Cosmological dynamics

A. Steane
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Abstract

The chapter deals with the large-scale dynamics of the universe. First the Friedmann equations are obtained from the Einstein field equation, and they are interpreted with the aid of a Newtonian comparison. Then the application to the universe modelled as a collection of ideal fluids is described. Density parameters and the equation of the state are defined, and the main features of the evolution of matter, radiation and the vacuum are obtained. Analytic solutuions in various simple cases are found. Dark matter and dark energy are defined through their observational evidence. The particle horizon is defined and discussed. The density and temperature at last scattering are calculated by a model involving Thomson scattering, expansion, and the Saha equation.
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宇宙动力学
这一章讨论宇宙的大尺度动力学。首先,从爱因斯坦场方程得到了弗里德曼方程,并借助牛顿比较对其进行了解释。然后描述了将其应用于以理想流体集合为模型的宇宙。定义了密度参数和状态方程,得到了物质、辐射和真空演化的主要特征。找到了各种简单情况下的解析解。暗物质和暗能量是通过观测证据来定义的。对粒子视界进行了定义和讨论。最后用汤姆逊散射、膨胀和Saha方程计算了密度和温度散射。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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Rotating bodies; the Kerr metric Black hole thermodynamics Further spherically symmetric solutions Cosmological dynamics Linearized General Relativity
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