论文标题
银河球状簇的哈勃太空望远镜紫外线遗产调查。 xx。七个凸起球状簇中的单个和多个恒星种群的年龄
The Hubble Space Telescope UV Legacy Survey of Galactic Globular Clusters. XX. Ages of single and multiple stellar populations in seven bulge globular clusters
论文作者
论文摘要
在目前的工作中,我们分析了从银河凸起中的位置选择的七个球状簇,并在金属度值$ -1.30 \ lyseSim \ rm {[fe/h]} \ lyssim-0.50 $的范围内。这项工作的目的是首先是假设单个恒星种群的聚类年龄,其次,从主要序列,亚巨头和红色的巨型分支中识别第一(1G)和第二代(2G)的恒星,并得出年龄差异。基于该项目中使用的紫外线和光学过滤器的组合,我们应用高斯混合模型来区分多个恒星种群。采用统计等音连接,我们得出了样品簇的自洽年龄,距离,金属性和红色值。使用达特茅斯和巴斯蒂(会计原子扩散效果)等温线获得了平均$ 12.3 \ pm0.4 $ gyr,没有明确的金属贫困和较富含金属的隆起簇簇的明确区分,除了NGC 6717和NERO NGC 6717和内部Halo Ngc 6362 ins halao ngc 6362 ins $ sim sim sim sim sim sim sim sim sim sim sim sim sim sim sim sim sim sim sim sim sim sim sim sim sim sim sim sim3.5 $ \ gyr。我们得出了每个球状集群托管的多个人群之间的加权平均年龄差异,$ 41 \ pm170 $ yr,采用规范他的丰度;而对于2G恒星中的更高含量,这种差异减少到$ 17 \ pm170 $ MYR,但个人不确定性为$ 500 $ MYR。
In the present work we analyzed seven globular clusters selected from their location in the Galactic bulge and with metallicity values in the range $-1.30\lesssim\rm{[Fe/H]}\lesssim-0.50$. The aim of this work is first to derive cluster ages assuming single stellar populations, and secondly, to identify the stars from first (1G) and second generations (2G) from the main sequence, subgiant and red giant branches, and to derive their age differences. Based on a combination of UV and optical filters used in this project, we apply the Gaussian mixture models to distinguish the multiple stellar populations. Applying statistical isochrone fitting, we derive self-consistent ages, distances, metallicities, and reddening values for the sample clusters. An average of $12.3\pm0.4$ Gyr was obtained both using Dartmouth and BaSTI (accounting atomic diffusion effects) isochrones, without a clear distinction between the moderately metal-poor and the more metal-rich bulge clusters, except for NGC 6717 and the inner halo NGC 6362 with $\sim 13.5$ Gyr. We derived a weighted mean age difference between the multiple populations hosted by each globular cluster of $41\pm170$ Myr adopting canonical He abundances; whereas for higher He in 2G stars, this difference reduces to $17\pm170$ Myr, but with individual uncertainties of $500$ Myr.