论文标题

K-Giant恒星追踪的光环的差分旋转

Differential rotation of the halo traced by the K-giant stars

论文作者

Tian, Hao, Liu, Chao, Wang, Yougang, Xu, Yan, Yang, Chengqun, Zhang, Bo, Xue, Xiang-Xiang

论文摘要

我们使用从Lamost DR5中选择的K型恒星来研究不同空间位置上银河光环的旋转速度的变化。对旋转速度分布进行建模使用光环和磁盘组件,我们发现光晕种群的旋转速度几乎随着垂直距离增加到银河盘平面的垂直距离,$ z $在固定的salacticric radius,$ r $ $ r $线性下降。样品分为两个部分 $ 6 <r <12 $ kpc和$ 12 <r <20 $ kpc。我们得出,两个子样本的$ z $沿$ z $的降低分别为$ -3.07 \ pm0.63 $和$ -1.89 \ pm0.37 $ km s $ s $^{ - 1} $ kpc $^{ - 1} $。与TNG模拟相比,我们认为这种趋势可能是由于磁盘和光晕之间的相互作用引起的。模拟的结果表明,只有扁晕才能以$ z $的增加提供旋转速度的降低。这表明银河光环与银色中心半径$ r <20 $ kpc固定。另一方面,这项研究清楚地发现了磁盘组件(主要是厚磁盘)的张开,$ r $在12至20 kpc之间,磁盘可以垂直扩展到磁盘平面上方的$ 6 \ sim10 $ kpc。更有趣的是,我们发现 Gaia-cenceladus-sausage(GES)组件只有$ r <12 $ kpc的光晕,即23 $ - $ 47 \%。而在外部样本中,贡献太低而无法受到良好的约束。

We use K-giant stars selected from the LAMOST DR5 to study the variation of the rotational velocity of the galactic halo at different space positions. Modelling the rotational velocity distribution with both the halo and disk components, we find that the rotational velocity of the halo population decreases almost linearly with increasing vertical distance to the galactic disk plane, $Z$, at fixed galactocentric radius, $R$. The samples are separated into two parts with $6<R<12$ kpc and $12<R<20$ kpc. We derive that the decreasing rates along $Z$ for the two subsamples are $-3.07\pm0.63$ and $-1.89\pm0.37$ km s$^{-1}$ kpc$^{-1}$, respectively. Compared with the TNG simulations, we suggest that this trend is probably caused by the interaction between the disk and halo. The results from the simulations show that only the oblate halo can provide a decreasing rotational velocity with an increasing $Z$. This indicates that the Galactic halo is oblate with galactocentric radius $R<20$ kpc. On the other hand, the flaring of the disk component (mainly the thick disk) is clearly traced by this study, with $R$ between 12 and 20 kpc, the disk can vertically extend to $6\sim10$ kpc above the disk plane. What is more interesting is that, we find the Gaia-Enceladus-Sausage (GES) component has a significant contribution only in the halo with $R<12$ kpc, i.e. a fraction of 23$-$47\%. While in the outer subsample, the contribution is too low to be well constrained.

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