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Full-Stokes polarimetry with circularly polarized feeds

机译:具有圆极化馈源的全Stokes旋光法

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We present an analysis pipeline that enables the recovery of reliable information for all four Stokes parameters with high accuracy. Its novelty relies on the effective treatment of the instrumental effects even before the computation of the Stokes parameters, contrary to conventionally used methods such as that based on the Müller matrix. For instance, instrumental linear polarization is corrected across the whole telescope beam and significant Stokes Q and U can be recovered even when the recorded signals are severely corrupted by instrumental effects. The accuracy we reach in terms of polarization degree is of the order of 0.1–0.2%. The polarization angles are determined with an accuracy of almost 1 ° . The presented methodology was applied to recover the linear and circular polarization of around 150 active galactic nuclei, which were monitored between July 2010 and April 2016 with the Effelsberg 100-m telescope at 4.85 GHz and 8.35 GHz with a median cadence of 1.2 months. The polarized emission of the Moon was used to calibrate the polarization angle measurements. Our analysis showed a small system-induced rotation of about 1 ° at both observing frequencies. Over the examined period, five sources have significant and stable linear polarization; three sources remain constantly linearly unpolarized; and a total of 11 sources have stable circular polarization degree m _(c) , four of them with non-zero m _(c) . We also identify eight sources that maintain a stable polarization angle. All this is provided to the community for future polarization observations reference. We finally show that our analysis method is conceptually different from those traditionally used and performs better than the Müller matrix method. Although it has been developed for a system equipped with circularly polarized feeds, it can easily be generalized to systems with linearly polarized feeds as well.
机译:我们提供了一个分析管道,该管道能够以高精度恢复所有四个Stokes参数的可靠信息。它的新颖之处在于,即使在计算斯托克斯参数之前,也要有效地处理工具效果,这与常规使用的方法(例如基于Müller矩阵的方法)相反。例如,在整个望远镜光束上校正了仪器的线性极化,即使当记录的信号由于仪器效果而严重损坏时,也可以恢复明显的斯托克斯Q和U。我们在极化度方面达到的精度约为0.1–0.2%。偏振角的确定精度约为1°。所提出的方法用于恢复大约150个活跃银河核的线性和圆极化,这是在2010年7月至2016年4月之间使用Effelsberg 100-m望远镜在4.85 GHz和8.35 GHz进行了监测的,中频为1.2个月。月球的极化发射用于校准极化角测量。我们的分析显示,在两个观测频率下,系统引起的小旋转约为1°。在检查期间,有五个光源具有明显且稳定的线性极化;三个光源始终保持线性非极化状态;共有11个源具有稳定的圆偏振度m _(c),其中四个源的m _(c)非零。我们还确定了八个保持稳定偏振角的光源。所有这些都提供给社区,以供将来进行极化观测时参考。最后,我们证明了我们的分析方法在概念上与传统方法不同,并且比Müller矩阵方法具有更好的性能。尽管它是为配备圆极化馈源的系统开发的,但它也可以很容易地推广到具有线性极化馈源的系统。

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