arXivDaily arXiv每日学术速递 周一至周五更新
arXiv 2210.08022astro-ph.COastro-ph.GA
收藏

Fuzzy Aquarius:Fuzzy Dark Matter 情景中类银河系系统的演化

Fuzzy Aquarius: evolution of a Milky-way like system in the Fuzzy Dark Matter scenario

Matteo Nori, Andrea V. Macciò, Marco Baldi

AI总结:

本文利用 AX-GADGET 对 Aquarius 类银河晕开展首个 FDM 高分辨率放大模拟,揭示有核密度与速度扁平化,并指出结构渐近形成孤子核,现行 FDM 质量限制需谨慎。

摘要:

我们首次在 Fuzzy Dark Matter(FDM,模糊暗物质)框架下,对取自 Aquarius Project 的一个类银河系晕进行了高分辨率放大模拟。我们使用 N-body 代码 AX-GADGET,该代码基于 Schrödinger-Poisson 方程的面向粒子求解方案,能够细致刻画结构形成的复杂性,同时追踪 FDM 中的量子效应。该晕呈现出有核密度剖面;对于 FDM 质量 m_χ=2.5h×10^-22 eV/c^2,核的尺度为数 kpc。速度剖面中也观测到扁平化,这代表 FDM 动力学的一个显著特征。我们从卫星星系的丰度、质量、距离和速度分布函数,以及它们随红移的演化等方面,定量分析了模糊性对卫星天体的影响。非常有趣的是,我们表明,尽管所有坍缩结构在 z=0 时都表现出平坦的密度剖面,但它们在形成时并未达到孤子基态;相反,它们会在一个取决于自身质量和形成历史的时间尺度上渐近收敛至该状态。这意味着,当前通过将简单标度关系应用于观测星系而得到的 FDM 质量限制应被极其谨慎地对待,因为单个天体在演化过程中可能显著偏离预期的渐近行为。

英文摘要:

We present the first high-resolution zoom-in simulation of a Milky-way-like halo extracted from the Aquarius Project in the Fuzzy Dark Matter (FDM) framework. We use the N-body code AX-GADGET, based on a particle oriented solution of the Schrödinger-Poisson equations, able to detail the complexity of structure formation while keeping track of the quantum effects in FDM. The halo shows a cored density profile, with a core size of several kpc for a FDM mass of $m_χ=2.5h \times 10^{-22}\ {\rm eV}/c^2$. A flattening is observed also in the velocity profile, representing a distinct feature of FDM dynamics. We provide a quantitative analysis of the impact of fuzziness on satellites in terms of abundance, mass, distance and velocity distribution functions and their evolution with redshift. Very interestingly, we show that all collapsed structures, despite showing a flat density profile at $z=0$, do not reach the solitonic ground-state at the time of formation: on the contrary, they asymptotically converge to it on a timescale that depends on their mass and formation history. This implies that current limits on FDM mass - obtained by applying simple scaling relations to observed galaxies - should be taken with extreme care, since single objects can significantly deviate from the expected asymptotic behavior during their evolution.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

↑