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The Equilibrium of Degenerate Configurations

Published online by Cambridge University Press:  12 April 2016

Z.F. Seidov
Z.F. Seidov*
Affiliation:
Shemakha Astrophysical Observatory, Academy of Sciences, Azerbaijan SSR, USSR

Extract

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Great progress has been achieved in recent years in investigations of the dense degenerate matter and in calculations of white dwarf structure. Nevertheless the classical theory by Chandrasekhar (1967) describes the structure of white dwarf stars rather well, with accuracy of few precents. This theory leads to the following second-order differential equation:

where p is a constant parameter, 0 ≤ y < 1. In Eq. (1) the values of the parameter n = 0,1 and 2 correspond to the plane-symmetric, cylindrical and spherical self-gravitating configurations of degenerate matter.

Type
Colloquium Session VII
Information
International Astronomical Union Colloquium , Volume 53: White Dwarfs and Variable Degenerate Stars , August 1979 , pp. 478 - 482
Copyright
Copyright © The University of Rochester 1979

References

Baker, G.A. 1975, Essentials of Pade Approximants. N.Y. Academic Press.Google Scholar
Chandrasekhar, S. 1967, Introduction to the Study of Stellar Structure. N.Y. Dover.Google Scholar
Gupta, A.K. and Talwar, S.P. 1973, Ap. Space Sci., 23, 347.Google Scholar
Karnik, A. and Talwar, S.P. 1978, Ap. Space Sci., 57, 141.Google Scholar
Khovansky, A.N. 1956, Prilogenie cepnikh drobey. Moscow, Gostekhizdat.Google Scholar
Pascual, C.P. 1977, Astron. Astrophys., 60, 161.Google Scholar
Seidov, Z.F. 1978, Doklady AN Azerb. SSR, 34, no. 8, 15.Google Scholar
Seidov, Z.F., Sharma, J.P. and Kuzakhmedov, R. Kh. 1979a, ibid, 315, no. 5, 16.Google Scholar
Seidov, Z.F., Sharma, J.P. and Kuzakhmedov, R. Kh. 1979b, ibid. 35, no. 8, 17.Google Scholar