论文标题
光环自旋浓度关系对椎间盘缩放定律的影响
The impact of the halo spin-concentration relation on disc scaling laws
论文作者
论文摘要
星系缩放定律,例如Tully-Fisher,大规模和跌倒关系,可以为我们在宇宙学背景下对星系形成的理解提供极为有用的线索。尽管理论上存在诸如自旋和浓度之类的二级参数,但其中一些关系中的某些关系被一个单个参数(质量)很好地描述了,据信它们会影响这些关系。实际上,这些缩放定律的残差似乎几乎彼此不相关,对次级参数起着重要作用的模型构成了重大约束。在这里,我们表明一个可能的解决方案是,这种次级参数之间存在相关性,以消除可观察到的空间中的相关性。特别是,我们着重于暗物质光环旋转及其集中度之间的抗相关性(在模拟中仍在争论中)如何削弱Tully-Fisher的残差与质量大小关系的相关性。有趣的是,使用简单的分析星系形成模型,我们发现这仅是针对我们探索的参数空间的相对较小的部分而发生的,这表明该想法可用于推导对仍未探索的星系形成模型的约束。
Galaxy scaling laws, such as the Tully-Fisher, mass-size and Fall relations, can provide extremely useful clues on our understanding of galaxy formation in a cosmological context. Some of these relations are extremely tight and well described by one single parameter (mass), despite the theoretical existence of secondary parameters such as spin and concentration, which are believed to impact these relations. In fact, the residuals of these scaling laws appear to be almost uncorrelated with each other, posing significant constraints on models where secondary parameters play an important role. Here, we show that a possible solution is that such secondary parameters are correlated amongst themselves, in a way that removes correlations in observable space. In particular, we focus on how the existence of an anti-correlation between the dark matter halo spin and its concentration -- which is still debated in simulations -- can weaken the correlation of the residuals of the Tully-Fisher and mass-size relations. Interestingly, using simple analytic galaxy formation models, we find that this happens only for a relatively small portion of the parameter space that we explored, which suggests that this idea could be used to derive constraints to galaxy formation models that are still unexplored.