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A slope-based fast satellite selection algorithm for multi-constellation RAIM

机译:基于斜坡的多星座Raim的快速卫星选择算法

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The gradual improvement of global navigation satellite systems in recent decades and their combination greatly increase the visible satellite number for positioning and integrity monitoring process. This enhances the positioning accuracy and availability of the navigation system but at the cost of the large growth in computation load and function failure rate. Satellite selection is a useful way to relieve the side effect of superabundant measurements in use and has been developed for geometric dilution of precision (GDOP) optimization, but it has scarcely been studied in the integrity monitoring field. This paper proposes a slope-based fast satellite selection algorithm with the motivation to optimize the horizontal protection level (HPL) of subset while maintaining an acceptable positioning accuracy. The basis of this algorithm is a cost function which illustrates the relationship between satellite geometry and the slope effect. While the principle is to find the max slope satellite in the subset and introduce a new satellite which can significantly reduce the max slope by the cost function so the HPL decreases. Comparison simulations show the effectiveness of the proposed algorithm in HPL reduction, positioning accuracy maintenance and computation load mitigation, which means it is more suitable for real-time multi-constellation navigation applications.
机译:近几十年来全球导航卫星系统的逐步改善及其组合大大增加了定位和完整性监测过程的可见卫星数量。这提高了导航系统的定位精度和可用性,但在计算负载和功能故障率方面的大增长成本。卫星选择是一种可用解使用过剩测量的副作用的有用方法,并且已经开发用于精度(GDOP)优化的几何稀释,但几乎没有在完整性监测领域进行研究。本文提出了一种基于斜率的快速卫星选择算法,具有优化子集的水平保护水平(HPL)的动机,同时保持可接受的定位精度。该算法的基础是一种成本函数,其示出了卫星几何形状与斜率效应之间的关系。虽然该原则是在子集中找到最大斜坡卫星并引入新的卫星,其可以通过成本函数显着减少最大斜率,因此HPL降低。比较模拟显示了算法在HPL减少中提出的算法,定位精度维护和计算负载缓解,这意味着它更适合实时多星形导航应用。

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