Mathematics
Scientific paper
May 1975
adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1975ap%26ss..34..249m&link_type=abstract
Astrophysics and Space Science, vol. 34, May 1975, p. 249-263. Translation.
Mathematics
14
Cosmology, Relativistic Theory, Turbulence Effects, Astronomical Models, Einstein Equations, Galactic Clusters, Galactic Evolution, Galaxies, Gravitational Waves, Relativity, Singularity (Mathematics), Spatial Distribution
Scientific paper
Principles of the theory of turbulence in relativistic cosmology are developed. By averaging Einstein's equations over stochastic fields a self-consistent system of equations is obtained which describes statistically: (1) the influence of the turbulence on the `basic state of the Universe (the back- ground) on which the turbulence develops; (2) the behaviour of the turbulence on the background `distorted' by it. By means of a qualitative study of exact equations in the region of a strong turbulence at an early stage of cosmological expansion conditions of the absence of singularity are found and the possibility of stationary solutions in the homogeneous, isotropic, on the average, Universe (the cos- mological constant A = 0) is shown. The rate of cosmological expansion increases if the energy density of the turbulence is positive, and decreases if it is negative. The latter alternative takes place if the absolute value of the energy density of excitations, which will change into potential motions in the future, exceeds the energy density of the remaining part of the turbulence
Marochnik Leonid Samoilovich
Pelikhov N. V.
Vereshkov Gregory M.
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