论文标题
来自宇宙流体动力学模拟的大量光晕的恒星性质统计:常见内核形状
Stellar Property Statistics of Massive Halos from Cosmological Hydrodynamics Simulations: Common Kernel Shapes
论文作者
论文摘要
我们研究了由三个宇宙流体动力学模拟实现的大量光环群体,包括卫星星系占领,包括卫星星系占领:Bahamas + MacSis,Illustristng Suite的TNG300和Magniteum Pathfinder。这些模拟结合了用于天体物理过程的独立子网格方法,并具有空间决议的范围从$ 1.5 $到$ 6 $ kpc,并且每种样品的样品均为$ 1000 $或更多的光环,并使用$ M _ {\ rm halo}> 10^{13.5} {13.5} m_ _ {\ odot} $ z $ z $ z $ z = 0.0 $ z = 0.0 $ z = 0.0^$ z = 0.0 $ z = 0.0 $ z = 0.0 $ z = 0.0 $ z = 0。应用局部的线性回归(LLR),我们提取卤代质量调节统计统计(正常化,斜率和内在协方差),以进行三个元素的恒星属性矢量,其中包括:i)$ n_ {sat} $ m _ {\ odot} $ radius $ r_ {200c} $的halo; ii)$ m _ {\ star,\ rm tot} $,该半径内的总恒星质量,; iii)$ m _ {\ star,\ rm bcg} $,中央星系的重力结合的恒星质量$ 100 \,\ rm kpc $ radius。带有光晕质量的三个特性的缩放参数在模拟之间显示出温和的差异,部分是由于数值分辨率,但在性质相关方面存在定性一致,其中Halos具有小于平均水平的中央星系趋于趋于较小的总恒星质量和较大的卫星星系。在总光晕质量上边缘化,我们发现卫星星系内核,$ p(\ ln n_ {sat}} \,| \,| \,m _ {\ rm halo},z)$始终向左偏斜,偏向于倾斜度$γ= -0.91 \ pm 0.0.0.0.0.02 $ pm pm 0.02 $,在所有三个模拟中,TOT} $都更接近log Normal。最高的分辨率模拟在$ z = 0 $ p(\ ln m _ {\ ln m _ {\ star,\ rm bcg} \,| \,| \,m _ {\ rm halo},z)$中,$ z = 0 $ s = 0 $的形状找到$γ\ simeq -0.8 $,以及总股份的零售额,$ seltellar ass seltellar spressive $ seltellar ass ass seltellar ass seltellar ass seltellar ass ins of stellar ass s n $ hal 3 $ hain 3比$ 10} m _ {\ odot} $。
We study stellar property statistics, including satellite galaxy occupation, of massive halo populations realized by three cosmological hydrodynamics simulations: BAHAMAS + MACSIS, TNG300 of the IllustrisTNG suite, and Magneticum Pathfinder. The simulations incorporate independent sub-grid methods for astrophysical processes with spatial resolutions ranging from $1.5$ to $6$ kpc, and each generates samples of $1000$ or more halos with $M_{\rm halo}> 10^{13.5} M_{\odot}$ at redshift $z=0$. Applying localized, linear regression (LLR), we extract halo mass-conditioned statistics (normalizations, slopes, and intrinsic covariance) for a three-element stellar property vector consisting of: i) $N_{sat}$, the number of satellite galaxies with stellar mass, $M_{\star, \rm sat} > 10^{10} M_{\odot}$ within radius $R_{200c}$ of the halo; ii) $M_{\star,\rm tot}$, the total stellar mass within that radius, and; iii) $M_{\star,\rm BCG}$, the gravitationally-bound stellar mass of the central galaxy within a $100 \, \rm kpc$ radius. Scaling parameters for the three properties with halo mass show mild differences among the simulations, in part due to numerical resolution, but there is qualitative agreement on property correlations, with halos having smaller than average central galaxies tending to also have smaller total stellar mass and a larger number of satellite galaxies. Marginalizing over total halo mass, we find the satellite galaxy kernel, $p(\ln N_{sat}\,|\,M_{\rm halo},z)$ to be consistently skewed left, with skewness parameter $γ= -0.91 \pm 0.02$, while that of $\ln M_{\star,\rm tot}$ is closer to log-normal, in all three simulations. The highest resolution simulations find $γ\simeq -0.8$ for the $z=0$ shape of $p(\ln M_{\star,\rm BCG}\,|\,M_{\rm halo},z)$ and also that the fractional scatter in total stellar mass is below $10\%$ in halos more massive than $10^{14.3} M_{\odot}$.