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首页> 外文期刊>The Astrophysical journal >HOW FAR DO THEY GO? THE OUTER STRUCTURE OF GALACTIC DARK MATTER HALOS
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HOW FAR DO THEY GO? THE OUTER STRUCTURE OF GALACTIC DARK MATTER HALOS

机译:他们要走多远?银河暗物质晕圈的外部结构

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We study the density profiles of collapsed galaxy-size dark matter halos with masses 10~(11) to 5 x 10~(12) solar mass focusing mostly on the halo outer regions from the formal virial radius R_(vir) up to 5R_(vir)-7R_(vir). We find that isolated halos in this mass range extend well beyond R_(vir) exhibiting all properties of virialized objects up to 2R_(vir)-3R_(vir): relatively smooth density profiles and no systematic infall velocities. The dark matter halos in this mass range do not grow as one naively may expect through a steady accretion of satellites; i.e., on average there is no mass infall. This is strikingly different from more massive halos, which have large infall velocities outside the virial radius. We provide an accurate fit for the density profile of these isolated galaxy-size halos. For a wide range 0.01R_(vir)-2R_(vir) of radii the halo density profiles are fitted with the approximation ρ = ρ_s exp [-2n (x~(1) - 1)] + < ρ_m > , where x = r/r_s, < ρ_m > is the mean matter density of the universe, and the index n is in the range n = 6-7.5. These profiles do not show a sudden change of behavior beyond the virial radius. For larger radii we combine the statistics of the initial fluctuations with the spherical collapse model to obtain predictions for the mean and most probable density profiles for halos of several masses. The model gives excellent results beyond 2-3 formal virial radii for the most probable profile and qualitatively correct predictions for the mean profile.
机译:我们研究了质量为10〜(11)至5 x 10〜(12)太阳质量的坍塌星系大小暗物质晕的密度分布,这些晕质量主要集中在从正式病毒半径R_(vir)到5R_( vir)-7R_(vir)。我们发现,在此质量范围内,孤立的光晕远远超出了R_(vir)范围,R_(vir)展现了病毒化对象的所有特性,直至2R_(vir)-3R_(vir):相对平滑的密度分布且没有系统的下降速度。在这一质量范围内的暗物质光环并没有像天真的通过稳定增加卫星所期望的那样增长。即,平均而言,没有质量下降。这与更大的光环截然不同,更大的光环在病毒半径之外具有较大的下降速度。我们为这些孤立的星系大小光环的密度分布提供了精确的拟合。对于宽范围的0.01R_(vir)-2R_(vir)半径,晕圈密度曲线拟合近似值ρ=ρ_sexp [-2n(x〜(1 / n)-1)] + <ρ_m>,其中x = r / r_s,<ρ_m>是宇宙的平均物质密度,指数n在n = 6-7.5的范围内。这些分布图未显示超出病毒半径的行为突然变化。对于较大的半径,我们将初始波动的统计量与球形塌陷模型结合起来,以获得对几种质量晕的平均和最可能密度分布的预测。对于最可能的轮廓,该模型给出了超过2-3形式病毒半径的出色结果,并且对平均轮廓进行了定性正确的预测。

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