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arXiv 2302.07034astro-ph.CO
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用于HI强度映射信号重建的前景传递函数:MeerKLASS与精密宇宙学应用

The foreground transfer function for HI intensity mapping signal reconstruction: MeerKLASS and precision cosmology applications

Steven Cunnington, Laura Wolz, Philip Bull, Isabella P. Carucci, Keith Grainge, Melis O. Irfan, Yichao Li, Alkistis Pourtsidou, Mario G. Santos, Marta Spinelli, Jingying Wang

AI总结:

本文首次通过模拟验证了利用前景传递函数重建HI强度映射前景清洗后功率谱的可行性,证明即使在激进清洗导致大尺度超过50%负偏差的情况下仍可实现亚百分比精度重建,并给出了无偏传递函数构建方案及其在MeerKLASS等精密宇宙学应用中的参数推断稳健性。

摘要:

盲清洗方法目前是单天线HI强度映射巡天中处理前景污染的首选策略。尽管盲技术的复杂程度不断提高,在所有尺度上仍不可避免地会出现一定的信号损失。利用向受污染数据中注入模拟信号来构建校正传递函数,已成为HI强度映射实验所依赖的做法。然而,对于以精密宇宙学为目标的未来强度映射巡天,评估这种方法是否可行仍尚未得到探索。在本工作中,我们利用模拟首次验证了使用前景传递函数来重建前景清洗后的低红移强度图功率谱,并试图揭示其局限性。我们发现,即使需要激进的前景清洗——这会在最大尺度上造成大于50%的负偏差——功率谱仍可通过传递函数重建至亚百分比精度。我们具体给出了构建无偏传递函数的方案,强调了偏离该方案时会遇到的陷阱,并正确指出了传递函数应如何在自相关功率谱中应用。我们验证了一种利用传递函数方差对前景清洗后的功率谱进行误差估计的方法。最后,我们证明了在生成用于构建传递函数的模拟数据时,错误的基准参数假设(偏差高达±100%)不会显著偏置信号重建或参数推断(在恢复值中引入的偏差小于5%)。

英文摘要:

Blind cleaning methods are currently the preferred strategy for handling foreground contamination in single-dish HI intensity mapping surveys. Despite the increasing sophistication of blind techniques, some signal loss will be inevitable across all scales. Constructing a corrective transfer function using mock signal injection into the contaminated data has been a practice relied on for HI intensity mapping experiments. However, assessing whether this approach is viable for future intensity mapping surveys where precision cosmology is the aim, remains unexplored. In this work, using simulations, we validate for the first time the use of a foreground transfer function to reconstruct power spectra of foreground-cleaned low-redshift intensity maps and look to expose any limitations. We reveal that even when aggressive foreground cleaning is required, which causes ${>}\,50\%$ negative bias on the largest scales, the power spectrum can be reconstructed using a transfer function to within sub-percent accuracy. We specifically outline the recipe for constructing an unbiased transfer function, highlighting the pitfalls if one deviates from this recipe, and also correctly identify how a transfer function should be applied in an auto-correlation power spectrum. We validate a method that utilises the transfer function variance for error estimation in foreground-cleaned power spectra. Finally, we demonstrate how incorrect fiducial parameter assumptions (up to ${\pm}100\%$ bias) in the generation of mocks, used in the construction of the transfer function, do not significantly bias signal reconstruction or parameter inference (inducing ${<}\,5\%$ bias in recovered values).

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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