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A Gaussian Sum Filter Approach for DGNSS Integrity Monitoring

机译:用于DGNSS完整性监控的高斯和滤波方法

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摘要

With conventional snapshot RAIM algorithms, it is difficult to detect small errors and simultaneous multiple faults. Assuming that we know the system dynamics, filtering algorithms, such as the Kalman filter, can provide better integrity-monitoring performance than the snapshot algorithms because the filter reduces the noise level of measurements. However, because the Kalman filter presumes that measurement noise and disturbance follow the Gaussian distribution, its performance might degrade if the assumption is wrong. To address this problem, we propose a fault detection and exclusion algorithm using Gaussian sum filters. Because GNSS measurement noise does not follow the Gaussian distribution perfectly, the Gaussian sum filter can estimate the posterior distribution more accurately; therefore it has better integrity-monitoring performance. This paper describes the detailed algorithms and shows simulation results to evaluate the integrity-monitoring performance of the algorithms. The proposed algorithms detect about 30% smaller faults and generate 35% lower protection levels than the conventional methods. The results show that the proposed algorithms can provide better accuracy and availability performance.
机译:使用传统的快照RAIM算法,很难检测出小错误并同时发生多个故障。假设我们知道系统动力学,滤波算法(例如卡尔曼滤波器)可以提供比快照算法更好的完整性监视性能,因为该滤波器可以降低测量的噪声水平。但是,由于卡尔曼滤波器假定测量噪声和干扰遵循高斯分布,因此如果假设错误,其性能可能会下降。为了解决这个问题,我们提出了一种使用高斯和滤波器的故障检测和排除算法。由于GNSS测量噪声没有完全遵循高斯分布,因此高斯和滤波器可以更准确地估计后验分布;因此,它具有更好的完整性监控性能。本文介绍了详细的算法,并显示了仿真结果,以评估算法的完整性监控性能。与常规方法相比,提出的算法可检测到约30%的较小故障,并产生35%的低保护水平。结果表明,所提出的算法可以提供更好的准确性和可用性。

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