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首页> 外文期刊>The Astrophysical Journal. Letters >COMPLEXITY ON DWARF GALAXY SCALES: A BIMODAL DISTRIBUTION FUNCTION IN SCULPTOR
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COMPLEXITY ON DWARF GALAXY SCALES: A BIMODAL DISTRIBUTION FUNCTION IN SCULPTOR

机译:Dwarf Galaxy Scales上的复杂性:雕塑家的双峰分布函数

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摘要

In our previous work, we presented Schwarzschild models of the Sculptor dwarf spheroidal galaxy demonstrating that this system could be embedded in dark matter halos that are either cusped or cored. Here, we show that the non-parametric distribution function recovered through Schwarzschild’s method is bimodal in energy and angular momentum space for all of the best-fitting mass models explored. We demonstrate that this bimodality is directly related to the two components known to be present in Sculptor through stellar population analysis, although our method is purely dynamical in nature and does not use this prior information. It therefore constitutes independent confirmation of the existence of two physically distinct dynamical components in Sculptor and suggests a rather complex assembly history for this dwarf galaxy.
机译:在我们以前的工作中,我们向Schwarzschild模型展示了雕塑家矮小的球形星系的模型,证明了该系统可以嵌入暗物质晕,这些系统含有Cusped或Cored。 在这里,我们表明,通过Schwarzschild的方法恢复的非参数分布函数是能量和角动量空间中的双峰,适用于探索的所有最合适的批量模型。 我们证明,这种双极性直接通过恒星群体分析在雕刻器中存在的两种组分相关,尽管我们的方法本质上纯粹是动态的,并且不使用该先前的信息。 因此,它构成独立于雕塑家中存在两个物理上不同的动态部件的完全确认,并为该矮星提供了相当复杂的装配历史。

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