论文标题

银河系中的恒星速度分布函数

The stellar velocity distribution function in the Milky Way galaxy

论文作者

Anguiano, Borja, Majewski, Steven R., Hayes, Chris R., Prieto, Carlos Allende, Cheng, Xinlun, Bidin, Christian Moni, Beaton, Rachael L., Beers, Timothy C., Minniti, Dante

论文摘要

太阳附近的恒星速度分布函数(DF)使用SDSS Apogee Survey的DR16和\ emph {Gaia} DR2的数据重新检查。通过利用Apogee的能力,可以通过薄磁盘,较厚的磁盘和(积聚的)光晕种群进行化学区分,我们可以首次为这些化学分离的种群得出三维速度DFS。我们采用了这种较小但更多的富含数据的Apogee+{\ it Gaia}样本来构建本地恒星种群速度DFS的\ emph {数据驱动模型},并将其用作评估这些人口比例超过5 $ <$ $ $ $ $ $ $ <$ $ $ $ $ $ $ $ $ $ -1 $ -1 $ $ $ <$ -1.5 $ <$ $ <$ $ <$ 1 AS的基础向量源自较大,更完整的(即,全天气,限制){\ it gaia}数据库。我们发现,选定的\ emph {gaia}数据集中的81.9 $ \ pm $ 3.1 $ \%$ $ $ $ \%$是薄烟星,16.6 $ \ pm $ 3.2 $ \%$是厚磁心的星星,1.5 $ \ $ \ $ \ $ 0.1 $ \%$ \%$属于Milky Way stellar stellar stellar stellar halo。 We also find the local thick-to-thin-disk density normalization to be $ρ_{T}(R_{\odot})$/$ρ_{t}(R_{\odot})$ = 2.1 $\pm$ 0.2$\%$, a result consistent with, but determined in a completely different way than, typical starcount/density analyses.使用相同的方法,发现本地的晕盘密度归一化为$ρ_{h}(r _ {\ odot})$/($ρ_{t}(r _ {\ odot})$ + $ + $ p $ p _ {t}(t}(t}(t})将光环和金属螺旋厚的磁盘星的化学重叠。

The stellar velocity distribution function (DF) in the solar vicinity is re-examined using data from the SDSS APOGEE survey's DR16 and \emph{Gaia} DR2. By exploiting APOGEE's ability to chemically discriminate with great reliability the thin disk, thick disk and (accreted) halo populations, we can, for the first time, derive the three-dimensional velocity DFs for these chemically-separated populations. We employ this smaller, but more data-rich APOGEE+{\it Gaia} sample to build a \emph{data-driven model} of the local stellar population velocity DFs, and use these as basis vectors for assessing the relative density proportions of these populations over 5 $<$ $R$ $<$ 12 kpc, and $-1.5$ $<$ $z$ $<$ 2.5 kpc range as derived from the larger, more complete (i.e., all-sky, magnitude-limited) {\it Gaia} database. We find that 81.9 $\pm$ 3.1$\%$ of the objects in the selected \emph{Gaia} data-set are thin-disk stars, 16.6 $\pm$ 3.2$\%$ are thick-disk stars, and 1.5 $\pm$ 0.1$\%$ belong to the Milky Way stellar halo. We also find the local thick-to-thin-disk density normalization to be $ρ_{T}(R_{\odot})$/$ρ_{t}(R_{\odot})$ = 2.1 $\pm$ 0.2$\%$, a result consistent with, but determined in a completely different way than, typical starcount/density analyses. Using the same methodology, the local halo-to-disk density normalization is found to be $ρ_{H}(R_{\odot})$/($ρ_{T}(R_{\odot})$ + $ρ_{t}(R_{\odot})$) = 1.2 $\pm$ 0.6$\%$, a value that may be inflated due to chemical overlap of halo and metal-weak thick disk stars.

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