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arXiv 2210.08038astro-ph.CO
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BICEP/Keck XVII:视线畸变分析:引力透镜、各向异性宇宙双折射、斑块状再电离及系统误差的估计

BICEP / Keck XVII: Line of Sight Distortion Analysis: Estimates of Gravitational Lensing, Anisotropic Cosmic Birefringence, Patchy Reionization, and Systematic Errors

Keck Collaboration, P. A. R. Ade, Z. Ahmed, M. Amiri, D. Barkats, R. Basu Thakur, D. Beck, C. A. Bischoff, J. J. Bock, H. Boenish, E. Bullock, V. Buza, J. R. Ch… 展开作者

Keck Collaboration, P. A. R. Ade, Z. Ahmed, M. Amiri, D. Barkats, R. Basu Thakur, D. Beck, C. A. Bischoff, J. J. Bock, H. Boenish, E. Bullock, V. Buza, J. R. Cheshire, J. Connors, J. Cornelison, M. Crumrine, A. Cukierman, E. V. Denison, M. Dierickx, L. Duband, M. Eiben, S. Fatigoni, J. P. Filippini, S. Fliescher, C. Giannakopoulos, N. Goeckner-Wald, D. C. Goldfinger, J. Grayson, P. Grimes, G. Halal, G. Hall, M. Halpern, E. Hand, S. Harrison, S. Henderson, S. R. Hildebrandt, J. Hubmayr, H. Hui, K. D. Irwin, J. Kang, K. S. Karkare, E. Karpel, S. Kefeli, S. A. Kernasovskiy, J. M. Kovac, C. L. Kuo, K. Lau, E. M. Leitch, A. Lennox, K. G. Megerian, L. Minutolo, L. Moncelsi, Y. Nakato, T. Namikawa, H. T. Nguyen, R. O'Brient, R. W. Ogburn, S. Palladino, M. A. Petroff, T. Prouve, C. Pryke, B. Racine, C. D. Reintsema, S. Richter, A. Schillaci, B. L. Schmitt, R. Schwarz, C. D. Sheehy, B. Singari, A. Soliman, T. St Germaine, B. Steinbach, R. V. Sudiwala, G. P. Teply, K. L. Thompson, J. E. Tolan, C. Tucker, A. D. Turner, C. Umilta, C. Verges, A. G. Vieregg, A. Wandui, A. C. Weber, D. V. Wiebe, J. Willmert, C. L. Wong, W. L. K. Wu, H. Yang, K. W. Yoon, E. Young, C. Yu, L. Zeng, C. Zhang, S. Zhang

AI总结:

本研究利用BICEP2、BICEP3和Keck Array截至2018年的95/150 GHz数据估计视线畸变场,约束引力透镜、偏振旋转、原初磁场与斑块状再电离,并验证仪器系统误差可控。

摘要:

我们给出了由BICEP2、BICEP3和Keck Array截至2018观测季所获取的95 GHz和150 GHz数据推导出的视线畸变场估计,由此得到宇宙学约束,并研究了仪器和天体物理系统误差。宇宙学约束来自三个畸变场,分别涉及大尺度结构产生的引力透镜、磁场或类轴子场导致的偏振旋转,以及斑块状再电离的屏蔽效应。我们测得透镜功率谱振幅为$A_L^{ϕϕ}=0.95 \pm 0.20$。我们对偏振旋转给出约束,将其表示为Chern–Simons电磁项的耦合常数:$g_{aγ} \leq 2.6 \times 10^{-2}/H_I$,其中$H_I$是暴胀时期的哈勃参数;同时在95 GHz下,对在1 Mpc尺度上平滑的原初磁场振幅给出$B_{1\text{Mpc}} \leq 6.6 \\;\text{nG}$的约束。我们在一个简单的斑块状再电离“褶皱表面”模型中约束光深涨落的均方根,在相干尺度$L_c=100$时得到$A^τ<0.19$($2\sigma$)。我们表明,95 GHz和150 GHz偏振图中的所有畸变场均与包含透镜化$\Lambda$CDM、尘埃和噪声的模拟相一致,没有证据表明存在仪器系统误差。在某些情况下,本文提出的EB和TB二次估计量在识别和剔除可能由仪器效应产生的虚假B模方面,比我们以往基于图的零检验更敏感。最后,我们验证了BICEP/Keck数据处理中的标准去投影滤波能够有效消除温度到偏振的泄漏。

英文摘要:

We present estimates of line-of-sight distortion fields derived from the 95 GHz and 150 GHz data taken by BICEP2, BICEP3, and Keck Array up to the 2018 observing season, leading to cosmological constraints and a study of instrumental and astrophysical systematics. Cosmological constraints are derived from three of the distortion fields concerning gravitational lensing from large-scale structure, polarization rotation from magnetic fields or an axion-like field, and the screening effect of patchy reionization. We measure an amplitude of the lensing power spectrum $A_L^{ϕϕ}=0.95 \pm 0.20$. We constrain polarization rotation, expressed as the coupling constant of a Chern-Simons electromagnetic term $g_{aγ} \leq 2.6 \times 10^{-2}/H_I$, where $H_I$ is the inflationary Hubble parameter, and an amplitude of primordial magnetic fields smoothed over 1 Mpc $B_{1\text{Mpc}} \leq 6.6 \;\text{nG}$ at 95 GHz. We constrain the root mean square of optical-depth fluctuations in a simple "crinkly surface" model of patchy reionization, finding $A^τ<0.19$ ($2σ$) for the coherence scale of $L_c=100$. We show that all of the distortion fields of the 95 GHz and 150 GHz polarization maps are consistent with simulations including lensed-$Λ$CDM, dust, and noise, with no evidence for instrumental systematics. In some cases, the EB and TB quadratic estimators presented here are more sensitive than our previous map-based null tests at identifying and rejecting spurious B-modes that might arise from instrumental effects. Finally, we verify that the standard deprojection filtering in the BICEP/Keck data processing is effective at removing temperature to polarization leakage.

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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