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原初功率谱的当前与未来约束

Current and Future Constraints on the Primordial Power Spectrum

Zachary Cheslog, Emily Finson, Amanda MacInnis, Neelima Sehgal, Niayesh Afshordi, Simran K. Nerval, Renée Hložek

arXiv 2609.35964首次发表:更新:

发表机构

Stony Brook University; University of Waterloo; Perimeter Institute for Theoretical Physics; University of Toronto(石溪大学; 滑铁卢大学; 理论物理前沿研究所; 多伦多大学)

机构由 AI 辅助整理,请以论文原文为准。

AI 中文总结

该研究通过放宽参数空间,发现早期宇宙模型未被排除,并预测未来CMB实验将大幅提升对原初功率谱的约束精度。

AI 中文摘要

原初标量功率谱为早期宇宙物理提供了一个强有力的窗口,涵盖了一大类暴胀场景。这些模型通常预言特征性的标量谱指数$(n_s)$、非零的谱跑动$(\alpha_s)$,或更普遍的偏离纯幂律形式。我们发现,释放轻子遗迹物种数$(N_{\rm eff})$和中微子质量之和$(\sum m_\nu)$会拓宽$n_s$误差轮廓,使得关键的早期宇宙模型不再被排除。特别是,虽然Starobinsky暴胀和双热大爆炸模型在六参数$\Lambda$CDM模型中大约在95%置信水平上被排除,但在九参数$\Lambda{\rm CDM} + \alpha_s + N_{\rm eff} + \sum m_\nu$模型中,来自Planck、ACT和SPT(CMB-PAS)的CMB数据与DESI DR2结合给出$n_s = 0.9758 \pm 0.0064$和$\alpha_s = 0.0080 \pm 0.0064$,与这两个模型均一致。未来的CMB设施将大幅提高对$n_s$、$\alpha_s$以及更普遍的分段原初功率谱$\mathcal{P}(k)$的约束。例如,CMB-PAS将$e^{-2\tau}\mathcal{P}(k = 0.2\\,{\rm Mpc}^{-1})$约束到0.5%,而SO-like和CMB-HD-like巡天将把这一约束收紧到0.1%;CMB-HD还将把这一测量扩展到更小的、此前未探测的尺度,将$e^{-2\tau}\mathcal{P}(k = 30\\,{\rm Mpc}^{-1})$约束在十倍以内。我们发布了我们的预测代码,并更新了公开的CMB-HD似然和Fisher代码以支持CLASS和CAMB。

英文摘要

The primordial scalar power spectrum provides a powerful window onto early-universe physics, including a broad class of inflationary scenarios. These models often predict a characteristic scalar spectral index $(n_s)$, nonzero running $(α_s)$, or more general deviations from a pure power-law form. We find that freeing the number of light relic species $(N_{\rm eff})$ and the sum of the neutrino masses $(\sum m_ν)$ broadens the $n_s$ error contours enough that key early-Universe models are no longer excluded. In particular, while both Starobinsky inflation and the Bi-thermal Big Bang model are ruled out at about the 95% confidence level in the six-parameter $Λ$CDM model, we find that in the nine-parameter $Λ{\rm CDM} + α_s + N_{\rm eff} + \sum m_ν$ model, CMB data from Planck, ACT, and SPT (CMB-PAS) combined with DESI DR2 give $n_s = 0.9758 \pm 0.0064$ and $α_s = 0.0080 \pm 0.0064$, consistent with both models. Future CMB facilities will sharply improve constraints on $n_s$, $α_s$, and, more generally, the binned primordial power spectrum $\mathcal{P}(k)$. For example, CMB-PAS constrains $e^{-2τ}\mathcal{P}(k = 0.2\,{\rm Mpc}^{-1})$ to 0.5%, while SO-like and CMB-HD-like surveys would tighten this to 0.1%; CMB-HD would also extend this measurement to smaller, previously unprobed scales, constraining $e^{-2τ}\mathcal{P}(k = 30\,{\rm Mpc}^{-1})$ to within a factor of ten. We release our forecast code and update the public CMB-HD likelihood and Fisher codes to support CLASS in addition to CAMB.

Comments28 pages, 11 figures, 7 tables. The code used here to generate the current and projected constraints is available at https://github.com/CMB-HD/hdInitPk , and the CMB-HD likelihood and Fisher codes at https://github.com/CMB-HD/hdfisher and https://github.com/CMB-HD/hdlike are updated to support CLASS

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