Application of Sliding Generalized Extended Approximation Method in BeiDou Satellite Precise Ephemeris Interpolation
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摘要: 介绍了滑动式广义延拓逼近法的原理,然后利用这一算法,分别探讨了不同单元域节点数、逼近函数项数、延拓域节点数组合与三类不同北斗卫星插值精度的关系.实际算例表明,三类北斗卫星达到最佳插值精度的三参数取值不同;只要选取合适的三个参数,三类不同北斗卫星的插值精度都可以达到很高的精度.该方法完全适用于北斗卫星精密星历的插值.
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关键词:
- 滑动式广义延拓逼近法 /
- 北斗卫星 /
- 精密星历 /
- 插值精度
Abstract: The principle of sliding generalized extended approximation method is introduced. Based on this algorithm,the relationship among different combinations of the number of nodes in unit domains, the number of approximation functions,the number of nodes in extension domain and the interpolation accuracy of three different BeiDou satellites is respectively discussed. The actual example shows that the three parameters of the three kinds of BeiDou satellites to achieve the best interpolation accuracy are different;as long as the appropriate three parameters are selected,the interpolation accuracy of the three different BeiDou satellites can reach a very high accuracy.This method is completely applicable to BeiDou satellites precise ephemeris interpolation. -
[1] 刘翔,时振伟.IGS精密星历内插及外推方法比较分析［J］.全球定位系统,2013,38(2): 70-73,81. [2] 刘伟平,郝金明.一种新的IGS精密星历插值算法［J］.武汉大学学报（信息科学版）,2011,36(11): 1320-1323. [3] 徐炜,贾雪,严超,等.滑动式与非滑动式GPS精密星历内插方法比较分析［J］.全球定位系统,2017,42(2):15-20. [4] 严丽,李萌.切比雪夫多项式拟合卫星轨道与钟差的精度分析［J］.测绘科学,2013,38(3):59-62. [5] 马俊,唐诗华,黄鹰,等.基于IGS精密星历的卫星位置内插方法比较［J］.城市勘测,2011,(5):89-93. [6] 彭小强,高井祥.基于滑动式切比雪夫方法的广播星历插值分析［J］.煤炭技术,2015,34(6):104-106. [7] 王兴,高井祥,王坚,等.利用滑动式切比雪夫多项式拟合卫星精密坐标与钟差［J］.测绘通报,2015(5):6-8,16. [8] 吴伟,任超,王文杰,等.基于滑动式算法的IGS精密星历内插与拟合精度［J］.地理空间信息,2013,11(2):69-70,73. [9] 雷雨,赵丹宁,高玉平. 基于滑动式Lagrange插值方法的GPS精密星历内插分析［J］.测绘工程,2013,22(2):34-36. [10] 中国卫星导航系统管理办公室.北斗卫星导航系统空间信号接口控制文件公开服务信号(2.1 版)［Z］.2016. [11] 施浒立,颜毅华,徐国华.工程科学中的广义延拓逼近法［M］.北京:科学出版社,2005 -
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