论文标题
使用Lamost,SDS/SEGUE和GAIA的银河系质量与K巨人和BHB星星:3D球形牛仔裤方程和示踪剂质量估计器
Milky Way Mass with K Giants and BHB Stars Using LAMOST, SDSS/SEGUE, and Gaia: 3D Spherical Jeans Equation and Tracer Mass Estimator
论文作者
论文摘要
我们使用Bird等人的光滑,散布的恒星光环样本来测量$ \ sim70 $和$ \ sim50 $ kpc的封闭的银河系质量概况。样品是Lamost和SDSS/SEGUE K巨人(KG)和SDSS/SEGE蓝色水平分支(BHB)恒星,具有准确的金属度。 3D运动学可通过Lamost和SDS/SEGUE距离和径向速度以及{\ it Gaia} DR2适当的运动获得。使用两种方法来估计封闭的质量:3D球形牛仔裤方程和Evans等。示踪剂质量估计器(TME)。我们通过Xue等人删除子结构。基于运动积分的方法。由于随机采样噪声,系统的距离误差,所采用的密度曲线以及晕晕效应,我们评估了估计值的不确定性。在我们的质量估计中,示踪剂密度曲线仍然是一个有限的系统性,尽管在这些限制内,我们在不同的样本中找到了合理的一致性和所应用的方法。到$ \ sim70 $和$ \ sim50 $ kpc,牛仔裤方法产生的总包装质量为$ 4.3 \ pm0.95 $(随机)$ \ pm0.6 $(systematic)$ \ times10^{11} $ _ \ m $ _ \ odot $和$ 4.1 \ pm1.2 $($ 4.1 \ pm1.2 $(随机)$(随机)$ \ pm0。 $ \ times10^{11} $ m $ _ \ odot $分别用于kg和bhb星星。对于kg和bhb样品,我们发现一个暗物质病毒质量为$ m_ {200} = 0.55^{+0.15} _ { - 0.11} $(andart)$ \ pm0.083 $(systematic) $ m_ {200} = 1.00^{+0.67} _ { - 0.33} $(随机)$ \ pm0.15 $(systematic)$ \ times10^{12} $ m $ _ \ odot $。
We measure the enclosed Milky Way mass profile to Galactocentric distances of $\sim70$ and $\sim50$ kpc using the smooth, diffuse stellar halo samples of Bird et al. The samples are LAMOST and SDSS/SEGUE K giants (KG) and SDSS/SEGUE blue horizontal branch (BHB) stars with accurate metallicities. The 3D kinematics are available through LAMOST and SDSS/SEGUE distances and radial velocities and {\it Gaia} DR2 proper motions. Two methods are used to estimate the enclosed mass: 3D spherical Jeans equation and Evans et al. tracer mass estimator (TME). We remove substructure via the Xue et al. method based on integrals of motion. We evaluate the uncertainties on our estimates due to random sampling noise, systematic distance errors, the adopted density profile, and non-virialization and non-spherical effects of the halo. The tracer density profile remains a limiting systematic in our mass estimates, although within these limits we find reasonable agreement across the different samples and the methods applied. Out to $\sim70$ and $\sim50$ kpc, the Jeans method yields total enclosed masses of $4.3\pm0.95$ (random) $\pm0.6$ (systematic) $\times10^{11}$ M$_\odot$ and $4.1\pm1.2$ (random) $\pm0.6$ (systematic) $\times10^{11}$ M$_\odot$ for the KG and BHB stars, respectively. For the KG and BHB samples we find a dark matter virial mass of $M_{200}=0.55^{+0.15}_{-0.11}$ (random) $\pm0.083$ (systematic) $\times10^{12}$ M$_\odot$ and $M_{200}=1.00^{+0.67}_{-0.33}$ (random) $\pm0.15$ (systematic) $\times10^{12}$ M$_\odot$, respectively.