星间DOWRT中的相对论效应分析与修正

孙文超; 常青; 徐勇; 齐巍

星间DOWRT中的相对论效应分析与修正

北京航空航天大学电子信息工程学院, 北京 100191

基金项目: 国家自然科学基金资助项目(60872062); 国家高技术研究发展计划("863"计划)资助项目(2007AA12Z336,2009AA12Z313); 航天科技重点创新基金资助项目(2009-06)

详细信息

中图分类号: TN 927; TN 961
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出版历程
- 收稿日期: 2010-11-30
- 网络出版日期: 2012-03-30

Analysis and correction on relativistic effect of inter-satellites using dual one-way ranging/time synchronization

School of Electronics and Information Engineering, Beijing University of Aeronautics and Astronautics, Beijing 100191, China

摘要

摘要: 推导了双向单程测距与时间同步(DOWRT,Dual One-Way Ranging/Time Synchronization)的解耦方程,分析了空间动态下DOWRT法的计算方法及相对论效应在测距和时间比对中的影响,提出了带有相对论效应修正的DOWRT算法,最后分别仿真分析了低轨编队飞行卫星和导航星座中的距离与时间同步测量中相对论效应引起的误差.结果表明:卫星间采用DOWRT测量方法时,由相对论效应引起的低轨短基线编队飞行卫星间距离测量误差为米级、时间同步误差为亚皮秒级,而在导航星座测量中引起近百米级距离测量误差和高达微秒级的时间同步误差.因此为了实现导航卫星间高精度距离与时间同步测量,必须进行相对论效应修正.
- 双向单程测距与时间同步 /
- 卫星导航星座 /
- 星间链路 /
- 误差分析 /
- 广义相对论
Abstract: The calculation of dual one-way ranging/time synchronization (DOWRT) between dynamic satellites was analyzed. In addition, relativistic effect on ranging/time synchronization was presented. A calculation with relativistic correction of DOWRT was proposed. Measurement errors of ranging/time synchronization in low earth orbit(LEO) formation constellation and in navigation constellation caused by relativistic effect were simulated and comparatively analyzed. Simulation results demonstrate that when inter-satellite DOWRT method is adopted, ranging measurement and time synchronization errors during LEO formation flying caused by relativistic effects are in meter-scale and sub-picosecond level respectively, while in navigation constellation measurement, the corresponding errors would be in hundred-meter scale and microsecond level. As a result, relativistic correction should be included in order to realize high-precision ranging and time synchronization measurement between navigation satellites.
- dual one-way ranging/time synchronization(DOWRT) /
- navigation constellation /
- inter-satellite links /
- error analysis /
- general relativity

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参考文献(9)

[1]	李雪,张其善,徐勇,等.AFF组网通信与测距/时间同步的新体制研究[J].通信学报,2008,29(5):81-87 Li Xue,Zhang Qishan,Xu Yong,et al.New techniques of intra-satellite communication and ranging/time synchronization for autonomous formation flyer[J].Journal on Communications,2008,29(5):81-87(in Chinese)
[2]	Jeongrae Kim.Measurement time synchronization for a satellite-to-satellite ranging system //International Conference on Control,Automation and Systems.Seoul,Korea:,2007:190-194
[3]	钟兴旺,陈豪.卫星运动对星间双向法时间同步的影响分析与校正[J].中国空间科学技术,2007,6(12):54-58 Zhong Xingwang,Chen Hao.Analysis and correction techniques of movement influence on inter-satellite two-waytime transfer[J].Chinese Space Science and Technoigy,2007,6(12):54-58(in Chinese)
[4]	Ananda M P,Bernstein H,Cunningham K E,et al.Global positioning system (GPS) autonomous navigatio //Position Location and Navigation Symposium,1990.Record.The 1990-s-A Decade of Excellence in the Navigation Sciences.Las Vegas,NV,USA:,1990:497-508
[5]	黄飞江,卢晓春,吴海涛,等.基于星间距离变化的动态双向时间同步算法[J].武汉大学学报:信息科学版,2010,1(1):13-16 Huang Feijiang,Lu Xiaochuan,Wu Haitao,et al.An algorithm of dynamic two-way time transfer based on inter-satellite range variation[J].Geomatics and Information Science of Wuhan University,2010,1(1):13-16(in Chinese)
[6]	刘利.相对论时间比对理论与高精度时间同步技术[D].郑州:解放军信息工程大学测绘学院,2004 Liu Li.Relativistic theory of time transfer and techniques of clock synchronization[D].Zhengzhou:School of Geodesy and Geomatics,The PLA Information Engineering University,2004(in Chinese)
[7]	韩春好.相对论框架中的时间计量[J].天文学进展,2002,20(6):107-112 Han Chunhao.Time measurement within the framework of relativity[J].Progress in Astronomy,2002,20(6):107-112(in Chinese)
[8]	Gernot M R Winkler.Synchronization and relativity[J].Proceedings of the IEEE,1991,79(6):1029-1039
[9]	Francis S,Stein S,Celano T,et al.Analytical tools for clock in space //Proceedings of the 2003 IEEE International Frequency Control Symposium and PDA Exhibition/Jointly with the 17th European Frequency and Time Forum.Tampa,Florida USA:IEEE,2003:312-316