一种新的道路约束车辆跟踪非线性滤波算法

Andrej Peisker, M. Morelande, A. Kealy
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引用次数: 1

摘要

在过去十年中,智能交通系统(ITS)和基于位置的服务(LBS)等道路受限车辆应用变得更加广泛,需要有效的解决方案来解决可靠和准确的道路受限车辆定位问题。虽然在GNSS能见度好的情况下,跟踪问题已在令人满意的程度上得到了解决,但在卫星信号质量下降或不存在的情况下,特别是在应用依赖于无处不在的高质量定位的情况下,情况并非如此。在过去的十年中,人们越来越关注制定信号中断处理算法,但我们认为这个问题远未得到全面解决。这种中断即使在短时间内发生,也会对定位精度造成重大影响。我们认为,原则上,当精确的数字路线图数据以统计稳健的方式有效地与部分卫星信息相结合(“融合”)时,可以充分解决桥接部分中断(包括1至3颗可见卫星)的问题。我们的贡献是一种统计上严格的定位算法,该算法隐式地融合了道路地图数据和卫星距离测量,以顺序估计移动的道路车辆的位置。利用高斯和和局部线性模型,提出了一种有效处理网络非线性的近似方法。我们给出的结果表明,与扩展Kaiman滤波(EKF)和映射匹配等基准方法相比,该算法是有效的。测试包括在(人为引起的)部分信号中断期间对算法之间的跟踪精度进行误差比较。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A new non-linear filtering algorithm for road-constrained vehicle tracking
Road constrained vehicle applications such as Intelligent Transport Systems (ITS) and Location Based Services (LBS) have become much more widespread over the last decade, creating the need for effective solutions to the problem of reliable and accurate road-constrained vehicle positioning. While the problem of tracking has been to a satisfactory degree solved for some applications in good GNSS visibility situations, this is not the case where satellite signal quality is degraded or non-existent particularly where the application is reliant on ubiquitous high quality positioning. Attention has increased over the last decade on formulating signal outage handling algorithms however we argue that the problem is far from comprehensively solved. Such outages can still cause significant disruption to positioning accuracy even when occurring over short period. We argue that in principle the problem of bridging partial outages (between 1 and 3 satellites visible, inclusive) can be adequately solved when accurate digital road map data is combined ("fused") effectively with partial satellite information in a statistically robust way. Our contribution is a statistically rigorous positioning algorithm which implicitly fuses road map data with satellite range measurements to sequentially estimate the position of a moving on-road vehicle. An innovative approximation scheme to handle network non-linearities efficiently is incorporated using Gaussian sums and locally linear models. We present results showing the effectiveness of this algorithm when compared to benchmark methods such as the Extended Kaiman Filter (EKF) and map-matching. Tests involved error comparison of tracking accuracy between algorithms over periods of (artificially induced) partial signal outages.
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