On the decay of the neutral Sigma particle

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Discussion Overview

The discussion centers on the decay processes of the neutral Σ particle, specifically why it predominantly decays into one or two photons and a neutral Λ particle, and the implications of weak interactions on potential alternative decay modes. The scope includes theoretical considerations and experimental observations in particle physics.

Discussion Character

  • Exploratory
  • Technical explanation
  • Debate/contested

Main Points Raised

  • Some participants question why the neutral Σ particle primarily decays to one or two photons and a neutral Λ, suggesting that other decay modes are significantly slower by many orders of magnitude.
  • One participant proposes a decay mode to a proton and a negative pion, noting that this decay is forbidden due to strangeness conservation, but raises the possibility of weak interactions allowing it.
  • Another participant clarifies that while strong or electromagnetic interactions dominate decay processes, weak interactions may only be relevant when no alternatives exist, and typically for long-lived particles.
  • It is suggested that there may be a theoretical branching ratio for the decay to a Λ and electron-positron pair mediated by an off-shell photon, though this has not been experimentally verified.
  • Participants discuss the lack of experimental measurements for certain decay branching fractions and the historical context of Dalitz decay experiments from the 1960s.
  • There is mention of the J/ψ particle as a potential case where electromagnetic decays might be suppressed enough to allow weak decays to compete, although this remains speculative.

Areas of Agreement / Disagreement

Participants express differing views on the decay processes of the neutral Σ particle, with no consensus reached regarding the viability of alternative decay modes or the implications of weak interactions. The discussion remains unresolved on several points, particularly regarding experimental verification of proposed decay channels.

Contextual Notes

Limitations include the lack of experimental data on certain decay modes and the dependence on theoretical models regarding decay processes. The discussion also highlights the complexity of interactions in particle physics, which may not have direct analogs in nuclear physics.

Joker93
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Hello!
I wanted to ask why does the neutral Σ decay almost always to one γ(or two) and a neutral Λ.
Why can't it decay to anything else?
Thanks!
 
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A possible decay for the neutral Σ particle that I have found is the one which it decays to a proton and a negative pion. But, I don't know why this is a forbidden decay. A friend pointed out that this decay does not conserve strangeness, although I have found that this decay could happen(possibly) through weak interactions which do not conserve strangeness. So, I don't know why this is forbidden.
 
Joker93 said:
Hello!
I wanted to ask why does the neutral Σ decay almost always to one γ(or two) and a neutral Λ.
Why can't it decay to anything else?
Thanks!
It could.
Anything else is by 9 or more orders of magnitude slower.
 
I merged your two threads as they are about the same question.

If a particle can decay via the strong or electromagnetic interaction, then these decays will dominate. The weak interaction is weak - these decays are not impossible, but they are only relevant if there is no alternative to it (and typically the particles are long-living in this case).
 
Thank you!
 
mfb said:
If a particle can decay via the strong or electromagnetic interaction, then these decays will dominate. The weak interaction is weak - these decays are not impossible, but they are only relevant if there is no alternative to it (and typically the particles are long-living in this case).
Not quite "will", "no alternative". Compare with internal transition of nuclear isomers. There are excited states of nuclei for which electromagnetic decay to a lower lying state is possible but difficult enough that decay via weak interaction (beta decay) is a relevant competing process, or the prevalent ones.
Elementary particles are simpler than nuclei and such cases are rare. Neutral sigma behaves as an excited state of uds, and electromagnetic decay to the lowest uds state, which is lambda, prevails by 9 orders of magnitude over weak decay straight from the excited state.
 
I think it is worth pointing out that there theoretically should be a branching ratio of order ##10^{-3}## to ##\Lambda e^+e^-## mediated by an off shell photon at tree level. I do not think this has been verified experimentally.
 
I‘m not aware of measurements of the branching fraction but the decay has been used to determine the parity. Example - they found 314 events with a ##\pi^0##!

@snorkack: As this thread is about particle physics I didn’t consider nuclear isomers.
I don’t know any case in particle physics where possible electromagnetic decays are suppressed sufficiently to make weak decays compete with them.
 
mfb said:
I‘m not aware of measurements of the branching fraction

They don't exist. The Dalitz decay experiments were done in the 1960's using bubble chambers. While they can see the Dalitz decays, they have no means of normalizing to any measured decay.
 
  • #10
mfb said:
I don’t know any case in particle physics where possible electromagnetic decays are suppressed sufficiently to make weak decays compete with them.

We are about an order of magnitude away, perhaps two. The [itex]J/\psi[/itex] is probably the best candidate, since it can be copiously produced, easily identified, and has a relatively small non-weak decay width of about 90 keV. Decays that are promising are [itex]J/\psi \rightarrow D +[/itex] anything and [itex]J/\psi \rightarrow[/itex] neutrinos.
 
  • #12
If it were easy, they would already have done it!
 

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