Particle physics: energy conservation

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SUMMARY

In particle physics, energy conservation dictates that the total energy of a system must remain constant, but the rest mass of particles can vary. In reactions such as p pion+ --> p p, the rest mass of the final particles does not need to be less than the initial rest mass, as long as the total energy is conserved. This allows for scenarios where light particles, like electrons, can be accelerated to produce heavier particles. Additionally, baryon number conservation must also be considered in particle reactions.

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  • Understanding of energy conservation principles in physics
  • Familiarity with particle interactions and reactions
  • Knowledge of baryon number conservation
  • Basic concepts of kinetic energy and momentum in particle physics
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kylie14
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Hi,
I've managed to get extremely confused; I feel like I'm getting told different things! I hope someone can just clarify this for me.

If you have a reaction, say for example:
p pion+ --> p p
(where p is a proton) is it true that the rest mass afterwards must be less than the rest mass before or energy conservation is violated?
 
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No. The rest mass afterwards only need to be less than the total energy of the initial particles. You can accelerate very light particles, eg., electrons, to get large kinetic energy and produce heavy particles in the end.
 
You're thinking about 1 particle decaying into a product of particles. In that case, the rest mass of the decay products need to add to be less than the rest mass of the initial particle.

However, as already mentioned, when you have two particles colliding, they can have extra energy beyond their rest mass in the form of a relative momenta.

Also, the particular example you cited violates baryon number conservation.
 

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