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arXiv 2108.02747astro-ph.COhep-ph
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复合时的小尺度聚团和哈勃张力

Small-scale clumping at recombination and the Hubble tension

Michael Rashkovetskyi, Julian B. Muñoz, Daniel J. Eisenstein, Cora Dvorkin

摘要:

尽管标准的$Λ$ CDM宇宙学模型取得了成功,但最近的数据改进使低红移和高红移观测之间出现了紧张关系,最重要的是在哈勃常数$H_0$和(重新缩放的)聚类幅度$S_8$的确定中。来自宇宙微波背景(CMB)的高红移数据,在解释上主要依赖于复合物理。在这里,我们研究如何小尺度重子不均匀性(即,凝集)可以影响重组,并考虑它们是否可以缓解$H_0$和$S_8$张力。这种小尺度的聚集,可能是由原始磁场或低于kpc尺度的重子等曲率引起的,即使在更大尺度上平均,也会提高重组率,使重组时间提前。我们引入了一个灵活的丛生模型,参数化通过三个空间区域的自由密度和体积分数,并用它来研究的影响,丛生CMB观测。我们发现,增加$H_0$会降低$Ω_m$和$S_8$,从而使$S_8$张力增加。另一方面,低$z$重子声学振荡测量不利于$Ω_m$的移动。我们发现,可以改变CMB的声音视界足以解释$H_0$张力的聚集参数也改变了阻尼尾,所以他们是不赞成目前的普朗克2018年的数据。我们测试如何CMB阻尼尾部信息排除重组的变化,首先删除$\ell>1000$多极普朗克数据,在那里我们发现,聚集可以解决$H_0$张力。此外,我们对未来的CMB实验进行预测,因为它们改进的阻尼尾精度可以更好地约束偏离标准重组。西蒙斯天文台和CMB-S4都将提供决定性的证据,支持或反对聚团作为解决$H_0$张力的方法。

英文摘要:

Despite the success of the standard $Λ$CDM model of cosmology, recent data improvements have made tensions emerge between low- and high-redshift observables, most importantly in determinations of the Hubble constant $H_0$ and the (rescaled) clustering amplitude $S_8$. The high-redshift data, from the cosmic microwave background (CMB), crucially relies on recombination physics for its interpretation. Here we study how small-scale baryon inhomogeneities (i.e., clumping) can affect recombination and consider whether they can relieve both the $H_0$ and $S_8$ tensions. Such small-scale clumping, which may be caused by primordial magnetic fields or baryon isocurvature below kpc scales, enhances the recombination rate even when averaged over larger scales, shifting recombination to earlier times. We introduce a flexible clumping model, parametrized via three spatial zones with free densities and volume fractions, and use it to study the impact of clumping on CMB observables. We find that increasing $H_0$ decreases both $Ω_m$ and $S_8$, which alleviates the $S_8$ tension. On the other hand, the shift in $Ω_m$ is disfavored by the low-$z$ baryon-acoustic-oscillations measurements. We find that the clumping parameters that can change the CMB sound horizon enough to explain the $H_0$ tension also alter the damping tail, so they are disfavored by current Planck 2018 data. We test how the CMB damping-tail information rules out changes to recombination by first removing $\ell>1000$ multipoles in Planck data, where we find that clumping could resolve the $H_0$ tension. Furthermore, we make predictions for future CMB experiments, as their improved damping-tail precision can better constrain departures from standard recombination. Both the Simons Observatory and CMB-S4 will provide decisive evidence for or against clumping as a resolution to the $H_0$ tension.

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