Equations of state of an ideal fluid with omegaIK = 0

Details Equations of state of an ideal fluid with omegaIK = 0 Equations of state of an ideal fluid with omegaIK = 0

Dec 1983

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1983fiz....26...83o&link_type=abstract

Fizika (ISSN 0021-3411), vol. 26, Dec. 1983, p. 83-87. In Russian.

Physics

Baryons, Einstein Equations, Equations Of State, Ideal Fluids, Particle Spin, Conformal Mapping, Numerical Integration, Particle Motion, Tensor Analysis, Two Phase Flow

Scientific paper

The possible types of equations of state of an ideal fluid are determined directly from the integrability conditions of the Einstein equations. The Einstein equations are then used to specify the arbitrary relationship rho = rho(p) for an ideal fluid with omegaik = 0, where omegaik is the fluid particle spin tensor. It is shown that the Einstein equations admit solutions with rho not equal to rho(p).

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