Neutron Stars: Strong Force, Density & Black Holes

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SUMMARY

Neutron stars are primarily held together by gravity, with the nuclear strong force playing a critical role in preventing collapse into black holes. The discussion highlights the concept of degeneracy pressure, specifically electron and neutron degeneracy pressure, which counteracts gravitational collapse at different mass thresholds. As mass increases, electron degeneracy pressure in white dwarfs is overwhelmed, leading to neutron stars, where neutron degeneracy pressure is similarly challenged by gravity, potentially resulting in black hole formation. The strong force operates at a short range, approximately 10^-15 meters, and does not repel neutrons from each other, contrary to some interpretations.

PREREQUISITES
  • Understanding of neutron stars and their formation processes
  • Familiarity with gravitational forces and their effects on stellar bodies
  • Knowledge of degeneracy pressure, including electron and neutron degeneracy pressure
  • Basic concepts of quantum mechanics, particularly the Pauli exclusion principle
NEXT STEPS
  • Research the mechanics of neutron degeneracy pressure in neutron stars
  • Study the transition from white dwarfs to neutron stars and the role of mass in this process
  • Explore the conditions under which neutron stars collapse into black holes
  • Examine the implications of the Pauli exclusion principle in quantum mechanics
USEFUL FOR

Astronomers, astrophysicists, and students of physics interested in stellar evolution, black hole formation, and the fundamental forces governing matter at extreme densities.

Jonny_trigonometry
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Is a neutron star held together mainly by the strong force? Are they dense enough so that this is the case, or is gravity the only thing to consider? What about black holes?
 
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No, it's held together by gravity. The nuclear strong force is pretty much what prevents it from collapsing into a black hole.
 
huh, now that doesn't make much sense to me. Doesn't the strong force act on any mass, and not care about charge? Therefore, it acts the same way as gravity (bosonic, is that the right word?), but just in a shorter range (10^-15 meters I think). So to me, if the neutron star becomes dense enough so that the strong force would take effect, then the core would pull together and the outside would come crashing into it to make a super dense conglomeration maybe even turning into a black hole...? This way of looking at it simply makes more sense to me.

I just don't see why it would prevent gravity from pulling everything together too much. If it acted in a way as to repel each neutron from the others, then it would prevent gravity from pulling them closer than 10^-15 meters apart, so that if matter was constantly being put into the system, the whole star would have a maximum density for a while until the strong force couldn't repel things enough to overcome gravity and the core would collapse. But this is not how it works as far as i understand.
 
Jonny_trigonometry said:
I just don't see why it would prevent gravity from pulling everything together too much. If it acted in a way as to repel each neutron from the others, then it would prevent gravity from pulling them closer than 10^-15 meters apart, so that if matter was constantly being put into the system, the whole star would have a maximum density for a while until the strong force couldn't repel things enough to overcome gravity and the core would collapse. But this is not how it works as far as i understand.
It is called degeneracy pressure. Electron degeneracy pressure keeps a White Dwarf from collapsing further. Add more mass, and this pressure is "overwhelmed" by gravity and it could collapse to a Neutron star. Then, we have neutron degeneracy pressure. Add more mass and we can collapse to a black hole.
The "Bosonic" fources you refer to are not attractive to where particles can occupy states as described (or excluded) by the Pauli exclusion principle; certain quantum states.
http://en.wikipedia.org/wiki/White_dwarf
http://en.wikipedia.org/wiki/Neutron_degeneracy_pressure
 
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