dσ/dΩ (y-axis) into the COM frame as well. I have been unable to find a good description of this in any book or notes.

Regards,
CJ
 
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James_1978 said:
I am searching for a good explanation and worked example that shows how to convert a inelastic cross-section from the lab frame to the center-of-mass frame.

well one can see the treatment of nuc; reactions in
Atomic and Nuclear Physics . Vol.II, By Prof. S.N. Ghosal

Publisher :S. Chand & Co., New Delhi , India
(Chapter X -deals with the two descriptions- and as Dr. Ghoshal was an experimentalist he has dealt the interrelationship of two descriptions elaborately.)
 

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