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Uncertainty Analysis of Spatial Distance in Spherical Coordinates |
HE Ming-zhao1,LI Lian-fu1,LI Jian-shuang1,GAN Xiao-chuan2,SONG Jin-cheng3,GUO Li-zhen3,XU Wei-yi3 |
1.National Institute of Metrology, Beijing 10029, China
2.Changcheng Institute of Metrology & Measurement, Beijing 100095 ,China
3.Beijing Aerospace Measurement and Testing Technology Research Institute, Beijing 100076, China
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Abstract The calculation methods of the spatial distance in the orthogonal coordinate system and the spherical coordinate system are analyzed, and the measurement uncertainty in the spherical coordinate system is derived, and an example of the minimum uncertainty is given. The spherical coordinate system user can quickly evaluates the results and optimizes the measurement layout.
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[1]张国雄. 坐标测量技术发展方向 [J]. 红外与激光工程, 2008, 37(S1): 1-5.
[2]李广云. 非正交系坐标测量系统原理及进展 [J]. 测绘信息与工程, 2003, 28 (1): 4-10.
[3]马骊群, 王立鼎, 靳书元, 等. 工业大尺寸测量仪器的溯源现状及发展趋势 [J]. 计测技术, 2006, 26 (6): 1-5.
[4]范百兴. 激光跟踪仪高精度坐标测量技术研究与实现 [D]. 郑州: 解放军信息工程大学, 2013.
[5]GB/T 16857.1—2002产品几何量技术规范 (GPS) 坐标测量机的验收检测和复检检测第1部分: 词汇
[6]彭康青, 李迎祥. 球坐标距离公式、 球心角公式及其应用 [J]. 甘肃高师学报, 2007, 12 (2): 83. |
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