论文标题

V2V网络中安全应用可靠性的实验分析

Experimental Analysis of Safety Application Reliability in V2V Networks

论文作者

Choudhury, Biplav, Shah, Vijay K, Dayal, Avik, Reed, Jeffrey H.

论文摘要

车辆到车辆(V2V)通信网络可通过定期广播基本安全消息(BSM)或\ textit {安全信标}来实现安全应用。信标包括时间关键信息,例如发送方车辆的位置,速度和方向。在某些情况下,车辆密度可能很高,此类V2V网络遭受了通道拥塞和不良水平的数据包碰撞;反过来,这可能会严重危害安全申请的可靠性并导致碰撞风险情况。在这项工作中,我们对安全应用可靠性(根据\ textit {Collision风险})进行实验分析,并得出结论,存在一个独特的信标,安全性能最大化,并且该速率对于变化的车辆密度是独特的。使用简单的基于运动学的模型计算出某个车辆的碰撞风险,并基于\ textIt {跟踪错误},定义为车辆的实际位置与邻居(通过大多数型信心)之间的差异。此外,我们分析了碰撞风险与两个众所周知的网络性能指标之间的互连,\ textit {信息时代}(AOI)(AOI)和\ textit {thyput}。我们的实验表明,AOI与碰撞风险有很强的相关性,而AOI最佳信标速率与安全性最佳的信标相似,而与车辆密度,排队大小和学科无关。而吞吐量仅在较高的车辆密度下才能很好地工作。

Vehicle-to-Vehicle (V2V) communication networks enable safety applications via periodic broadcast of Basic Safety Messages (BSMs) or \textit{safety beacons}. Beacons include time-critical information such as sender vehicle's location, speed and direction. The vehicle density may be very high in certain scenarios and such V2V networks suffer from channel congestion and undesirable level of packet collisions; which in turn may seriously jeopardize safety application reliability and cause collision risky situations. In this work, we perform experimental analysis of safety application reliability (in terms of \textit{collision risks}), and conclude that there exists a unique beacon rate for which the safety performance is maximized, and this rate is unique for varying vehicle densities. The collision risk of a certain vehicle is computed using a simple kinematics-based model, and is based on \textit{tracking error}, defined as the difference between vehicle's actual position and the perceived location of that vehicle by its neighbors (via most-recent beacons). Furthermore, we analyze the interconnection between the collision risk and two well-known network performance metrics, \textit{Age of Information} (AoI) and \textit{throughput}. Our experimentation shows that AoI has a strong correlation with the collision risk and AoI-optimal beacon rate is similar to the safety-optimal beacon rate, irrespective of the vehicle densities, queuing sizes and disciplines. Whereas throughput works well only under higher vehicle densities.

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