Array designs for imaging

J. Fitch
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Abstract

Summary form only given. Two techniques have been used to design telescope arrays for imaging applications. The first technique is applicable to arrays with a relatively small ( approximately 10), number of apertures and is essentially an exhaustive search with a simple inline test that allows the search space to be pruned by an order of magnitude. In the second technique, arrays of a large number of apertures are designed by combining the results from several arrays with fewer apertures. The criteria is that the best array would maximize the distance from the origin to the position of the first zero in the transfer function (TF). This criterion has been selected to accommodate reconstruction of image phases from phase-difference averages, a process that is sensitive to zeros in the TF. For telescopes with a large number of individually steerable mirrors, the dominant cost moves away from the fabrication of a mirror and towards the cost of beam combination systems and civil engineering. In order to reduce these costs, a fractal-based approach that encourages modular and replicated subsystems has been adopted.<>
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成像阵列设计
只提供摘要形式。有两种技术被用来设计用于成像应用的望远镜阵列。第一种技术适用于孔径相对较小(大约10个)的数组,本质上是一种穷举搜索,使用简单的内联测试,允许搜索空间按数量级进行修剪。在第二种技术中,通过结合几个具有较少孔径的阵列的结果来设计具有大量孔径的阵列。标准是,最佳阵列将最大限度地从原点到传递函数(TF)中第一个零的位置的距离。这个标准被选择来适应从相位差平均图像相位的重建,这是一个对TF中的零敏感的过程。对于拥有大量独立可操纵反射镜的望远镜来说,主要的成本从制造反射镜转移到了光束组合系统和土木工程的成本上。为了降低这些成本,采用了一种基于分形的方法,鼓励模块化和复制子系统。
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