A Gaussian Sum Filter Approach for DGNSS Integrity Monitoring

Author:

Yun Youngsun,Yun Ho,Kim Doyoon,Kee Changdon

Abstract

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.

Publisher

Cambridge University Press (CUP)

Subject

Ocean Engineering,Oceanography

Reference13 articles.

1. Yun Y. , Kim D. and Kee C. (2006). A fault detection and exclusion algorithm using particle filters for non-Gaussian GNSS measurement noise, 2006. International Symposium on GPS/GNSS, Jeju, Korea.

2. Shively C. A. and Braff R. (2000). An overbound concept for pseudorange error from the LAAS ground facility. MP00W0000138, The MITRE Corporation.

3. Sayim I. , Pervan B. , Pullen S. and Enge P. (2002). Experimental and theoretical results on the LAAS sigma overbound. Proceedings of the ION GPS 2002.

4. Autonomous GPS Integrity Monitoring Using the Pseudorange Residual

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