公开(公告)号：US20140188959A1

公开(公告)日：2014-07-03

申请号：US13727787

申请日：2012-12-27

Applicant: Dong Ik KIM ,  Geon Hee KIM ,  Ghi Seok KIM ,  Ki Soo CHANG

Inventor： Dong Ik KIM ,  Geon Hee KIM ,  Ghi Seok KIM ,  Ki Soo CHANG

IPC: G06F17/10

CPC classification number: G02B3/02 ,  G02B27/0012 ,  G06F17/10

Abstract: Surface measurement data just provides the coordinates of an object surface without giving various parameters like the radius of curvature, conic constant, and deformation coefficients. In this paper, we propose a novel method for extracting the important parameters for the determination of unknown aspheric surface equations from the measurement of aspheric surfaces. The largest error between the original surface and the reconstructed surface in the theoretical case is shown to be about 8.6 nm. This fact implies that the new method is well suited for the reconstruction of unknown surface equations.

Abstract translation: 表面测量数据仅提供物体表面的坐标，而不会给出像曲率半径，圆锥常数和变形系数等各种参数。 在本文中，我们提出了一种从非球面测量中提取未知非球面方程的重要参数的新方法。 在理论情况下，原始表面和重建表面之间的最大误差显示为约8.6nm。 这个事实意味着新方法非常适合重建未知表面方程。