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A stitching method to test the segments of a large primary

机译:一种用于测试大型初级零件的拼接方法

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The European Extremely Large Telescope will be a large optical/infrared telescope with a segmented primary mirror of 42-m diameter, and 84-m radius of curvature. Each segment, about 1.2-meters across, implies great manufacturing and measuring challenges. To determine the most adequate metrology technique for testing these segments, we report a brief comparative analysis of the four most important testing techniques used for large surfaces. The study shows that the stitching method is the most appropriate technique. We implement a proof of concept to demonstrate the viability of this technique for studying surfaces with a small curvature and estimate the challenges to overcome. The analysis confirms that the success of the stitching technique, in curved elements, ensues because the roughness does not contribute significantly to the surface tendency. Therefore, we propose the use of tendency information to solve Procrustes' problem and to improve the resultant shape of the unified map for surfaces with small curvature, as in the case of the segments of a large primary mirror.
机译:欧洲超大型望远镜将是一台大型光学/红外望远镜,其主镜分段直径为42 m,曲率半径为84 m。每个部分(约1.2米)跨度都意味着巨大的制造和测量挑战。为了确定用于测试这些部分的最适当的计量技术,我们报告了对用于大表面的四种最重要的测试技术的简要比较分析。研究表明,缝合方法是最合适的技术。我们实施了概念验证,以证明该技术在研究小曲率表面上的可行性,并估计需要克服的挑战。分析证实,由于粗糙度对表面趋势没有显着影响,因此在曲面元件中实现了缝合技术的成功。因此,我们建议使用趋势信息来解决Procrusts问题,并针对曲率较小的曲面改进统一图的最终形状,例如在大主镜的分段情况下。

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