The 0.618 method and the convex polygon method for minimum condition evaluation of straightness error are introduced, and their high-level language programs are given in this paper.
本文介绍了直线度误差最小评定的0.618法和凸多边形法，并给出了这两种方法的高级语言程序。
The mathematical models of coaxality error by evaluation of the orthogonal least square method and the minimum condition method are presented in this paper.
本文给出了同轴度误差正交最小二乘评定与最小条件评定法的数学模型。
The data processing method for evaluation the circularity error with minimum circumscribed circle and maximum incircle was introduced. The method is quick and convenient to realize on computer.
介绍按最小外接圆法、最大内接圆法评定圆度误差的一种快速、简便、易于微机实现的数据处理方法。
Nonlinear mathematical model for spatial straightness error evaluation is firstly established in this paper based on the minimum zone condition.
本文首先按最小条件建立了评定空间直线度误差的非线性数学模型。
The data processing method for evaluation the circularity error with minimum circumscribed circle and maximum incircle was introduced.
介绍按最小外接圆法、最大内接圆法评定圆度误差的一种快速、简便、易于微机实现的数据处理方法。
In order to realize fast and accurate evaluation for flatness error, a Modified Artificial Bee Colony (MABC) algorithm is proposed to implement the minimum zone evaluation of flatness error.
为了准确快速评定平面度误差，提出将改进人工蜂群(MABC)算法应用到平面度误差最小区域评定中。
In order to realize fast and accurate evaluation for flatness error, a Modified Artificial Bee Colony (MABC) algorithm is proposed to implement the minimum zone evaluation of flatness error.
为了准确快速评定平面度误差，提出将改进人工蜂群(MABC)算法应用到平面度误差最小区域评定中。
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