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A Rigorous Examination of the Chandrasekhar Theory of Stellar Collapse

Abstract

Some of the results of a rigorous analysis of the Chandrasekhar (1931 and 1984) semiclassical theory of stellar collapse are presented here. They are of two kinds. The first concerns the Chandrasekhar equation itself; the uniqueness of the solution is proven, and also the fact that the solution has certain properties not noted before. The second is a derivation of the Chandrasekhar equation from quantum mechanics (in the limit of small gravitational constant) without making a priori assumptions about the smallness of correlation effects. A parallel derivation is made for stars composed of bosons (such as axion stars, if they are ever found to exist); the resulting equation is quite different from the Chandrasekhar equation, for it is of the Hartree type and involves density gradients.


Publication:
The Astrophysical Journal
Pub Date:
December 1987
DOI:

10.1086/165813

Bibcode:
1987ApJ...323..140L
Keywords:
  • Chandrasekhar Equation;
  • Gravitational Collapse;
  • Stellar Composition;
  • Stellar Models;
  • Bosons;
  • Density Distribution;
  • Gravitational Constant;
  • Hartree Approximation;
  • Quantum Mechanics;
  • Uniqueness Theorem;
  • Astrophysics;
  • STARS: COLLAPSED;
  • STARS: INTERIORS
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