用于在线缓解非视距和多径效应的可切换约束和增量平滑

Niko Sünderhauf, Marcus Obst, Sven Lange, G. Wanielik, P. Protzel
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引用次数: 21

摘要

可靠的车辆定位是许多先进驾驶辅助系统应用的关键要求。虽然卫星导航总体上提供了合理的性能,但在城市地区应用时往往存在多径和非视距误差,因此不能保证结果的一致性。本文提出了一种新的在线方法来识别和排除受影响的伪距测量值。我们的方法不依赖于额外的传感器、地图或环境模型。我们更愿意将定位问题表述为因子图中的贝叶斯推理问题,并将最近发展的可切换约束概念与在此类图中进行有效增量推理的算法结合起来。我们进一步引入了辅助更新和因子图修剪的概念,以加速收敛,同时保持图的大小和所需的运行时间有限。实际实验表明,尽管大量卫星观测受到NLOS或多径效应的影响,该算法仍能成功定位。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Switchable constraints and incremental smoothing for online mitigation of non-line-of-sight and multipath effects
Reliable vehicle positioning is a crucial requirement for many applications of advanced driver assistance systems. While satellite navigation provides a reasonable performance in general, it often suffers from multipath and non-line-of-sight errors when it is applied in urban areas and therefore does not guarantee consistent results anymore. Our paper proposes a novel online method that identifies and excludes the affected pseudorange measurements. Our approach does not depend on additional sensors, maps, or environmental models. We rather formulate the positioning problem as a Bayesian inference problem in a factor graph and combine the recently developed concept of switchable constraints with an algorithm for efficient incremental inference in such graphs. We furthermore introduce the concepts of auxiliary updates and factor graph pruning in order to accelerate convergence while keeping the graph size and required runtime bounded. A real-world experiment demonstrates that the resulting algorithm is able to successfully localize despite a large number of satellite observations are influenced by NLOS or multipath effects.
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