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arXiv 2403.15134astro-ph.COgr-qchep-ph
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数值相对论模拟中空洞统计的首次研究

First investigation of void statistics in numerical relativity simulations

Michael J. Williams, Hayley J. Macpherson, David L. Wiltshire, Chris Stevens

AI总结:

本文首次将空洞统计方法扩展到 Einstein Toolkit 的数值相对论宇宙学模拟,构建无牛顿近似的空洞目录,并验证其统计与牛顿 N 体结果大致一致,同时量化空洞内膨胀加快10–30%、中心曲率密度参数达60–80%。

摘要:

我们将空洞统计的标准工具应用并扩展到通过数值相对论(NR)求解爱因斯坦方程的宇宙学模拟。利用一种新的分水岭空洞探测器,我们在 Einstein Toolkit 生成的基于流体的 NR 模拟上运行,获得了不含牛顿近似的模拟空洞目录。我们比较并对照了空洞尺度和空洞占比的不同度量,并将径向叠加密度剖面与经验推导的 Hamaus-Sutter-Wandelt(HSW)密度剖面以及基于到空洞边界距离的剖面进行比较。在比较有意义的范围内,我们恢复了与牛顿 N 体模拟大致一致的统计结果。我们研究了动力学空间曲率和局部膨胀的变化,明确展示了这些量在空洞区域内的空间涨落。我们发现模拟中的空洞膨胀速度比全局平均快约10–30%,而空洞中心的空间曲率密度参数达到约60–80%。

英文摘要:

We apply and extend standard tools for void statistics to cosmological simulations that solve Einstein's equations with numerical relativity (NR). We obtain a simulated void catalogue without Newtonian approximations, using a new watershed void finder which operates on fluid-based NR simulations produced with the Einstein Toolkit. We compare and contrast measures of void size and void fraction, and compare radial stacked density profiles to empirically-derived Hamaus-Sutter-Wandelt (HSW) density profiles and profiles based on distance to void boundaries. We recover statistics roughly consistent with Newtonian N-body simulations where such a comparison is meaningful. We study variation of dynamical spatial curvature and local expansion explicitly demonstrating the spatial fluctuations of these quantities in void regions. We find that voids in our simulations expand ~10-30% faster than the global average and the spatial curvature density parameter in the centre of voids reaches ~60-80%.

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。

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