从 CMB 光谱畸变重新审视暗光子约束

Jens Chluba, Bryce Cyr, Matthew C. Johnson
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摘要

宇宙微波背景(CMB)的光谱畸变为后核合成(BBN)时代的能量和熵的产生提供了有力的约束。在这里,我们通过仔细考虑光子到暗光子的转换过程和畸变信号的演变,重新审视了这些约束条件。以前的研究只包括了 CMB 能量密度变化的影响,却忽略了光子数量密度的变化。我们清楚地定义了暗光子失真信号,并表明与以前的分析估计不同,失真信号具有相反的符号和1.5倍的振幅。我们进一步将这一处理方法扩展到大畸变机制,利用CosmoTherm也覆盖了从$\mu$时代到BBN结束之间的红移范围$\simeq 2\times 10^6-4\times 10^7$。这表明,在$10^{-4}\,{\rm eV}\lesssim m_{\rmdp}\lesssim 10^{-3}\,{\rm eV}$ 范围内,对暗光子质量的CMB扭曲约束被严重低估了。我们证明,在小畸变机制下,光子到暗光子转换所引起的畸变非常接近于一种与转换红移无关的$\mu$型畸变。这为我们利用CMB变形各向异性以及与CMB温度各向异性的相关性来研究暗光子模型提供了可能。
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Revisiting Dark Photon Constraints from CMB Spectral Distortions
Spectral distortions of the cosmic microwave background (CMB) provide stringent constraints on energy and entropy production in the post-BBN (Big Bang Nucleosynthesis) era. This has been used to constrain dark photon models with COBE/FIRAS and forecast the potential gains with future CMB spectrometers. Here, we revisit these constraints by carefully considering the photon to dark photon conversion process and evolution of the distortion signal. Previous works only included the effect of CMB energy density changes but neglected the change to the photon number density. We clearly define the dark photon distortion signal and show that in contrast to previous analytic estimates the distortion has an opposite sign and a $\simeq 1.5$ times larger amplitude. We furthermore extend the treatment into the large distortion regime to also cover the redshift range $\simeq 2\times 10^6-4\times 10^7$ between the $\mu$-era and the end of BBN using CosmoTherm. This shows that the CMB distortion constraints for dark photon masses in the range $10^{-4}\,{\rm eV}\lesssim m_{\rm dp}\lesssim 10^{-3}\,{\rm eV}$ were significantly underestimated. We demonstrate that in the small distortion regime the distortion caused by photon to dark photon conversion is extremely close to a $\mu$-type distortion independent of the conversion redshift. This opens the possibility to study dark photon models using CMB distortion anisotropies and the correlations with CMB temperature anisotropies as we highlight here.
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