1976Australian Journal of PhysicsOpen access

Nonstatic Spherically Symmetric Solutions for a Perfect Fluid in General Relativity

Nabajit Chakravarty, SB Dutta Choudhury, Aritra Banerjee

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Abstract

A general method is described by which exact solutions of Einstein's field equations are obtained for a nonstatic spherically symmetric distribution of a perfect fluid. In addition to the previously known solutions which are systematically derived, a new set of exact solutions is found, and the dynamical behaviour of the corresponding models is briefly discussed.

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A general method is described by which exact solutions of Einstein's field equations are obtained for a nonstatic spherically symmetric distribution of a perfect fluid. In addition to the previously known solutions which are systematically derived, a new set of exact solutions is found, and the dynamical behaviour of the corresponding models is briefly discussed.

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Available abstract

A general method is described by which exact solutions of Einstein's field equations are obtained for a nonstatic spherically symmetric distribution of a perfect fluid. In addition to the previously known solutions which are systematically derived, a new set of exact solutions is found, and the dynamical behaviour of the corresponding models is briefly discussed.

Key concepts: Physics, Perfect fluid, General relativity, Einstein field equations, Classical mechanics, Mathematical physics, Einstein, Theory of relativity

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