4.8 Article

Resilient Pseudorange Error Prediction and Correction for GNSS Positioning in Urban Areas

Journal

IEEE INTERNET OF THINGS JOURNAL
Volume 10, Issue 11, Pages 9979-9988

Publisher

IEEE-INST ELECTRICAL ELECTRONICS ENGINEERS INC
DOI: 10.1109/JIOT.2023.3235483

Keywords

Global navigation satellite system; Satellites; Urban areas; Training; Solid modeling; Predictive models; Global Positioning System; Global navigation satellite system (GNSS); multipath interference (MI); nonline of sight (NLOS); pseudo-range error correction; urban navigation

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This article proposes two resilient pseudorange error prediction and correction strategies to improve the GNSS positioning accuracy in complex urban environments. The models, based on random forest, consider factors such as carrier-to-noise density, satellite elevation angle, and local positional information. Experimental results show that the proposed models can significantly enhance the positioning accuracy compared to traditional methods without pseudorange error corrections.
Positioning, navigation, and timing (PNT) is essential for Internet of Things (IoT) communications and location-based services. Although global navigation satellite system (GNSS) can provide accurate PNT in open areas, obtaining reliable PNT is still a considerable technical challenge in complex urban environments. This is because the GNSS signals are more likely to be affected by multipath interference and nonline of sight (NLOS) reception issues arising from the obstructions and reflections in built environments. These introduce range measurement errors that degrade the GNSS positioning accuracy. This article proposes two resilient pseudorange error prediction and correction strategies to improve the GNSS positioning accuracy in urban environments. In particular, considering the carrier-to-noise density (C/N-0), satellite elevation angle, and local positional information, the random forest-based pseudorange error prediction and correction models are constructed in two variations, including: 1) the point-based correction (PBC) and 2) the grid-based correction (GBC). The final improved positioning solution is then calculated by using the least square method (LSM) of the corrected pseudoranges. Kinematic test results in urban environments show that both variations of the proposed model can improve the positioning accuracy by 42.9% and 40.8% in horizontal, and by 60.1% and 63.3% in 3-D, respectively, compared to the positioning results obtained by the traditional method without pseudorange error corrections. The improvements are 41.1% and 38.9% in horizontal, and 45.7% and 50.0% in 3-D, respectively, compared with traditional elevation angle weighting method.

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