论文标题

伟大的火球I:在银河系中,宇宙时间跨越宇宙的恒星簇的形成

Great Balls of FIRE I: The formation of star clusters across cosmic time in a Milky Way-mass galaxy

论文作者

Grudić, Michael Y., Hafen, Zachary, Rodriguez, Carl L., Guszejnov, Dávid, Lamberts, Astrid, Wetzel, Andrew, Boylan-Kolchin, Michael, Faucher-Giguère, Claude-André

论文摘要

人们认为在星系中形成的年轻恒星簇的特性在不同的星体介质(ISM)条件下变化,但是由于银河系和星团群形成涉及的较大动态范围,因此从银河系到簇量表的映射的细节知之甚少。 We introduce a new method for modeling cluster formation in galaxy simulations: mapping giant molecular clouds (GMCs) formed self-consistently in a FIRE-2 MHD galaxy simulation onto a cluster population according to a GMC-scale cluster formation model calibrated to higher-resolution simulations, obtaining detailed properties of the galaxy's star clusters in mass, metallicity, space, and time.我们发现在星系中形成的全明星中的$ \ sim 10 \%$起源于重力结合的群集,并且在$σ_{\ rm as Gas} $和$σ_{\ rm rm Sfr} $的区域中,这种部分增加了,因为这样的区域可容纳此类区域,因为此类区域可容纳更高的星星形成效率。这些数量在星系的历史上系统地变化,驱动聚类形成的变化。结合簇的质量函数各不相同 - 始终不适用单个Schechter或幂律分布。在最极端的情节中,群集的群集如$ 7 \ times 10^6 m_ \ odot $形式,具有高恒星形成效率的巨大浓云。年轻恒星簇的初始质量 - 拉迪乌斯关系与环境相关的3D密度一致,该密度与$σ_ {\ rm Gas} $和$σ_ {\ rm sfr} $增加。该模型不会重现以银河系的旧($> 11 \ rm Gyr $)球形簇的年龄和金属统计数据,这可能是因为它在$ z> 3 $时形成恒星的速度更慢。

The properties of young star clusters formed within a galaxy are thought to vary in different interstellar medium (ISM) conditions, but the details of this mapping from galactic to cluster scales are poorly understood due to the large dynamic range involved in galaxy and star cluster formation. We introduce a new method for modeling cluster formation in galaxy simulations: mapping giant molecular clouds (GMCs) formed self-consistently in a FIRE-2 MHD galaxy simulation onto a cluster population according to a GMC-scale cluster formation model calibrated to higher-resolution simulations, obtaining detailed properties of the galaxy's star clusters in mass, metallicity, space, and time. We find $\sim 10\%$ of all stars formed in the galaxy originate in gravitationally-bound clusters overall, and this fraction increases in regions with elevated $Σ_{\rm gas}$ and $Σ_{\rm SFR}$, because such regions host denser GMCs with higher star formation efficiency. These quantities vary systematically over the history of the galaxy, driving variations in cluster formation. The mass function of bound clusters varies -- no single Schechter-like or power-law distribution applies at all times. In the most extreme episodes, clusters as massive as $7\times 10^6 M_\odot$ form in massive, dense clouds with high star formation efficiency. The initial mass-radius relation of young star clusters is consistent with an environmentally-dependent 3D density that increases with $Σ_{\rm gas}$ and $Σ_{\rm SFR}$. The model does not reproduce the age and metallicity statistics of old ($>11\rm Gyr$) globular clusters found in the Milky Way, possibly because it forms stars more slowly at $z>3$.

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