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Study of gravitational clustering of non-point mass system of galaxies

机译:星系非点质量体系的引力聚类研究

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摘要

Cosmic energy equation is actually the representation of law of conservation of energy in the region expanding with time as Universe expands. It gives the evolution of kinetic and gravitational correlation potential energies with time in a cluster expanding as Universe expands. In order to understand the gravitational galaxy clustering in the expanding Universe, cosmic energy equation is very important tool. We use Cosmic energy equation for extended structures (galaxies with halos) to obtain an expression for correlation parameter b(V). Correlation parameter b(V) is an essential parameter as it provides an information regarding the extent up to which galaxies are clustered under the influence of gravitational force. The expression obtained for correlation parameter b(V) may help us to understand the different states of clustering because it depends on evolution time for a cluster. Further, Cosmic energy equation for extended structures is used to derive an expression for the asymptotic behavior of correlation parameter. A condition for virialization of a cluster of galaxies is also obtained from the same Cosmic energy equation.
机译:宇宙能方程实际上是随着宇宙的扩展而随着时间扩展的区域中能量守恒定律的表示。随着宇宙的扩展,它给出了随着时间扩展的簇中动,重力相关势能的演化。为了理解不断扩展的宇宙中的引力星系团簇,宇宙能方程是非常重要的工具。我们使用扩展结构(具有光晕的星系)的宇宙能方程来获得相关参数b(V)的表达式。相关参数b(V)是必不可少的参数,因为它提供了有关在重力影响下星系聚集的程度的信息。从相关参数b(V)获得的表达式可以帮助我们理解聚类的不同状态,因为它取决于聚类的演化时间。此外,用于扩展结构的宇宙能方程用于导出相关参数的渐近行为的表达式。从同一宇宙能量方程式中也可以得出银河系团的玻璃化条件。

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