Oct4-09, 07:46 PM
1. The problem statement, all variables and given/known data
Hi, I'm a bit confused about Center of Momentum Energy.
It has particles A and B collide to make C and D. It then asks to show that the CM energy of A is ((S+Ma^2-Mb^2)c^2)/(2Sqrt(S))
2. Relevant equations
The question gives the Mandelstam variables S=((Pa+Pb)^2)/c^2, t=((Pa-Pc)^2)/c^2, u=((Pa-Pd)^2)/c^2.
3. The attempt at a solution
I'm not quite sure what to do. I tried setting up the equation Ea+Eb = Ec+Ed where c and d only have resting energy. I square both sides and seperate try to get c*Sqrt((Ma^2)c^2+Pa^2) by itself since that is what the regular Ea equals but i dont get the desired outcome on the otherside.
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