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The Thin Mirror Deformation and Stress Distribution Analysis Based on Different Influence Functions

机译:基于不同影响函数的薄镜变形与应力分布分析

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The active support technique can be applied in the fabrication of large thin meniscus mirror. It can reduce the grinding and polishing difficulty for thin mirror. Compare between two kinds of influence function, we correct the Zernike 5th, 6th, 10th and 11th mode deformation. The low-order Zernike modes which are prone to appearing during large primary mirror processing are revised with active support technology. Influence functions are expressed with Z coordinate value and Zernike coefficient of surface shape. This paper reports that respectively adopting different influence functions to solve correction forces and the correction forces compensates specific Zernike modes of mirror deformation. After comparing the PV and RMS values of amendatory residual of surface shape, we analyze the effect of different correction forces to the biggest stress on the underside of the primary mirror. We compare the two methods based on the PV and RMS values of the residual error and the Max-stress. Gain a conclusion that correction forces obtained from Z coordinate value of surface shape is superior to the one obtained from the Zernike coefficient of surface shape.
机译:主动支撑技术可应用于大型薄弯月面镜的制造。它可以减少薄镜的打磨和抛光难度。比较两种影响函数,我们校正Zernike的第5,第6,第10和第11模态变形。主动支持技术修订了在大型主镜处理期间易于出现的低阶Zernike模式。影响函数用Z坐标值和表面形状的Zernike系数表示。本文报道了分别采用不同的影响函数来求解校正力,并且校正力补偿了特定的Zernike镜变形模式。在比较了表面形状修正残差的PV和RMS值之后,我们分析了不同校正力对主镜底面最大应力的影响。我们根据残差和最大应力的PV和RMS值比较这两种方法。得出的结论是,从表面形状的Z坐标值获得的校正力优于从表面形状的Zernike系数获得的校正力。

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