论文标题

带有拉莫斯特红色巨型分支星星的银河外盘对角线脊结构的运动学化学分析和时间标记

Kinematic-Chemical analysis and Time tagging for the Diagonal Ridge Structure of the Galactic Outer Disk with LAMOST Red Giant Branch Stars

论文作者

Yang, Peng, Wang, Hai-Feng, Luo, Zhi-Quan, Tepper-García, Thor, Luo, Yang-Ping

论文摘要

我们调查了Lamost调查中红色巨型分支(RGB)星的运动学化学分布与Gaia Dr2的适当动作匹配,并在GalactoCentric despancecentric despancecentric despancecentric despancecentric $ = 8至15 kpc中匹配了众所周知的山脊结构($ r $,$ v_ϕ $ plane的对角线分布)的时间标记。我们检测到六个山脊结构,包括径向速度分布中明显的五个脊和垂直速度明显的三个脊,对扰动的敏感时间来自年轻人口(0 $ -3 $ -3 GYR)到老年人口(9 $ -14 $ -14 GYR)。基于对角动量分布的演变的分析,我们发现四个脊是相对固定的,而另一个脊则随着时间的流逝而发展,这通过不同种群的差分分析证实,并支持可能有两种动态起源。此外,化学特性([fe/h],[$α$/fe])也生动地存在山脊特征。银河系的北半球之间的比较确实显示出一些差异,山脊特征是不对称的。此外,我们发现对角线脊结构可能会影响旋转曲线的形状,这表现为光滑轮廓顶部的波动和起伏。最后,我们推测条动力学不足以解释所有山脊属性,包括$ v_z $ - $ l_z $ plane中的中断功能。

We investigate the kinematic-chemical distribution of Red Giant Branch (RGB) stars from the LAMOST survey crossed matched with Gaia DR2 proper motions, and present time tagging for the well-known ridge structures (diagonal distributions for $V_R$ in the $R$, $V_ϕ$ plane) in the range of Galactocentric distance $R$ = 8 to 15 kpc. We detect six ridge structures, including five ridges apparent in the radial velocity distribution and three ridges apparent in the vertical velocity, the sensitive time of which to the perturbations are from young population (0$-$3 Gyr) to old population (9$-$14 Gyr). Based on an analysis of the evolution of angular momentum distribution, we find that four ridges are relatively stationary, while another is evolving with time, which is confirmed by the difference analysis at different populations and supporting that there might be two kinds of dynamical origins. Furthermore, ridge features are also vividly present in the chemical properties ([Fe/H], [$α$/Fe]). The comparison between the north and south hemispheres of the Galaxy does show some differences and the ridge features are asymmetrical. Moreover, we find that diagonal ridge structures may affect the shape of the rotation curve, which is manifested as fluctuations and undulations on top of a smooth profile. Finally we speculate that the bar dynamics should be not enough to explain all ridge properties including the break feature in the $V_Z$-$L_Z$ plane.

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