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Stellar Spectropolarimetry with Retarder Waveplate and Beam Splitter Devices

机译:延迟波片和分束器装置的恒星光谱极化法

摘要

Nighttime polarimetric measurements are often obtained very close to the limits of the instrumental capabilities. It is important to be aware of the possible sources of spurious polarization, and to adopt data reduction techniques that best compensate for the instrumental effects intrinsic to the design of the most common polarimeters adopted for nighttime observations. We define a self-consistent framework starting from the basic definitions of the Stokes parameters, and we present an analytical description of the data reduction techniques commonly used with a polarimeter (consisting of a retarder wave plate and a Wollaston prism) to explore their advantages and limitations. We first consider an ideal polarimeter in which all optical components are perfectly defined by their nominal characteristics. We then introduce deviations from the nominal behavior of the polarimetric optics, and develop an analytical model to describe the polarization of the outgoing radiation. We study and compare the results of two different data reduction methods, one based on the differences of the signals, and one based on their ratios, to evaluate the residual amount of spurious polarization. We show that data reduction techniques may fully compensate for small deviations of the polarimetric optics from their nominal values, although some important (first-order) corrections have to be adopted for linear polarization data. We include a detailed discussion of quality checking by means of null parameters. We present an application to data obtained with the FORS1 instrument of the ESO VLT, in which we have detected a significant amount of cross talk between circular and linear polarization. We show that this cross-talk effect is not due to the polarimetric optics themselves, but is most likely caused by spurious birefringence due to the instrument's collimator lens.
机译:夜间极化测量通常在非常接近仪器功能极限的情况下获得。重要的是要意识到杂散极化的可能来源,并采用最能补偿夜间观测所采用的最常见偏振计设计固有的仪器效应的数据缩减技术。我们从Stokes参数的基本定义开始定义一个自洽框架,并提供对偏振仪(由延迟器波片和Wollaston棱镜组成)中常用的数据缩减技术的分析说明,以探索其优势,以及局限性。我们首先考虑一种理想的旋光仪,其中所有光学组件均由其标称特性完美定义。然后,我们介绍与偏振光学器件标称特性的偏差,并建立一个分析模型来描述出射辐射的偏振。我们研究和比较两种不同的数据缩减方法的结果,一种基于信号的差异,另一种基于其比率,以评估寄生极化的残留量。我们表明,数据缩减技术可以完全补偿偏振光学器件与其标称值的微小偏差,尽管对于线性偏振数据必须采用一些重要的(一阶)校正。我们将通过空参数对质量检查进行详细讨论。我们介绍了使用ESO VLT的FORS1仪器获得的数据的应用,其中我们检测到了圆极化和线极化之间的大量串扰。我们表明,这种串扰效应不是由于偏振光学系统本身引起的,而是很可能是由于仪器的准直透镜导致的伪双折射引起的。

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