Can Antimatter weapons generate quark-gluon plasma?

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    Antimatter Plasma
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Discussion Overview

The discussion centers around the potential of antimatter weapons to generate quark-gluon plasma (QGP) during their explosions. Participants explore the theoretical temperatures and energy outputs of antimatter annihilation reactions, particularly focusing on proton-antiproton and electron-positron interactions, and whether these could reach the conditions necessary for QGP formation.

Discussion Character

  • Exploratory
  • Technical explanation
  • Debate/contested

Main Points Raised

  • Some participants question whether the temperature of an antimatter bomb explosion could be high enough to create quark-gluon plasma, suggesting it likely cannot.
  • One participant notes that the energy from positron-electron annihilation is over a hundred MeV, which may not suffice for QGP formation.
  • Another participant states that proton-antiproton annihilation yields pions with a total energy of 1.8766 GeV, which they argue is still below the energy needed for quark separation.
  • It is mentioned that electron-positron annihilation produces gamma rays of 0.511 MeV, insufficient for QGP observation.
  • Speculation arises that quark-gluon plasmas might form from extremely energetic cosmic particles interacting with nuclei in the Earth's atmosphere.
  • One participant references Wikipedia to suggest that a quark-gluon plasma occurs at about 175 MeV per particle, questioning if 938-MeV pions could contribute to this energy threshold when interacting with alpha particles.
  • Concerns are raised about the need to thermalize energy to achieve QGP and the differences in conditions for QGP formation in light versus heavy nuclei.
  • A distinction is made between creating QGP in a small number of nuclei versus in bulk matter, with skepticism expressed about the latter being feasible.

Areas of Agreement / Disagreement

Participants do not reach a consensus on whether antimatter weapons could generate quark-gluon plasma, with multiple competing views and uncertainties remaining regarding the energy requirements and conditions necessary for QGP formation.

Contextual Notes

Limitations include assumptions about the energy thresholds for QGP formation, the nature of interactions between pions and nuclei, and the distinction between small-scale and bulk QGP creation. These factors remain unresolved in the discussion.

petergreat
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Is the temperature of a hypothetical antimatter bomb explosion sufficiently high to heat the surrounding matter into quark-gluon plasma? I guess not, but just want to ask you guys for sure.
 
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petergreat said:
Is the temperature of a hypothetical antimatter bomb explosion sufficiently high to heat the surrounding matter into quark-gluon plasma? I guess not, but just want to ask you guys for sure.

Well, I can't speculate about a nonexistent weapon, but the energies of usual positron-electron annihilation is a over a hundred MeV and change less than what you need for the formation of a QGP.
 
petergreat said:
Is the temperature of a hypothetical antimatter bomb explosion sufficiently high to heat the surrounding matter into quark-gluon plasma? I guess not, but just want to ask you guys for sure.
In short - no.

Proton-antiproton annihilation would yield pions - with a combined total energy = 2 mpc2 = 1.8766 GeV, which is well below the energy for quark separation.

Electron-positron annihilation would yield 0.511 MeV gamma rays.

One will not observe a quark-gluon plasma from ordinary antimatter annihilation.

There is some speculation the quark-gluon plasmas might for under extremely energetic cosmic particles interacting with nuclei in the Earth's atmosphere.
 
Astronuc said:
Proton-antiproton annihilation would yield pions - with a combined total energy = 2 mpc2 = 1.8766 GeV, which is well below the energy for quark separation.

Hmm...Wikipedia http://en.wikipedia.org/wiki/Quark-gluon_plasma says a quark-gluon plasma occurs at about 175 MeV per particle (by which I assume they mean 175 MeV/A, not 175 MeV per quark). So it's not immediately obvious to me that 938-MeV pions couldn't do the job, simply based on the energy scales. If a single 938-MeV pion donated all its energy to an alpha particle, the energy per nucleon would be above 175 MeV/A.

However, I suspect that you wouldn't get a QGP this way because the pion would probably just knock a single nucleon out of the target nucleus. You need to thermalize all that energy if you want a QGP.

I also don't know whether the conditions for a QGP are significantly different in light nuclei. I suspect that it's harder to get a QGP in light nuclei, since they use heavy nuclei in relativistic heavy ion physics.

I would also caution the OP about the distinction between (a) creating a QGP in some small number of nuclei, and (b) creating a QGP in bulk matter. I don't think the latter would happen.
 

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