Degenerate matter is a highly dense state of fermionic matter in which the Pauli exclusion principle exerts significant pressure in addition to, or in lieu of, thermal pressure.
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Degenerate matter is a highly dense state of fermionic matter in which the Pauli exclusion principle exerts significant pressure in addition to, or in lieu of, thermal pressure.
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The description applies to matter composed of electrons, protons, neutrons or other fermions.
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Degenerate matter is usually modelled as an ideal Fermi gas, an ensemble of non-interacting fermions.
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Milne proposed that degenerate matter is found in most of the nuclei of stars, not only in compact stars.
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Likewise, degenerate matter still has normal thermal pressure, the degeneracy pressure dominates to the point that temperature has a negligible effect on the total pressure.
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Exotic examples of degenerate matter include neutron degenerate matter, strange matter, metallic hydrogen and white dwarf matter.
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Under high densities matter becomes a degenerate gas when all electrons are stripped from their parent atoms.
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Degenerate matter gas is an almost perfect conductor of heat and does not obey ordinary gas laws.
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Sufficiently dense matter containing protons experiences proton degeneracy pressure, in a manner similar to the electron degeneracy pressure in electron-degenerate matter: protons confined to a sufficiently small volume have a large uncertainty in their momentum due to the Heisenberg uncertainty principle.
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Strange matter is a degenerate gas of quarks that is often assumed to contain strange quarks in addition to the usual up and down quarks.
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The equations of state for the various proposed forms of quark-degenerate matter vary widely, and are usually poorly defined, due to the difficulty of modeling strong force interactions.
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