论文标题
暗物质光环中的球形簇数在双重形成场景中:出现的经验模型
Globular cluster numbers in dark matter haloes in a dual formation scenario: an empirical model within EMERGE
论文作者
论文摘要
我们提出了一个基于最新数据,显示了星系中球状簇(GC)数量(GC)数量的经验模型,该数据显示了暗物质晕病毒质量与GC数量之间的紧密关系。尽管在低质量光环中形成GC的简单基本模型再现了这种关系,但我们表明,需要对GCS的第二个地层途径来解释观察到的年轻GC种群。我们证实了以前的作品,该作品报告了观察到的线性相关性是层次合并及其对较高病毒质量的确切GC形成过程的不敏感的结果,即使是双重形成的情况。我们发现,线性关系的散射与平滑积聚的相对量密切相关:暗物质越平滑地积聚,光环与其他质量的其他光环相比,GC的越少。这种散射小于光晕质量测量值所引入的散射,表明银河系中的GC数量是其暗物质质量的良好示踪剂。平滑积聚也是低质量光环中每GC平均暗物质质量较低的原因。最后,我们成功地重现了观察到的GC旧的一般趋势,以及托管较旧的GC系统的更大光环的趋势。包括通过气体丰富合并的第二个GC形成机制,导致了更现实的GC年龄分布,并且还引入了Halo病毒质量范围$ \ log M_ \ Mathrm {vir}/\ mathrm {M} _ \ odot = 11 { - } { - } 13 $。
We present an empirical model for the number of globular clusters (GCs) in galaxies based on recent data showing a tight relationship between dark matter halo virial masses and GC numbers. While a simple base model forming GCs in low-mass haloes reproduces this relation, we show that a second formation pathway for GCs is needed to account for observed younger GC populations. We confirm previous works that reported the observed linear correlation as being a consequence of hierarchical merging and its insensitivity to the exact GC formation processes at higher virial masses, even for a dual formation scenario. We find that the scatter of the linear relation is strongly correlated with the relative amount of smooth accretion: the more dark matter is smoothly accreted, the fewer GCs a halo has compared to other haloes of the same mass. This scatter is smaller than that introduced by halo mass measurements, indicating that the number of GCs in a galaxy is a good tracer for its dark matter mass. Smooth accretion is also the reason for a lower average dark matter mass per GC in low-mass haloes. Finally, we successfully reproduce the observed general trend of GCs being old and the tendency of more massive haloes hosting older GC systems. Including the second GC formation mechanism through gas-rich mergers leads to a more realistic variety of GC age distributions and also introduces an age inversion in the halo virial mass range $\log M_\mathrm{vir}/\mathrm{M}_\odot = 11{-}13$.