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Low- and mid-spatial frequency components measurement for aspheres

机译:非球面的中低空间频率分量测量

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摘要

The Large Area Curvature Scanning (LACS) method for measuring all types of surfaces including aspheres is based on scanning the surface at discrete lateral coordinate positions, but the amount of information captured during measurement is much greater. The Extended LACS (ELACS) method will be presented that uses this information to evaluate also the mid-spatial frequency components of the surface. An examples of measurement for a surface showing a relatively high mid-spatial frequency content is given and ELACS is compared to other methods. These are various methods subsumed under the term "stitching," especially stitching interferometry. Different mathematical concepts for these methods are briefly discussed and a novel approach is presented and analyzed with special emphasis being laid on the uncertainty which can be achieved with stitching methods.
机译:用于测量包括非球面在内的所有类型表面的大面积曲率扫描(LACS)方法基于在离散的横向坐标位置上扫描表面,但是在测量过程中捕获的信息量要大得多。将介绍扩展的LACS(ELACS)方法,该方法使用此信息来评估表面的中空频率分量。给出了显示相对较高的中空间频率含量的表面的测量示例,并将ELACS与其他方法进行了比较。这些是包含在术语“缝合”中的各种方法,尤其是缝合干涉法。简要讨论了这些方法的不同数学概念,并提出并分析了一种新颖的方法,并特别强调了缝合方法可以实现的不确定性。

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