Exact anisotropic viscous fluid solutions of Einstein's equations
作者： H. F. M. Goenner , F. Kowalewski
DOI: 10.1007/BF00904498
关键词: Constant (mathematics) 、 Anisotropy 、 Power law 、 General relativity 、 Physics 、 Barotropic fluid 、 Classical mechanics 、 Energy condition 、 Viscous liquid 、 Mathematical physics 、 Equation of state
摘要: A method for obtaining anisotropic, rotationless viscous fluid matter solutions of Bianchi type I and Segre [1, 111] with the barotropic equation state is presented. Solutions which anisotropy decreases exponentially or a power law as well average Hubble parameterH ∼t −1 are discussed. Also, class constant VIh found. The dominant energy condition holds transport coefficients show right sign.
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