Kriging-based surface error measurement method with human-factor resilience using articulated arm coordinate measuring machine

IF 5.2 2区 工程技术 Q1 ENGINEERING, MULTIDISCIPLINARY
Zhen Sun , Tao Wu , Guochao Li , Xinshan Liao , Honggen Zhou , Qiulin Hou
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引用次数: 0

Abstract

Articulated arm coordinate measuring machine (AACMM) has been widely utilized in complex surface measurements due to its flexibility and portability. However, the handheld operation of AACMM makes it highly susceptible to human factors, particularly in the measurement of thin-walled surfaces deformation, often resulting in significant measurement errors. This paper proposes a Kriging-based surface error measurement method to address the impact of human factors on the measurement accuracy of AACMM. By employing a surface profile deviation calculation method based on maximum deviation, the deformation of thin-walled surfaces is quantitatively evaluated. The Hammersley method is used to generate a small number of sample points to construct a Kriging model, which predicts deformation errors and their uncertainty distribution. Two sampling rules are designed: Rule 1 selects points with the highest uncertainty in predicted deformation errors to avoid local convergence; Rule 2 targets extreme points of maximum uncertainty in the predicted error distribution. This approach enables focused sampling in areas with larger deformation errors, thereby improving both measurement accuracy and efficiency. Experimental results demonstrate that the proposed method significantly enhances the reliability of thin-walled surfaces deformation measurements and exhibits strong resilience to coordinate deviations caused by handheld operations, providing an effective solution for practical applications.
基于kriging的关节臂三坐标测量机人因弹性曲面误差测量方法
铰接臂三坐标测量机(AACMM)以其灵活性和便携性在复杂曲面测量中得到了广泛的应用。然而,AACMM的手持式操作使其极易受到人为因素的影响,特别是在薄壁表面变形的测量中,往往导致显著的测量误差。针对人为因素对AACMM测量精度的影响,提出了一种基于kriging的表面误差测量方法。采用基于最大偏差的曲面轮廓偏差计算方法,对薄壁表面的变形进行了定量评价。采用Hammersley方法生成少量样本点,构建Kriging模型,预测变形误差及其不确定性分布。设计了两条采样规则:规则1选择预测变形误差不确定性最大的点,避免局部收敛;规则2针对预测误差分布中最大不确定性的极值点。这种方法可以在变形误差较大的区域进行集中采样,从而提高测量精度和效率。实验结果表明,该方法显著提高了薄壁表面变形测量的可靠性,对手持操作引起的坐标偏差具有较强的弹性,为实际应用提供了有效的解决方案。
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来源期刊
Measurement
Measurement 工程技术-工程:综合
CiteScore
10.20
自引率
12.50%
发文量
1589
审稿时长
12.1 months
期刊介绍: Contributions are invited on novel achievements in all fields of measurement and instrumentation science and technology. Authors are encouraged to submit novel material, whose ultimate goal is an advancement in the state of the art of: measurement and metrology fundamentals, sensors, measurement instruments, measurement and estimation techniques, measurement data processing and fusion algorithms, evaluation procedures and methodologies for plants and industrial processes, performance analysis of systems, processes and algorithms, mathematical models for measurement-oriented purposes, distributed measurement systems in a connected world.
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