Beta Particles -- range of energies?

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SUMMARY

Beta particles exhibit a range of energies due to the nature of beta decay, where multiple particles are emitted, resulting in a spectrum of energies from nearly zero to a maximum value. This contrasts with alpha and gamma decays, which emit particles with fixed energies. The energy distribution is influenced by the conservation of energy in the decay process, where the beta particle and neutrino share the total energy Q. Understanding this concept is crucial for grasping the behavior of beta decay in nuclear physics.

PREREQUISITES
  • Understanding of beta decay processes
  • Familiarity with energy conservation in nuclear reactions
  • Knowledge of particle physics terminology
  • Basic comprehension of the differences between alpha, beta, and gamma radiation
NEXT STEPS
  • Research the energy spectrum of beta decay on authoritative sources like Wikipedia
  • Study the conservation of energy in three-body decay processes
  • Learn about the mathematical representation of energy in beta decay, specifically E_\beta = Q
  • Explore the implications of neutrino emission in beta decay
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Students of nuclear physics, researchers in particle physics, and educators looking to explain the nuances of beta decay and energy distributions in radioactive processes.

MoAli
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Hello, I was wondering if someone could explain to me what does it meant that a beta particle has a range of energies ? Thanks
 
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A single particle has a single energy, but different particles (coming from decays of the same type of atom) have different energies (a spectrum from "nearly zero" to some maximum value). That is different from alpha and gamma decays where you get fixed energies for all emitted particles.
 
Depends on the context - where did you see this?
 
mfb said:
A single particle has a single energy, but different particles (coming from decays of the same type of atom) have different energies (a spectrum from "nearly zero" to some maximum value). That is different from alpha and gamma decays where you get fixed energies for all emitted particles.

to add to this, check out the energy spectrum on http://en.wikipedia.org/wiki/Beta_decay and the section on energy release
 
That is the result of the three-body products...
For example, the case where x=A has a single solution. However what happens if I tell you that x+y =A ?
As the wiki states, the beta and the corresponding neutrino carry out the energy Q...
If you had only one electron, it's energy would be given by E_\beta =Q... with the neutrino however you have E_\beta + E_\nu = Q
 

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