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Refinement of the Spitzer Space Telescope pointing history based on image registration corrections from multiple data channels

机译:基于来自多个数据通道的图像配准校正完善Spitzer空间望远镜的指向历史

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Position reconstruction for images acquired by the Infrared Array Camera (IRAC), one of the science instruments onboard the Spitzer Space Telescope, is a multistep procedure that is part of the routine processing done at the Spitzer Science Center (SSC). The IRAC instrument simultaneously images two different sky footprints, each with two independent infrared passbands (channels). The accuracy of the initial Spitzer pointing reconstruction is typically slightly better than 1 ''. The well-known technique of position matching imaged point sources to even more accurate star catalogs to refine the pointing further is implemented for SSC processing of IRAC data as well. Beyond that, the optimal processing of redundant pointing information from multiple instrument channels to yield an even better solution is also performed at the SSC. Our multichannel data processing approach is particularly beneficial when the star-catalog matches are sparse in one channel but copious in others. A thorough review of the algorithm as implemented for the Spitzer mission reveals that the mathematical formalism can be fairly easily generalized for application to other astronomy missions. The computation of pointing uncertainties, the interpolation of pointing corrections and their uncertainties between measurements, and the estimation of random-walk deviations from linearity are special areas of importance when implementing the method. After performing the operations described in this paper on the initial Spitzer pointing, the uncertainty in the observatory pointing history file is reduced 10-15 fold.
机译:Spitzer空间望远镜上的科学仪器之一,即红外阵列相机(IRAC)所获取图像的位置重建是一个多步骤过程,属于Spitzer科学中心(SSC)进行的日常处理的一部分。 IRAC仪器同时对两个不同的天空足迹成像,每个足迹都有两个独立的红外通带(通道)。初始Spitzer指向重建的精度通常略高于1英寸。同样,用于IRAC数据的SSC处理的众所周知的技术是将成像的点源与更精确的星表进行位置匹配,以进一步完善指向。除此之外,还可以在SSC上对来自多个仪器通道的冗余指向信息进行最佳处理,以产生更好的解决方案。当星形目录匹配在一个通道中稀疏而在另一个通道中丰富时,我们的多通道数据处理方法特别有用。对Spitzer任务实施的算法进行的全面回顾表明,数学形式主义可以很容易地推广到其他天文学任务。在实现该方法时,指向不确定性的计算,指向校正的插值及其在测量之间的不确定性以及根据线性估计随机游走偏差是重要的特殊领域。在对初始Spitzer指向进行本文中描述的操作后,天文台指向历史文件中的不确定性减少了10-15倍。

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