杂波拓扑对多跳定位器放置的影响

M. Hussain, A. Trigoni
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引用次数: 0

摘要

当环境中存在杂波时,基于距离的定位系统的精度会迅速下降。这是由于锚点和未定位节点之间的非视距(NLOS)距离测量的发生率。虽然大量的研究工作处理的是NLOS距离占到锚点总距离的一小部分的情况,但对于大多数甚至所有锚点的距离测量都是NLOS性质的情况,研究还不多。在我们之前的工作中,我们证明了在混乱的环境中使用定位器可以提高目标节点的定位精度,即使所有的距离测量都是NLOS。这些技术不会产生NLOS偏差,而是会产生残留多跳误差,这是由于使用多跳链而不是直线距离时,距离估计过高造成的。本文分析了杂波拓扑对多跳误差的影响。当只提供杂波拓扑的特征特征时,我们使用机器学习技术来估计给定杂波拓扑的多跳误差的聚合形式。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Effect of clutter topology on multi-hop localizer placement
Accuracy in range-based localization systems can degrade rapidly in the presence of clutter in the environment. This is due to the incidence of Non-Line-of-Sight (NLOS) distance measurements between the anchors and an unlocalized node. While a large corpus of research work dealt with the scenario where the NLOS distances form a minority of the total distances to anchors, there has been not much research done to handle the situation where a majority or even all distance measurements to anchors are NLOS in nature. In our previous work, we showed that using localizers in a cluttered environment can improve the localization accuracy of a target node even when all the distance measurements are NLOS. Instead of NLOS bias, these techniques suffer residual multi-hop error, which is caused due to the distance overestimate when a multi-hop chain is used instead of the straight-line distance. In this paper, we analyze the effect of clutter topology on the multi-hop error. We use machine learning techniques to estimate the aggregate forms of the multi-hop error for a given clutter topology when only characteristic features of the clutter topology are provided.
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