最大内切圆法圆度评定的快速算法

Meng Fan-wu, Xu Chunguang, L. Haiming, Hao Juan, Xiao Dingguo
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引用次数: 10

摘要

基于最大内切圆法的圆度评价是一种适用于内孔等材料条件最大的圆的重要评价方法。根据最大内切圆的准则,由三个数据点确定最大内切圆。给出了确定最大内切圆圆心的数学公式。提出了一种求解最大内切圆的快速算法。公式计算结果不存在原理误差和方法误差。文中给出了三个实例。验证结果表明,该方法能够有效地解决最大内切圆的圆度问题,特别是当数据点数量较大时。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Quick algorithm of maximum inscribed circle method for roundness evaluation
The evaluation of roundness based on the maximum inscribed circle method is an important method suitable for the circle with the maximum material condition like an internal bore. The maximum inscribed circle is determined by three data points according to the criteria of the maximum inscribed circle. The mathematical formulae has been developed for the establishment of the center of the maximum inscribed circle. A quick algorithm has been proposed for solving maximum inscribed circle. There is no principle error or method error in the results calculated by the formulae. Three examples are given in the paper. The validated results show that the method gives an efficient approach to solve the roundness problems on the maximum inscribed circle, especially when the number of data points is large.
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