论文标题
未来CMB卫星任务的要求:光度法和带通路响应校准
Requirements for future CMB satellite missions: photometric and band-pass response calibration
论文作者
论文摘要
当前和未来的宇宙微波背景(CMB)辐射实验针对偏振$ b $ mmode信号。该信号的小幅度使得成功的测量面向当前技术挑战。因此,缓解和控制可能的系统效应的非常准确的研究对于成功观察至关重要。另一个挑战来自污染CMB信号的极化银河前景信号的存在。当它们合并时,前景信号几乎以几乎每个相关频率占据了极化的CMB信号。未来的实验,例如Litebird太空传播任务,旨在以高精度测量CMB $ B $ MMODE信号,以$ 10^{ - 3} $ LEVEL测量张量与量表$ r $ $ r $。我们提出了一种研究所需的光度校准需求的方法,以最大程度地减少偏振银河前景信号泄漏到CMB极化图中,以进行多频CMB实验。我们将此方法应用于Litebird Case,并发现了在$ \ sim10^{ - 4} -4} -2.5 \ times10^{ - 3} $范围内光度校准的精确要求。在假设检测器不相关的假设下,我们在$ \ sim0.18 \ times10^{ - 2} -2.0 -2.0 \ times10^{ - 2} $的范围内发现了每个检测器的要求。最后,我们将校准要求与频带分辨率联系起来,以定义一些代表性的带通响应的约束:$Δν\ sim0.2-2 $ ghz。
Current and future Cosmic Microwave Background (CMB) Radiation experiments are targeting the polarized $B$-mode signal. The small amplitude of this signal makes a successful measurement challenging for current technologies. Therefore, very accurate studies to mitigate and control possible systematic effects are vital to achieve a successful observation. An additional challenge is coming from the presence of polarized Galactic foreground signals that contaminate the CMB signal. When they are combined, the foreground signals dominate the polarized CMB signal at almost every relevant frequency. Future experiments, like the LiteBIRD space-borne mission, aim at measuring the CMB $B$-mode signal with high accuracy to measure the tensor-to-scalar ratio $r$ at the $10^{-3}$ level. We present a method to study the photometric calibration requirement needed to minimize the leakage of polarized Galactic foreground signals into CMB polarization maps for a multi-frequency CMB experiment. We applied this method to the LiteBIRD case, and we found precision requirements for the photometric calibration in the range $\sim10^{-4}-2.5\times10^{-3}$ depending on the frequency band. Under the assumption that the detectors are uncorrelated, we found requirements per detector in the range $\sim0.18\times10^{-2}-2.0\times10^{-2}$. Finally, we relate the calibration requirements to the band-pass resolution to define constraints for a few representative band-pass responses: $Δν\sim0.2-2$ GHz.