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arXiv 2608.28737astro-ph.GA

盘状星系中的磁致不稳定:纤维/羽状物的形成

Magnetic destabilisation in disc galaxies: Filament/feather formation

发表机构隆德大学 · 澳大利亚国立大学
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  • Lund University(隆德大学)
  • The Australian National University(澳大利亚国立大学)

机构由 AI 辅助整理,请以论文原文为准。

Raghav Arora, Oscar Agertz, Christoph Federrath, Mark R. Krumholz

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中文总结 AI 辅助

通过三维盘状星系数值模拟,研究不同初始磁化强度(以$\beta$表征)对引力不稳定驱动的纤维和羽状物形成的影响,发现低$\beta$低剪切区磁致不稳定主导,结果与磁热金斯机制预测吻合。

中文摘要 AI 辅助

气体引力不稳定在星系长期演化中起着关键作用,但磁场在介导这种不稳定中的作用——尽管其具有动力学相关性且普遍存在——仍未被理解。为探究该问题,我们对初始处于平衡态的三维孤立盘状星系开展参数化数值模拟研究,这些星系具有一系列初始磁化强度,由热压与磁压之比$\beta \in \{0.1, 0.5, 1, 10, 100, \infty\}$量化。我们分析了磁场强度如何影响由引力不稳定驱动的致密纤维和羽状物的形成。模拟显示,动力学强磁场($\beta \lesssim 10$)会显著改变纤维的增长率和间距,且这些效应取决于$\beta$值和盘的剪切强度。磁场可使系统稳定或不稳定,其中在低$\beta$和低剪切区域,不稳定占主导,这使得这种不稳定在具有低剪切旋转曲线的矮星系中尤为重要。纤维间距在不同星系区域也受局部磁场强度和剪切的不同影响。我们的结果与磁热金斯(magneto-Jeans)机制的预测吻合良好。

英文摘要

Gas gravitational instability plays a crucial role in secular galactic evolution, but the role played by magnetic fields in mediating this instability - despite their dynamical relevance and ubiquity - is still not understood. To investigate this question we conduct a parameter study using numerical simulations of 3D isolated disc galaxies that are initialized in equilibrium, but have a range of initial magnetisation, quantified by $β\in \{0.1, 0.5, 1, 10, 100, \infty\}$, where $β$ is the ratio of thermal to magnetic pressure. We analyse how magnetic field strength influences the formation of dense filaments and feathers driven by gravitational instability. The simulations show that filament growth rate and spacing are significantly altered by dynamically strong fields ($β\lesssim 10$), and that these effects depend on the value of $β$ and strength of shear in the disc. Magnetic fields either stabilise or destabilise, with destabilisation dominating in regions with low $β$, and low shear. This makes the destabilisation particularly important in dwarf galaxies with low-shear rotation curves. Filament spacings are similarly affected differently in different galactic regions, depending upon the local field strength and shear. Our results are in good agreement with predictions from the magneto-Jeans mechanism.

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