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Chapter 10 Ionospheric Grid Modeling of Regional Satellite Navigation System with Spherical Harmonics

机译:第十章球面谐波的区域卫星导航系统的电离层网格建模

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As an important component of differential navigation service, ionospheric grid can greatly improve the accuracy of single frequency users. Wide-Area Augmentation System (WAAS) broadcasts a set of ionospheric grids data for authorized single frequency GPS users every 300 s. WAAS uses inverse distance weighting (IDW) algorithm to calculate the vertical total electron content (VTEC) at those ionosphere grid points (IGP). IDW algorithm has good correction accuracy, but has low availability in the area with few ionosphere pierce points (IPP). The availability and accuracy of ionospheric grid by IDW algorithm depend on the distribution of monitoring stations and the constellation of navigation system. As the constellation of regional satellite navigation system consists mainly of geostationary earth orbits (GEO) satellites and inclined geosynchronous orbits (IGSO) satellites, the IPPs have a concentrating distribution. Considering that the distribution of monitoring stations are all in China, using IDW algorithm to calculate ionospheric grid will not have good availability. This paper proposes a practical algorithm to calculate the regional ionospheric grid based on spherical harmonics (SH) model and International Reference Ionosphere (IRI-2012) model. Compared with IDW algorithm, the simulation data analysis indicates that the SH algorithm can greatly improve the availability from 82.62 to 99.83 % for mainland China and from 34.66 to 94.25 % for all grids, but the average correction RMS of ionospheric grid increases from 2.60TECU to 3.33TECU.
机译:作为差分导航服务的重要组成部分,电离层网格可以大大提高单频用户的准确性。广域增强系统(WAAS)每300 s为授权的单频GPS用户广播一组电离层网格数据。 WAAS使用反距离权重(IDW)算法来计算那些电离层网格点(IGP)的垂直总电子含量(VTEC)。 IDW算法具有良好的校正精度,但在电离层穿透点(IPP)很少的区域中可用性较低。 IDW算法对电离层网格的可用性和准确性取决于监视站的分布和导航系统的星座。由于区域卫星导航系统的星座主要由对地静止地球轨道(GEO)卫星和倾斜地球同步轨道(IGSO)卫星组成,因此IPP具有集中分布。考虑到监测站的分布全部在中国,使用IDW算法计算电离层网格将不会有很好的可用性。本文提出了一种基于球谐函数模型和国际参考电离层模型计算区域电离层网格的实用算法。与IDW算法相比,仿真数据分析表明,SH算法可以将中国大陆的可用性从82.62%提高到99.83%,将所有网格的可用性从34.66%提高到94.25%,但电离层网格的平均校正RMS从2.60TECU增加到3.33TECU。

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