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arXiv 0803.1431astro-ph
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具有常数各向异性的暗物质的分布函数

Distribution Function of Dark Matter with Constant Anisotropy

Ding Ma, Ping He

摘要:

对暗物质晕的N体模拟表明,密度在晕的中心附近是尖点。密度分布在内部表现为$r^{-γ}$,其中NFW模型表现为$γ\simeq 1$,Moore模型表现为$γ\simeq 1.5$,但在外部,两种模型在密度分布的渐近行为上是一致的。模拟还显示了速度分布的各向异性参数$β(r)$的信息。$β\approx 0$在内部和$β\approx 0.5$(径向各向异性)在晕的外部。本文给出了两种球形暗物质晕模型:一种新的广义NFW模型和一种广义Moore模型的各向异性参数为常数的分布函数$β$。对于这两个广义模型,有两个参数$α$和$ε$来确定密度分布的渐近行为。在本文中,我们集中在$β(r)=1/2$的情况下,从模拟的角度。

英文摘要:

N-body simulations of dark matter halos show that the density is cusped near the center of the halo. The density profile behaves as $r^{-γ}$ in the inner parts, where $γ\simeq 1$ for the NFW model and $γ\simeq 1.5$ for the Moore's model, but in the outer parts, both models agree with each other in the asymptotic behavior of the density profile. The simulations also show the information about anisotropy parameter $β(r)$ of velocity distribution. $β\approx 0$ in the inner part and $β\approx 0.5$ (radially anisotropic) in the outer part of the halo. We provide some distribution functions $F(E,L)$ with the constant anisotropy parameter $β$ for the two spherical models of dark matter halos: a new generalized NFW model and a generalized Moore model. There are two parameters $α$ and $ε$ for those two generalized models to determine the asymptotic behavior of the density profile. In this paper, we concentrate on the situation of $β(r)=1/2$ from the viewpoint of the simulation.

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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