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基于误差椭球的激光雷达测量系统精度分析 被引量:7

Accuracy Analysis of Laser Radar Measurement System Based on Error Ellipsoid Model
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摘要 采用误差椭球理论分析方法对测量数据进行点位不确定性分析.基于随机过程理论和测量平差理论,重点分析了误差椭球的关键参数和影响因子,得出目标点位落入误差椭球的概率;分析了激光雷达测量系统在测量方向上的误差特性,得到测量点的位置不确定性矩阵;同时,结合具体的算例给出了误差椭球可视化表达.结果表明,采用基于误差椭球理论的激光雷达测量不确定性分析方法,可充分解释激光雷达测量数据的精度问题,为进一步提高激光雷达测量和重构精度提供了有力的分析工具. The error ellipsoid model based method was proposed to analyze the uncertainty of the three-dimensional laser radar measurement data. Based on stochastic process theory and data processing theory, the key parameters and influencing factors of error ellipsoid were addressed, and the probability of object point fallen into error ellipsoid was calculated. Then the position uncertainty matrix of scanning point was obtained through the error characteristics in different direction of the laser radar measurement system. Finally, visualization of error ellipsoid was carried out with a particular numerical example. The result shows that the uncertainty analysis method based on the error ellipsoid model can explain the accuracy problem of laser radar measurement data, and provide a strong analysis tool for the accuracy improvement of the laser radar measurement and data reconstruction.
出处 《上海交通大学学报》 EI CAS CSCD 北大核心 2009年第12期1881-1885,共5页 Journal of Shanghai Jiaotong University
基金 国家自然科学基金资助项目(50805094) 国家重点基础研究发展规划(973)项目(2006CB705400)
关键词 激光雷达 测量系统 误差椭球 可视化 不确定性 laser radar measurement system error ellipsoid visualization uncertainty
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  • 1TANG Guo-an~1, Josef Strobl~2, GONG Jian-ya~3, ZHAO Mu-dan~1, CHEN Zhen-jiang~1 (1. Department of Geography, Northwest University, Xi’an 710069, China,2. Department of Geography and Geoinformation, Salzburg University, Hellbrunnerstr. 34, A-5020 Salzb.Evaluation on the accuracy of digital elevation models[J].Journal of Geographical Sciences,2001,11(2):209-216. 被引量:13
  • 2高井祥,张书毕.全站仪在矿区三维监测中的应用研究[J].金属矿山,1996,25(12):32-36. 被引量:3
  • 3陈述彭 鲁学军 等.地理信息系统导论[M].北京:科学出版社0,2000..
  • 4A.M. Wallace, G.zhang, Y Gallaher. Scan Calibration or Compensation in A Depth Imaging System [J]. Pattern Recognition Letters. 1998, ( 19 ):605-612.
  • 5Zhou Limin,Hu Dezhou, Lu Bingheng. A Study of the Precision Factors of the Laser Scanning Triangulation Method[J]. Acta Metrological Sinica. 1999, (19):No.2.
  • 6K Harding. Calibration Methods for 3D Measurement Systems[J]. Ge Research& Development Center.2001,2.
  • 7Hsi-Yung Feng,Yixin Liu, Fengfeng Xi. Analysis of Digitizing Errors of a Laser Scanning System [J]. Jouranl of The International Societies for Precision Engineering and Nanotechnology. 2001, (25) :185-191.
  • 8Godin, Rioux, Beraldin, Levoy, Coumoyer, Blais. An Assessment of Laser Range Measurement on Marble Surfaces[J].5th Conference on Optical 3D Measurement Techniques,Vienna, Austria., 2001.
  • 9Johansson. Explorations into the Behavior of Three Different High-Resolution Ground-Based Laser Scanners in the Built Environment. www.yahoo.com. 2004.
  • 10Chia-Chun Huang. Efficient Digitizing of Sculptured Surfaces[D]. PhD Dissertation of The University of The Ohio State University. 1997.

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