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论LC组合观测值系数的选定 被引量:1

Discussing the Selection of Coefficient of LC Observation
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摘要 在详细推导出GPS组合观测值公式的基础上,重点讨论了GPS相对定位中一种很重要的组合观测值─—LC系数的选定问题,导出了两个不同形式的LC系数关系方程;之后分析了造成这种差异的原因,通过分析与计算,验证了这两个关系方程差异极小,可以忽略它们之间的差异. Based on the detailed derivation of GPS combined observation formula, theselection of coefficient of LC observation which is a very important observation in.GPS relatively positioning is emphatically discussed, and two LC coefficientequations are obtained. The reasons resulting in the difference between twoequations are analysed, According to analysis and computation. It is proved thatthe difference is in fact so little that it can be ingored.
出处 《南方冶金学院学报》 1997年第1期6-10,共5页 Journal of Southern Institute of Metallurgy
关键词 GPS 组合观测值 LC观测值 测量 全球定位系统 GPS relatively positioning, Combined, Observation, LC observation,Effect of ionosphere
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同被引文献8

  • 1韩绍伟.GPS组合观测值理论及应用[J].测绘学报,1995,24(2):8-13. 被引量:53
  • 2GUENTER W. HEIN, et al.. The Galileo frequency structure and signal design. EC Galileo STF Brussels, sept. 2001.
  • 3MARC COCARD AND ALAIN GEIGER. Systematic search for all possible widelanes[A]. Proceedings of the Sixth International geodetic Symposia on Satellite Positioning[C],Columbus, OHIO, 1992, PP 312-318.
  • 4CHRISTIAN TIBERINS, THOMAS PANY, BERND EISSFELLER, et al. 0.99999999 confidence ambiguity resolution with GPS and galileo [J]. GPS solutions, 2002, Volume 6:96-99.
  • 5徐绍铨 张华海.GPS测量原理及应用[M].武汉:武汉大学出版社,2002..
  • 6魏子卿 葛茂荣.GPS相对定位的数学模型[M].北京:测绘出版社,1997.113.
  • 7周其焕.Galileo系统的频率和信号结构[J].全球定位系统,2002,27(4):19-22. 被引量:4
  • 8蔡昌盛,李征航,赵晓峰.利用GPS组合观测值建立区域电离层模型研究[J].测绘工程,2003,12(1):13-16. 被引量:19

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