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Distribution function of galaxies for two-component systems

机译:两分量系统的星系分布函数

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摘要

We extend the statistical mechanical theory of cosmological many-body problem to a system consisting of two kinds of galaxies with different masses. The general partition function for such a two-component system, in the grand canonical ensemble, is developed. From this partition function various thermodynamical quantities and distribution functions are evaluated. A quantity b(m), called the clustering parameter for the two-component system, which inherently takes into account the ratio of the number of particles (galaxies) of each kind and their masses, emerges directly from the calculations. Various clustering phenomena can be explained on the basis of this parameter. We find these results in agreement with the available N-body simulation results as well as the observational distribution function determined from the 2MASS survey. Besides, our distribution function, for the two-component system, makes these comparisons more objective and easily comprehensible.
机译:我们将宇宙学多体问题的统计力学理论扩展到一个由两种质量不同的星系组成的系统。在大型规范集合中,开发了这种两部分系统的通用分区功能。根据该分配函数,可以评估各种热力学量和分布函数。直接从计算中得出的量b(m),称为二元系统的聚类参数,其固有地考虑了每种粒子(星系)的数量与其质量之比。可以基于该参数解释各种聚类现象。我们发现这些结果与可用的N体模拟结果以及从2MASS调查确定的观测分布函数一致。此外,对于两部分系统,我们的分布函数使这些比较更加客观和容易理解。

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