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Probabilistic Map Matching for Robust Inertial Navigation Aiding

delete2023-03-22
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OA
AI
X
Xuezhi Wang *
C
Christopher Gilliam
A
Allison Kealy
J
J. D. Close
B
Bill Moran
DOI:10.33012/navi.583delete
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摘要

摘要

En 中文
Robust aiding of inertial navigation systems in GNSS-denied environments is critical for the removal of accumulated navigation error caused by the drift and bias inherent in inertial sensors. One way to perform such an aiding uses matching of geophysical measurements, such as gravimetry, gravity gradiometry or magnetometry, with a known geo-referenced map. Although simple in concept, this map-matching procedure is challenging: The measurements themselves are noisy, their associated spatial location is uncertain, and the measurements may match multiple points within the map (i.e., non-unique solution). In this paper, we propose a probabilistic multiple-hypotheses tracker to solve the map-matching problem and allow robust inertial navigation aiding. Our approach addresses the problem both locally, via probabilistic data association, and temporally by incorporating the underlying platform kinematic constraints into the tracker. The estimated platform position from the output of map matching is then integrated into the navigation state using an unscented Kalman filter. Additionally, we present a statistical measure of local map information density - the map feature variability - and use it to weight the output covariance of the proposed algorithm. The effectiveness and robustness of the proposed algorithm are demonstrated using a navigation scenario involving gravitational map matching.
Keyword:
Expectation maximization gravity map matching map matching probabilistic
data association probabilistic multiple-hypotheses tracker

期刊

Navigation-Journal of the Institute of Navigation 封面图
Navigation-Journal of the Institute of Navigation
IF:
2
论文数:
554
被引数:
1.6K

机构

U
University of Birmingham
学者数:
4.1W
论文数: 3.8W
被引数: 5.0W
A
Australian National University
学者数:
2.1W
论文数: 2.3W
被引数: 3.9W
U
university of melbourne
学者数:
5.7W
论文数: 5.4W
被引数: 69
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