利用全中微子输运重新审视原始中微子的不对称性、频谱畸变和宇宙学约束条件

Yuan-Zhen Li, Jiang-Hao Yu
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摘要

原始中微子不对称在宇宙演化史上留下了深刻的印记,这些印记可以通过宇宙学观测,包括大爆炸核合成(BBN)、宇宙微波背景(CMB)和大尺度结构(LSS)来约束。我们通过在封闭时间路径形式主义中求解完整的(反)中微子量子动力学方程,精确地处理了中微子解耦,并在此基础上全面分析了原始中微子不对称性$\xi_\nu$的影响和约束。我们计算了中微子的有效数量 $ N_{\rm eff}$ 和(反)中微子的频谱分量,并发现非瞬时去耦校正是由 $\delta N_{\rm eff} = 0.0440 + 0.0102 \, \xi_\nu^2$给出的。然后,我们对包括(反)中微子频谱畸变在内的轻元素丰度进行了最先进的计算,结果表明,EMPRESS数据的正不对称性为0.032 (\leq)\xi_\nu (\leq)0.052$。我们详细研究了中微子不对称对CMB和LSS的影响,发现除了中微子质量总和之外,重子声学振荡(BAO)也受到$\xi_\nu$的显著影响。通过对EMPRESS BBN、Planck CMB和BOSS BAO数据的综合分析,我们得到了一个更小的约束$\xi_\nu = 0.024 \pm 0.013$,这为能够产生大的不对称的紫外模型提供了约束。
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Revisiting primordial neutrino asymmetries, spectral distortions and cosmological constraints with full neutrino transport
The primordial neutrino asymmetry leave profound imprints on the evolution history of the universe, which can be constrained by cosmological observations, including Big Bang Nucleosynthesis (BBN), Cosmic Microwave Background (CMB), and Large-Scale Structure (LSS). We present comprehensive analysis on implications and constraints of the primordial neutrino asymmetry $\xi_\nu$, based on a precise treatment of neutrino decoupling by solving the complete (anti)neutrino quantum kinetic equations in the Closed-Time-Path formalism. The effective number of neutrinos $ N_{\rm eff}$ and (anti)neutrino spectral distortions are calculated, and we find that the non-instantaneous decoupling correction is given by $\delta N_{\rm eff} = 0.0440 + 0.0102 \, \xi_\nu^2$. Then we perform the state-of-the-art calculation for the abundance of light elements including (anti)neutrino spectral distortions, which indicate a positive asymmetry $0.032 \leq \xi_\nu \leq 0.052$ from EMPRESS data. The implications of the neutrino asymmetry for the CMB and LSS are studied in detail, and we find that the Baryon Acoustic Oscillations (BAO) are also significantly affected by $\xi_\nu$ in addition to the sum of neutrino masses. A combined analysis with EMPRESS BBN, Planck CMB and BOSS BAO data yields a tighter constraint $\xi_\nu = 0.024 \pm 0.013$, which provides constraints on UV models capable of producing large asymmetries.
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