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Latency constrained device positioning using a visible light communication two-phase received signal strength - angle of arrival algorithm

机译:使用可见光通信两相接收信号强度的延迟受限设备定位-到达角算法

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In positioning systems there is a fundamental tradeoff between accuracy and latency. A latency constrained optimization algorithm is proposed to be employed in conjunction with a prior published two-phase algorithm for estimating the location of a mobile node over the visible light channel. Instead of solely relying on triangulation, the mobile nodes estimate their locations through a two phase algorithm in which they firstly exploit the signal strength observables with unique IDs to establish a coarse estimate, and secondly use the azimuth and elevation observables to establish a fine estimate. In many cases, the fine estimate will improve upon the coarse estimate; however when triangulation fails, the algorithm yields the coarse estimate rather than a localization failure. Since the environment model relies on the primary requirement of adequate illumination, the number of LED anchors, and transmit power for communication functions are determined. The advantage of the two-phase algorithm is that it provides a framework to provide rapid RSS based positional estimates with accuracies bounded to within the illumination projection radius (48 cm median) of the distributed luminaries (anchor nodes) within less than 17 nanoseconds while requiring only a single luminaire in its field of view. However, when there are a sufficient number of luminaires in view the positioning algorithm can further improve the accuracy (14 cm median) through application of triangulation via angle of arrival measurements, at the expense of latency (upto tenths of seconds). The proposed framework allows a fundamental trade of accuracy and latency to be made depending on the observable parameters known to the positioning algorithm at run time.
机译:在定位系统中,在精度和等待时间之间存在基本的权衡。建议将等待时间约束优化算法与先前发布的两阶段算法结合使用,以估计可见光通道上移动节点的位置。移动节点不是仅依赖三角测量,而是通过两阶段算法来估计其位置,在该算法中,它们首先利用具有唯一ID的信号强度可观测值来建立粗略估计,然后使用方位角和仰角可观测值来建立精细估计。在许多情况下,精细估算将在粗略估算的基础上有所提高;但是,当三角剖分失败时,该算法将产生粗略估计,而不是定位失败。由于环境模型依赖于充足照明的主要要求,因此可以确定LED锚点的数量以及通信功能的发射功率。两阶段算法的优势在于,它提供了一个框架,可提供基于RSS的快速位置估计,其精度限于少于17纳秒内的分布式照明器(锚节点)的照明投影半径(中值48厘米)之内。在其视野中只有一个照明器。但是,如果有足够数量的灯具,则定位算法可以通过到达角测量进行三角测量,从而进一步提高精度(中间值14厘米),而代价是等待时间(十分之几秒)。所提出的框架允许根据定位算法在运行时已知的可观察参数来进行准确性和等待时间的基本权衡。

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