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A New Method of Ionospheric Grid Correction Based on Improved Kriging

机译:一种基于改进克里格的电离层电网校正方法

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Ionospheric delay is one of the main sources of GNSS positioning error. The single frequency user of WAAS calculates ionospheric delay corresponding to the satellite in sight as well as confidence bound with grid ionospheric correction. Currently, Kriging algorithm is adopted in WAAS to estimate GIVD and GIVE. However, only spatial correlation of samples is considered in conventional Kriging. And just IPP delays in current moment are applied in the algorithm. Since the limited IPP measurements information, the uncertainty of the estimated GIVD is high, that is the estimated GIVE is conservative. Under the condition of meeting the requirement of integrity, an accurate estimation of the uncertainty of GIVD to decrease the GIVE can increase the service availability of system. Therefore, this paper proposes an Improved Kriging algorithm which can provide more reasonable GIVE. The temporal and spatial correlations of IPP delays are considered, and IPP delays during update period are applied in the new algorithm. The simulation is made using ionospheric data collected from WAAS reference stations in this paper. Firstly, we analyze the estimation accuracy of the two Kriging algorithms. Then, we evaluate the estimation performances of the two Kriging algorithms. Finally, we use the two Kriging algorithms to correct user IPP delay with grid ionospheric correction. The results show that the two Kriging algorithms have basically the same ionospheric delay correction accuracy. And the GIVE provided by Improved Kriging is smaller. Consequently, the UIVE from Improved Kriging can bound the ionospheric delay correction error more tightly.
机译:电离层延迟是GNSS定位误差的主要来源之一。 WAA的单个频率用户计算与视线中的卫星相对应的电离层延迟以及用栅极电离层校正的置信度。目前,WAA采用Kriging算法来估计GIVD并提供。然而,在常规的克里格中仅考虑样品的空间相关性。并在算法中应用当前时刻的IPP延迟。由于有限的IPP测量信息,估计的GIVD的不确定性很高,即估计提供是保守的。在满足完整性要求的条件下,准确估计GIVD的不确定性降低给予给药可以提高系统的服务可用性。因此,本文提出了一种改进的Kriging算法,其可以提供更合理的给予。考虑IPP延迟的时间和空间相关性,并在新算法中应用更新期间的IPP延迟。在本文中使用从WAAS参考站收集的电离层数据进行了模拟。首先,我们分析了两个Kriging算法的估计准确性。然后,我们评估两个Kriging算法的估计性能。最后,我们使用两种Kriging算法来纠正用户IPP延迟与网格电离层校正。结果表明,两种Kriging算法基本上是相同的电离层延迟校正精度。通过改进的Kriging提供的给予较小。因此,来自改进的Kriging的UIVE可以更紧密地结合电离层延迟校正误差。

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