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Solution Separation and Chi-Squared ARAIM for Fault Detection and Exclusion

机译:解决方案分离和Chi平方英尺用于故障检测和排除

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摘要

Future multi-constellation Global navigation satellite system (GNSS) will provide a large number of redundant ranging signals, which will improve the performance of receiver autonomous integrity monitoring (RAIM), but it will also increase the probability of satellite faults, thereby increasing the continuity risk. In response, in this paper, a new Chi-Squared (Chi2) RAIM approach to fault detection and exclusion (FDE) is developed, and compared to Solution Separation (SS) RAIM. The paper first introduces complete integrity and continuity risk equations for Chi2 RAIM FDE, which are currently missing in the literature. Probability bounds are developed, which express the fact that the reduction in continuity risk obtained using exclusion comes at the cost of a higher integrity risk. It is then shown that the Chi2 approach can provide a tighter integrity risk bound as compared to SS, but the SS bound enables risk evaluation in practical implementations where computation resources are limited. Finally, the SS and Chi2 FDE integrity and continuity risk bounds are implemented to establish worldwide availability maps for Advanced RAIM (ARAIM) in an example aircraft approach application using GPS, Galileo, GLONASS and Beidou satellite constellations.
机译:未来的多星形全球导航卫星系统(GNSS)将提供大量冗余测距信号,这将提高接收器自主完整性监测(Raim)的性能,但也将增加卫星故障的概率,从而增加连续性风险。作为响应,在本文中,开发了一种新的CHI平方(CHI2)RAIM途及故障检测和排除(FDE),并与解决方案分离(SS)Raim进行比较。本文首先向Chi2 Raim FDE介绍了完整的完整性和连续性风险方程,目前在文献中缺失。开发了概率界限,这表明使用排除所获得的连续性风险的降低来实现更高的完整性风险。然后表明,与SS相比,CHI2方法可以提供更紧密的完整性风险,但是SS绑定使得在计算资源有限的实际实现中能够在实际实现中进行风险评估。最后,实施了SS和CHI2 FDE完整性和连续性风险范围,以在使用GPS,Galileo,Glonass和Beidou卫星星座的示例飞机方法应用中建立高级Raim(Asaim)的全球可用性地图。

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