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arXiv 0709.0434astro-ph
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弛豫暗物质晕

Relaxed Dark Matter Halos

R. N. Henriksen

摘要:

本文重新考虑了球对称各向异性极限下暗物质分布函数的级数展开。在这里,我们表明,膨胀可能是重整化,使该系列不收敛的时间估计的稳态分布函数在中心区域。随后,我们使用这个分布函数来讨论中心平衡的性质,并通过调用玻尔兹曼的H函数作为(热力学)松弛的措施的平稳性,我们计算的质量密度的局部对数斜率的绝热变化。类似地,计算了伪(相空间)密度随半径的变化。这些比较经验拟合函数。有一般协议的内部部分的对数斜率的密度和伪密度幂律的内部轮廓,但一致的连续性与外部幂律尚未实现。最后,对非平衡弛豫过程中实际的微观物理作用提出了一些建议。特别是级联制度确定。

英文摘要:

In this paper we reconsider a series expansion for a dark matter distribution function in the spherically symmetric anisotropic limit. We show here that the expansion may be renormalized so that the series does converge in time to an estimate of the steady state distribution function in the central regions. Subsequently we use this distribution function to discuss the nature of the central equilibrium and, by invoking stationarity of Boltzmann's H function as a measure of (thermodynamic) relaxation, we calculate the adiabatic variation in the local logarithmic slope of the mass density. Similarly the pseudo (phase-space) density variation with radius is calculated. These are compared to empirical fitting functions. There is general agreement on the inner part of the logarithmic slope of the density and of the inner profile of the pseudo-density power law, but coincident continuity with the outer power-laws is not yet achieved. Finally some suggestions are made regarding the actual microphysics acting during the non-equilibrium approach to relaxation. In particular a cascade regime is identified.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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