Nonstatic spherically symmetric isotropic solutions for a perfect fluid in general relativity

Details Nonstatic spherically symmetric isotropic solutions for a perfect fluid in general relativity Nonstatic spherically symmetric isotropic solutions for a perfect fluid in general relativity

Feb 1978

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1978aujph..31..111w&link_type=abstract

Australian Journal of Physics, vol. 31, Feb. 1978, p. 111-114.

Physics

13

Differential Equations, Ideal Fluids, Isotropic Media, Einstein Equations, Field Theory (Physics), Spheres

Scientific paper

It has been shown that a nonlinear total differential equation of the second order involving an arbitrary function may be used to solve nonstatic, spherically symmetric isotropic solutions for Einstein's field equations. These equations represent perfect fluids. It is noted that the solutions found by Chakravarty et al. (1976) are specific, and do not represent general solutions. General solutions are found for the specific solutions along with expressions which indicate the association between the general and specific cases.

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