摘要
分析了空间中两点距离在正交坐标系和球坐标系下的计算方法,推导出球坐标系下空间距离不确定度的公式,给出一种最小不确定度的特例,便于球坐标系使用者快速评价测量结果和优化测量布局。
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.
作者
赫明钊
李连福
李建双
甘晓川
宋金城
郭力振
许玮熠
HE Ming-zhao;LI Lian-fu;LI Jian-shuang;GAN Xiao-chuan;SONG Jin-cheng;GUO Li-zhen;XU Wei-yi(National Institute of Metrology, Beijing 10029, China;Changcheng Institute of Metrology & Measurement, Beijing 100095 ,China;Beijing Aerospace Measurement and Testing Technology Research Institute, Beijing 100076, China)
出处
《计量学报》
CSCD
北大核心
2018年第B12期69-72,共4页
Acta Metrologica Sinica
关键词
计量学
球坐标
空间距离
不确定度
metrology
spatial distance
spherical coordinate
uncertainty
作者简介
赫明钊(1980-),山东济南人,中国计量科学研究院副研究员,主要从事大长度计量方面的工作。mzhe@nim.ac.cn.
