Can a 2MeV photon produce a proton-antiproton pair?

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A 2MeV photon can produce an electron-positron pair because their combined rest energy is less than 2MeV, while a proton-antiproton pair requires more energy than the photon provides. Pair production cannot occur if the rest energy of the particle-antiparticle pair exceeds the energy of the photon, as this would violate conservation of energy. In a follow-up question, the total energy of a positron with 0.158MeV kinetic energy and an electron is calculated to be 1.180MeV, considering both particles' rest energies. The positron's rest energy of 0.511MeV plus its kinetic energy results in 0.669MeV, which, when added to the electron's rest energy, confirms the total. Understanding these principles is crucial for mastering concepts in particle physics.
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Hi all - just a bit confused about an answer in the AQA AS Physics textbook:


'Explain why a photon of energy 2MeV could produce an electron - positron pair, but not a proton - antiproton pair'


and the ANSWER is:

'The rest energy of an electron and a positron is less than 2MeV but not for a proton-antiproton pair, So pair production can happen for an electron and positron'


I don't understand the answer, so pair production can not happen if the rest energy of the particle-antiparticle pair is less than the minimum energy of the carrier photon? is this correct?
 
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125.6 said:
I don't understand the answer, so pair production can not happen if the rest energy of the particle-antiparticle pair is less than the minimum energy of the carrier photon? is this correct?

Yes (unless there is some other source of energy coming in as well as the photon). Otherwise, conservation of energy would be violated.
 
Nugatory said:
Yes (unless there is some other source of energy coming in as well as the photon). Otherwise, conservation of energy would be violated.


Ok great, thanks for that.

I have another question if you don't mind? (i'm self studying physics so i might have quite a few :( )


The question says: The rest energy of an electron is 0.511 MeV; a positron collides with an energy of 0.158 MeV of energy, calculate the total energy of the positron and the electron' with an answe of 1.180 MeV


I've tried using E=hf but that gives me an answer of around 0.7 MeV?? Sorrry!
 
For anyone else who may be confused about this:

The rest energy of the positron must be taken into account. As it is the antiparticle of the electron it will have the same rest mass/energy as the electron, which the question tells us is 0.511MeV. The positron has a kinetic energy of 0.158Mev, so adding this to the rest energy of the positron (0.551MeV) gives us an energy of 0.669MeV. The total energy of the positron is 0.669MeV, add this to the energy of the electron (0.511MeV) to give an answer of 1.180MeV.
 
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