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Method for sphericity error evaluation using geometry optimization searching algorithm

机译:基于几何优化搜索算法的球度误差评估方法

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摘要

According to geometrical characteristics of the sphericity error, a new evaluation algorithm for sphericity error based on geometry optimization searching method has been presented. First, the reference point is established and the initial error is calculated by using the measured points, Second, a regular hexahedron of side length f is collocated by taking the reference point as datum point, and the maximum difference of the radius of all measured points are calculated by regarding each vertex of the hexahedron as the centre of the measured spherical surface. Third, the reference point or side length of the hexahedron is changed by comparing the initial error and the maximum difference of the radius. Step by step, the sphericity error value of corresponding evaluation method (including Minimum Zone Sphere method (MZS), Minimum Circumscribed Sphere method (MCS) and Maximum Inscribed Sphere method (MIS)) are obtained. The principle and the steps of using the algorithm to solve the sphericity error are described in detail and the mathematical formula and program flowchart are given. The experimental results show that the sphericity error can be evaluated effectively and exactly with this algorithm. (C) 2015 Elsevier Inc. All rights reserved.
机译:针对球形误差的几何特征,提出了一种基于几何优化搜索方法的球形误差评估算法。首先,建立参考点,并使用测量点计算初始误差;其次,以参考点为基准点,并置边长为f的正六面体,并确定所有测量点的半径之差通过将六面体的每个顶点作为被测球面的中心来计算。第三,通过比较初始误差和半径的最大差来改变六面体的参考点或边长。逐步获取相应评估方法(包括最小区域球法(MZS),最小外接球法(MCS)和最大内切球法(MIS))的球形误差值。详细描述了该算法解决球度误差的原理和步骤,给出了数学公式和程序流程图。实验结果表明,该算法可以有效,准确地评估球度误差。 (C)2015 Elsevier Inc.保留所有权利。

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