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Using the Power Spectral Density method to characterise the surface topography of optical surfaces

机译:使用功率谱密度方法表征光学表面的表面形貌

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Power Spectral Density (PSD) is an alternative method for specifying optical surfaces, and quantifies the contribution of each spatial regime to the total surface error. This approach naturally includes mid-range spatial frequency errors, which are often overlooked. The PSD method has recently been adopted by the Space and Astronomy industries, but has not yet received general acceptance within the synchrotron community. To assess the suitability for specifying synchrotron optics using PSD, Fast Fourier Transforms were performed on topography data from a range of optical surfaces of varying quality and manufacturing techniques. For each grade of optic, the entire regime (~100nm to ~50mm) of surface errors was measured, with overlapping bandwidths, using a micro-interferometer and a Fizeau interferometer. From this heuristic information, root-mean square "roughness" can be predicted over any desired spatial range, thus allowing direct comparison of metrology data obtained by instruments with different spatial bandwidths. We present an efficient approach for calculating 1-D and 2-D PSDs using MATLAB algorithms, and discuss analysis considerations, including "field of view" effects and instrument calibration.
机译:功率谱密度(PSD)是用于指定光学表面的另一种方法,可量化每个空间状态对总表面误差的贡献。这种方法自然会包含通常被忽略的中程空间频率误差。 PSD方法最近已被航天和天文学行业采用,但尚未在同步加速器界得到普遍认可。为了评估使用PSD指定同步加速器光学的适用性,对来自质量和制造技术各异的一系列光学表面的形貌数据进行了快速傅立叶变换。对于每种级别的光学元件,使用微干涉仪和Fizeau干涉仪测量了具有重叠带宽的整个表面误差(〜100nm至〜50mm)。根据该启发式信息,可以在任何所需的空间范围内预测均方根“粗糙度”,从而可以直接比较由具有不同空间带宽的仪器获得的计量数据。我们提供了一种使用MATLAB算法计算1-D和2-D PSD的有效方法,并讨论了分析注意事项,包括“视场”效应和仪器校准。

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