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Distributed and Fair Beaconing Rate Adaptation for Congestion Control in Vehicular Networks

机译:车载网络中拥塞控制的分布式公平信标速率适配

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Cooperative inter-vehicular applications rely on the exchange of broadcast single-hop status messages among vehicles, called beacons. The aggregated load on the wireless channel due to periodic beacons can prevent the transmission of other types of messages, what is called channel congestion due to beaconing activity. In this paper, we approach the problem of controlling the beaconing rate on each vehicle by modeling it as a Network Utility Maximization (NUM) problem. This allows us to formally apply the notion of fairness of a beaconing rate allocation in vehicular networks and to control the trade-off between efficiency and fairness. The NUM methodology provides a rigorous framework to design a broad family of simple and decentralized algorithms, with proved convergence guarantees to a fair allocation solution. In this context, we focus exclusively in beaconing rate control and propose the Fair Adaptive Beaconing Rate for Intervehicular Communications (FABRIC) algorithm, which uses a particular scaled gradient projection algorithm to solve the dual of the NUM problem. The desired fairness notion in the allocation can be established with an algorithm parameter. Simulation results validate our approach and show that FABRIC converges to fair rate allocations in multi-hop and dynamic scenarios.
机译:车辆之间的协作应用依赖于称为信标的车辆之间广播单跳状态消息的交换。由于周期性信标而导致的无线信道上的聚合负载可以阻止其他类型的消息的传输,这是由于信标活动导致的信道拥塞。在本文中,我们通过将其建模为网络效用最大化(NUM)问题来解决控制每辆车的信标率的问题。这使我们能够在车辆网络中正式应用信标费率分配的公平性概念,并控制效率与公平性之间的权衡。 NUM方法提供了严格的框架来设计广泛的简单和分散算法,并证明了公平分配解决方案的收敛性。在这种情况下,我们专门研究信标速率控制,并提出了适用于车辆间通信的公平自适应信标速率(FABRIC)算法,该算法使用特定的比例梯度投影算法来解决NUM问题的对偶问题。分配中的期望公平性概念可以通过算法参数来建立。仿真结果验证了我们的方法,并表明FABRIC在多跳和动态情况下收敛到公平的利率分配。

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