暗物质晕密度分布的演化

D. Reed, F. Governato, L. Verde, J. Gardner, T. Quinn, J. Stadel, D. Merritt, G. Lake
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引用次数: 77

摘要

我们在ACDM宇宙学中使用数值模拟来模拟一组16个暗物质晕的密度分布,其分辨率在虚拟半径内高达700万个粒子。这些模拟使我们能够在10 11 -10 14 M〇的大质量范围内可靠地跟踪中心尖端的形成和演化。从5的红移到现在,在参数空间上覆盖了比以前更大的范围。我们确认,密度剖面的尖端设置在2或更大的红移,并且在非共动坐标中考虑时,到目前为止仍然非常稳定。由于光晕轮廓形状的多样性和演化性,我们将我们的光晕拟合为双参数轮廓,p oc 1/((c γ r/r vir) γ [1 + (c γ r/r vir)] 3-γ},其中尖端的陡峭度由渐近内斜率参数y给出,其径向范围由浓度参数c γ描述(其中c γ定义为病毒半径除以浓度半径)。在我们的模拟中,我们发现对于0.01 M*-1000 M*的晕晕,γ≃1.4 - 0.08 log 10 (M/M*),散点为Δγ ~±0.3,其中M*为晕晕塌缩的红移特征质量;和c γ≃8.(M/M*) -0.15,与M/M*相关的散点大致等于±cy.我们的红移零晕的内斜率参数约为r- 1 (Navarro, Frank和White)到r- 1.5 (Moore等人),中值约为r- 1.3。在我们的模拟中,这种双参数轮廓适合于所有类型的光晕,无论它们是否显示出陡峭的渐近尖端的证据。我们还在幂律宇宙学P k n中建立了一个簇,其中n =(0, -1, -2, -2.7)。这里我们发现浓度半径和内尖峰斜率都是n的函数,功率谱越陡,浓度半径越大,尖峰越浅。我们已经完成了一个彻底的分辨率研究,并发现最小的分辨半径是由平均粒子间分离在质量和红移范围内很好地描述的。较小的M/M*光晕的尖峰更陡峭和更集中的趋势清楚地表明,与最近的观测推断相比,矮尺寸的ACDM光晕在维里半径的内百分之几内平均具有明显更陡峭的密度分布。复制该配置文件的代码可以从http://www.icc.dur.ac.uk/ ~ reed/profile.html下载。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Evolution of the density profiles of dark matter haloes
We use numerical simulations in a ACDM cosmology to model density profiles in a set of 16 dark matter haloes with resolutions of up to seven million particles within the virial radius. These simulations allow us to follow robustly the formation and evolution of the central cusp over a large mass range of 10 11 -10 14 M○., down to approximately 0.5 per cent of the virial radius, and from redshift of 5 to the present, covering a larger range in parameter space than previous works. We confirm that the cusp of the density profile is set at redshifts of 2 or greater and remains remarkably stable to the present time, when considered in non-comoving coordinates. Motivated by the diversity and evolution of halo profile shapes, we fit our haloes to the two-parameter profile, p oc 1/((c γ r/r vir ) γ [1 + (c γ r/r vir )] 3-γ }, where the steepness of the cusp is given by the asymptotic inner slope parameter, y, and its radial extent is described by the concentration parameter, c γ (with c γ defined as the virial radius divided by the concentration radius). In our simulations, we find γ ≃ 1.4 - 0.08 log 10 (M/M*) for haloes of 0.01 M*-1000 M*, with a large scatter of Δγ ∼ ±0.3, where M* is the redshift dependent characteristic mass of collapsing haloes; and c γ ≃ 8.(M/M*) -0.15 , with a large M/M* dependent scatter roughly equal to ± cy. Our redshift zero haloes have inner slope parameters ranging approximately from r -1 (Navarro, Frank and White) to r -1.5 (Moore et al.), with a median of roughly r- 1.3 . This two-parameter profile fit works well for all types of haloes in our simulations, whether or not they show evidence of a steep asymptotic cusp. We also model a cluster in power-law cosmologies of P k n , with n = (0, -1, -2, -2.7). Here we find that the concentration radius and the inner cusp slope are both a function of n, with larger concentration radii and shallower cusps for steeper power spectra. We have completed a thorough resolution study and find that the minimum resolved radius is well described by the mean interparticle separation over a range of masses and redshifts. The trend of steeper and more concentrated cusps for smaller M/M* haloes clearly shows that dwarf-sized ACDM haloes have, on average, significantly steeper density profiles within the inner few per cent of the virial radius than inferred from recent observations. Code to reproduce this profile can be downloaded from http://www.icc.dur.ac.uk/ ∼reed/profile.html.
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