Why Does He3 Fusion Create He4 + 2 Protons?

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Discussion Overview

The discussion centers around the fusion of Helium-3 (He3) and why it results in Helium-4 (He4) and two protons, rather than producing Beryllium or other isotopes. The scope includes theoretical considerations of nuclear fusion processes and the stability of resulting isotopes.

Discussion Character

  • Exploratory
  • Technical explanation
  • Debate/contested

Main Points Raised

  • One participant questions why He3 fusion produces He4 and two protons instead of Beryllium or other isotopes.
  • Another participant emphasizes the importance of considering both protons and neutrons in fusion reactions, noting that the proposed Beryllium isotope (6,4)Be may not exist or could be highly unstable, leading to its decay into He4 and two protons.
  • A follow-up query suggests that the stability of isotopes might be a key factor, questioning why the fusion could not yield Lithium-6 (6,3)Li and a proton instead, which seems more stable than producing two free protons.
  • Another participant introduces the concept of conservation of momentum and energy, arguing that if two He3 nuclei collide, the resulting Lithium-6 must be at rest in the center of mass frame, raising questions about the fate of excess binding energy.

Areas of Agreement / Disagreement

Participants express differing views on the stability of isotopes and the implications for fusion products. There is no consensus on the reasons behind the specific outcomes of He3 fusion.

Contextual Notes

The discussion highlights uncertainties regarding the stability of certain isotopes and the conservation laws in nuclear reactions, which are not fully resolved.

BWV
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Curious, why does He3 fusion (3He + 3He → 4He+ 2p) create He4 + 2 protons instead of Beryllium? (or any other arbitrary rearrangement of the protons & neutrons)
 
Last edited:
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You shouldn't just look at the number of protons, but also the number of neutrons.
(3, 2)He + (3, 2)He
would have to give (6, 4)Be, which does not appear to be an existing isotope (or may be so unstable that it immediately decays to He(4, 2) + 2 p(1, 1)).
 
CompuChip said:
You shouldn't just look at the number of protons, but also the number of neutrons.
(3, 2)He + (3, 2)He
would have to give (6, 4)Be, which does not appear to be an existing isotope (or may be so unstable that it immediately decays to He(4, 2) + 2 p(1, 1)).

so is the stability of the isotope the sole determinant? (6,3)Li is stable, so is there some reason you would not get (3, 2)He + (3, 2)He = (6,3)Li+ (0,1) H ? which superficially seems more stable than a combination with 2 free protons
 
If you create a single particle, you won't conserve momentum and energy. Suppose two nuclei of He3 of equal energy collide head on. Then conservation of momentum demands that the resulting Li6 be at rest. So where does the excess binding energy go?

If the He3 were not of equal energy, we transpose the problem into the center of mass frame. The Li6 must be at rest in the CoM frame of the heliums.

It's an offshoot of the "a stable particle can't decay by endowing it with lots of energy" problem. In some reference frame the stable particle is at rest.
 
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