How to find the velocity of the protons and antiprotons?

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The discussion revolves around calculating the speeds of protons and antiprotons in a storage ring before they collide, resulting in the production of electrons, positrons, and gamma-ray photons. Key information includes the collision outcome, the speed of the ejected particles at 0.9999995c, and the wavelength of the gamma rays at 1.0 X 10^-6 nm. Participants express uncertainty about how to begin the calculations, referencing conservation of energy and relevant equations such as E=mc^2 and E=γmc^2. There is a mention of the mass of the gamma rays being zero since they are photons. The conversation highlights the need for guidance on how to approach the problem effectively.
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Homework Statement



Some particle accelerators allow protons (p+) and antiprotons (p-) to circulate at equal speeds in opposite directions in a device called a storage ring. The particle beams cross each other at various points to cause p+ + p- collisions. In one collision, the outcome is p+ + p- yields e+ + e- + γ + γ, where γ represents a high energy gamma-ray photon. The electron and position are ejected from the collision at 0.9999995c and the gamma-ray photon wavelengths are found to be 1.0 X 10-6 nm. What were the proton and antiproton speeds prior to the collision?

m(e-)=9.11e-31(kg), λ(γ)=1e-6(nm)



Homework Equations


Ei = Ef
E=mc^2 - 0.5mu^2
E=γmc^2


The Attempt at a Solution


I have no ideas how to start and where to start in this question. Please help.
 
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hi yy205001! :smile:

(try using the X2 button just above the Reply box :wink:)

conservation of energy?
 
i don't know what does'' p+ + p- yields e+ + e- + γ + γ'' tell me?
 
well, you know the mass of everything, and you know the wavelength of the photons, and the speed of the electrons
 
but how can we get the mass of the gamma ray?
 
the gamma ray is a photon, with zero mass :wink:
 
oh! thank you=]
 
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