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激光测量系统不确定度最小包络椭球模型研究
引用本文:李源,柴艳红,刘兰波,毛喆,翟新华.激光测量系统不确定度最小包络椭球模型研究[J].激光技术,2022,46(3):293-300.
作者姓名:李源  柴艳红  刘兰波  毛喆  翟新华
作者单位:上海航天电子技术研究所, 上海 201109
基金项目:上海市青年科技英才扬帆计划资助项目
摘    要:为了对激光测量系统的测量误差3维空间分布进行有效评估,以特定点测量或仿真的大量位置数据为基础,采用孤立森林算法对点云进行了异常数据筛除.基于误差椭球理论,引入粒子群优化算法,针对有效数据建立了最小包络椭球的不确定度模型;采用测量场与单点不确定度的坐标系变换,将不确定度最小包络椭球模型应用于测量场景内不确定度场的空间分布...

关 键 词:测量与计量  测量不确定度  最小包络椭球  激光测量系统  孤立森林算法  粒子群优化算法
收稿时间:2021-05-10

Research on uncertainty minimum ellipsoid envelope model of laser measurement system
LI Yuan,CHAI Yanhong,LIU Lanbo,MAO Zhe,ZHAI Xinhua.Research on uncertainty minimum ellipsoid envelope model of laser measurement system[J].Laser Technology,2022,46(3):293-300.
Authors:LI Yuan  CHAI Yanhong  LIU Lanbo  MAO Zhe  ZHAI Xinhua
Abstract:In order to effectively evaluate the three-dimensional spatial distribution of measurement errors of the laser measurement system, a new uncertainty model based on the calculation of the minimum envelope ellipsoid was proposed. Based on the measured or simulated location data, the isolated forest algorithm was introduced to filter out abnormal data in the point cloud. With the valid data, the minimum envelope ellipsoid uncertainty model was established based on the particle swarm optimization and the error ellipsoid theory. By the coordinate system transformation between the measurement field and the single point uncertainty, the minimum envelope ellipsoid model was applied to the spatial uncertainty distribution analysis. Through the test of the measured data of a single point and a 10m-level space scene, the model can efficiently screen the sampling data and perform different levels of minimum envelope ellipsoid calculations according to the requirements. And then the corresponding uncertainty can be obtained. The results show that based on the measurement position data, the model can efficiently and accurately describe the three-dimensional uncertainty range of a single point position, and can effectively reproduce the uncertainty distribution in the measurement space. With the experimental conditions of a measurement distance 4.7m, the effective data after screening 94.2%, and an envelope ratio 97.5%, an ellipsoid with an uncertainty range of three-axis length 4.95μm, 18.39μm, 30.53μm is obtained by the model calculation. The minimum envelope ellipsoid uncertainty model has important value in many aspects, such as theoretical model verification based on actual measurement, equipment state and measurement environment analysis, and measurement layout design.
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