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不连续平面的平面度误差评定方法研究
引用本文:娄建起,李巍,付艳华,蔺红运.不连续平面的平面度误差评定方法研究[J].计量学报,2022,43(1):14-20.
作者姓名:娄建起  李巍  付艳华  蔺红运
作者单位:1.辽宁科技大学 土木工程学院,辽宁 鞍山 114051
2.东北大学 资源与土木工程学院,辽宁 沈阳 110819
3.北京帝测科技股份有限公司,北京 100012
基金项目:国家自然基金(52074064);
摘    要:提出了一种基于包容直线评定不连续平面的方法.首先,基于主成分分析对点云数据进行全局噪声剔除;然后,采用最小二乘平面拟合算法、多阈值点云提取算法及平行直线拟合算法获取符合条件的包容直线,并以空间中2条平行的包容直线代替包容平面建立最小区域;最后实现不连续平面的平面度误差评定及指导平面调整.实验结果表明:该方法与传统的特征...

关 键 词:计量学  平面度误差  不连续平面  包容直线  误差评定  偏距
收稿时间:2020-09-16

Study on Flatness Error Evaluation Method of Discontinuous Plane
LOU Jian-qi,LI Wei,FU Yan-hua,LIN Hong-yun.Study on Flatness Error Evaluation Method of Discontinuous Plane[J].Acta Metrologica Sinica,2022,43(1):14-20.
Authors:LOU Jian-qi  LI Wei  FU Yan-hua  LIN Hong-yun
Affiliation:1. School of Civil Engineering, University of Science and Technology, Anshan, Liaoning 114051, China
 2. School of Resources and Civil Engineering, Northeastern University, Shenyang, Liaoning 110819, China
3. Beijing Digsur Science and Technology Co.Ltd., Beijing 100012
Abstract:A method for evaluating discontinuous planes based on inclusive lines is proposed.Firstly,the global noise of point cloud data is eliminated based on principal component analysis.Then,the least square plane fitting method,the multi-threshold point cloud extraction algorithm and the parallel line fitting method were used to obtain the qualified inclusive lines,and two parallel inclusive lines in the space were used to replace the inclusive plane to establish the minimum region.Finally,the flatness error evaluation of discontinuous plane is realized and the plane adjustment is guided.The experimental results show that the flatness error of the proposed method is 0.011 mm lower than that of the genetic algorithm compared with the traditional feature point method,and the flatness error is reduced by 1.959 mm after adjusting the plane according to the output deviation information.It can effectively evaluate the flatness error of discontinuous plane and guide the plane adjustment.
Keywords:metrology  flatness error  discontinuous plane  inclusive straight line  error evalution  offset
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