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Optical compensation of macroscopical surface curvature in rough surface scatterometry

机译:粗糙表面散射法中宏观表面曲率的光学补偿

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While scatterometry of macroscopically plane rough surfaces by using quasi-parallel illumination is widely investigated, measuring light scatter from rough surfaces with a certain macroscopical curvature leads to the problem of separating the effects of micro-roughness from those of curvature in the scatter distribution. This is especially true for micro-roughness far beyond the smooth surface criterion. So for example, the scatter distribution of a cylinder with heavy traces of machining along a plane through the axis of rotation will be wide-spread perpendicularly to that plane for both reasons, the scatter pattern of the machining marks and the curvature of the surface. The curvature can be compensated by means of additional aspherical optical systems. In principal, this can be achieved by adaption of the illumination system or the receiver optics. Also both ways can be applied. The current paper deals with various design approaches theoretically and practically and gives some comparative measurement examples from actual applications for compensated and uncompensated systems.
机译:尽管广泛研究了通过使用准平行照明对宏观平面粗糙表面进行散射测量,但是从具有一定宏观曲率的粗糙表面测量光散射会导致将微观粗糙度的影响与散射分布中曲率的影响分开的问题。对于远远超出光滑表面标准的微观粗糙度,尤其如此。因此,例如,由于加工标记的散布图样和表面曲率这两个原因,具有大量加工痕迹的圆柱体沿通过旋转轴的平面的散布分布将垂直于该平面扩展。可以通过附加的非球面光学系统来补偿曲率。原则上,这可以通过匹配照明系统或接收器光学器件来实现。同样,两种方法都可以应用。本文从理论上和实践上探讨了各种设计方法,并给出了有补偿和无补偿系统实际应用中的一些比较测量示例。

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