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Mitigating Bunching with Bus-following Models and Bus-to-Bus Cooperation

机译:遵循公共汽车模型和公共汽车与公共汽车之间的协作来减轻束缚

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Bus bunching is an instability problem where buses operating on high frequency public transport lines arrive at stops in bunches. In this work, we unveil that bus-following models can be used to design bus-to-bus cooperative control strategies and mitigate bunching. The use of bus-following models avoids the explicit modelling of bus-stops, which would render the resulting problem discrete, with events occurring at arbitrary time intervals. In a "follow-the-leader" two-bus system, bus-to-bus communication allows the driver of the following bus to observe (from a remote distance) the position and speed of a lead bus operating in the same transport line. The information transmitted from the lead bus is then used to control the speed of the follower to eliminate bunching. In this context, we first propose practical linear and nonlinear control laws to regulate space headways and speeds, which would lead to bunching cure. Then a combined state estimation and remote control scheme, which is based on the Linear-Quadratic Gaussian theory, is developed to capture the effect of bus stops, traffic disturbances, and randomness in passenger arrivals. To investigate the behaviour and performance of the developed approaches the 9-km 1-California line in San Francisco with about 50 arbitrary spaced bus stops is used. Simulations with real passenger data obtained from the San Francisco Municipal Transportation Agency are carried out. Results show bunching avoidance and significant improvements in terms of schedule reliability of bus services and delays. The proposed control is robust, scalable in terms of public transport network size, and thus easy to implement in real-world settings.
机译:公交车集束是一个不稳定的问题,在高频公共交通线路上运行的公交车成串到达停靠站。在这项工作中,我们揭示了总线跟踪模型可用于设计总线到总线的协作控制策略并减轻聚集。公交车跟踪模型的使用避免了公交车站的显式建模,这将使最终的问题变得离散,事件以任意时间间隔发生。在“跟随领导者”两总线系统中,总线到总线的通信使后续总线的驾驶员能够(从远处观察)在同一条运输线上运行的领先总线的位置和速度。然后,从引导总线发送的信息将用于控制跟随器的速度,以消除成束现象。在这种情况下,我们首先提出实用的线性和非线性控制律,以调节空间的行进速度和速度,这将导致成束固化。然后,开发了一种基于线性二次高斯理论的组合状态估计和远程控制方案,以捕获公交车站,交通扰动和乘客到达随机性的影响。为了研究已开发方法的性能和性能,使用了旧金山9公里长的1条加利福尼亚线,大约有50个任意间隔的公交车站。使用从旧金山市交通局获得的真实乘客数据进行模拟。结果表明,避免了聚束,并且在公交服务的调度可靠性和延误方面有显着改善。所提出的控件是健壮的,在公共交通网络规模方面可扩展,因此易于在实际环境中实现。

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