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Topography measurement of freeform specular surfaces using experimental ray tracing and radial basis functions

机译:使用实验射线跟踪和径向基函数对自由曲面镜面进行地形测量

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Optical deflectometric methods with their inherent potential of high channel capacity with regard to information theory has been of great interest for specular surface topography measurement, where the limited dynamic range needs to be considered in the detection plane. Achieving a final smooth reconstructed surface is the next challenge, because the 2D-integration methods for the interpolation of the derived data from such sensors are prone to various sources of error such as path dependency, large data sets and secondary reflections. On the other hand, Radial Basis Functions have been studied in this respect for the last years and their characteristics have been widely discussed. In this paper, we introduce our approach for the 3D measurement of specular surfaces by means of Experimental Ray Tracing and Radial Basis Functions integration. We present simulations and discuss the reconstructed surface and the resulting reconstruction error results.
机译:对于信息镜面反射法,其固有的潜在的高通道容量潜在的光偏转法方法已经引起了人们对于镜面表面形貌测量的极大兴趣,在这种情况下,需要在检测平面中考虑有限的动态范围。实现最终的平滑重建表面是下一个挑战,因为用于内插从此类传感器获取的数据的2D积分方法易于产生各种误差源,例如路径依赖性,大数据集和二次反射。另一方面,最近几年在这方面研究了径向基函数,并且对其特性进行了广泛的讨论。在本文中,我们介绍了通过实验射线跟踪和径向基函数集成进行镜面3D测量的方法。我们提出了模拟并讨论了重建的曲面以及由此产生的重建误差结果。

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