Annihilation and production of bosons

In summary, the production of bosons in annihilation processes can occur when a positron and electron collide. While a single photon cannot be produced in this interaction, a massive boson such as a Z boson could be. In future electron/positron colliders operating at higher energies, it is possible to produce top-antitop pairs through the annihilation process. The initial annihilation would produce a virtual photon or Z boson, and the Higgs and other loop processes also contribute to this production. Therefore, it is not possible to distinguish between the different processes.
  • #1
Arcturus7
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I am confused about the production of bosons in annihilation processes.

If we have a positron and an electron coming together and annihilating, we can always find a frame in which the net momentum is zero, which would suggest that a single photon can never be produced in such an interaction (but a massive boson such as a Z could be).

However, in a question asked by my prof. in lectures the other week, she said that future electron/positron colliders may operate at energies sufficient to produce top-antitop pairs. How would this occur? And also, how would Feynman diagram for this process look?

I had imagined that the initial annihilation would simply produce a boson which would then decay into the top/antitop pair, however thinking about it, I feel as though the boson should be massive, and therefore not be a photon. Is this correct, or does the fact that the photon is virtual allow it to occur?
 
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  • #2
Arcturus7 said:
or does the fact that the photon is virtual allow it to occur?
Exactly. The (main) process would happen via a virtual photon/Z boson.
As they are virtual, you cannot even say "this was produced via a photon" or "via a Z boson" - their amplitudes add, you cannot distinguish between the processes. The Higgs leads to a much smaller contribution as well, and there are loop processes contributing a little bit.
 
  • #3
Ah I see - that's great! Thanks for clearing that up :)
 

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