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A Trial-and-Error Method with Autonomous Vehicle-to-Infrastructure Traffic Counts for Cordon-Based Congestion Pricing

机译:基于警戒线拥堵定价的具有车辆到基础设施交通流量自主的试错法

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This study proposes a practical trial-and-error method to solve the optimal toll design problem of cordon-based pricing, where only the traffic counts autonomously collected on the entry links of the pricing cordon are needed. With the fast development and adoption of vehicle-to-infrastructure (V2I) facilities, it is very convenient to autonomously collect these data. Two practical properties of the cordon-based pricing are further considered in this article the toll charge on each entry of one pricing cordon is identical; the total inbound flow to one cordon should be restricted in order to maintain the traffic conditions within the cordon area. Then, the stochastic user equilibrium (SUE) with asymmetric link travel time functions is used to assess each feasible toll pattern. Based on a variational inequality (VI) model for the optimal toll pattern, this study proposes a theoretically convergent trial-and-error method for the addressed problem, where only traffic counts data are needed. Finally, the proposed method is verified based on a numerical network example.
机译:这项研究提出了一种实用的试错法来解决基于警戒线的定价的最优通行费设计问题,该方法只需要在定价警戒线的入口链接上自动收集的流量计数。随着车辆到基础设施(V2I)设施的快速发展和采用,自主收集这些数据非常方便。本文进一步考虑了基于警戒线定价的两个实用属性,一个定价警戒线的每个条目的通行费是相同的。为了限制警戒线区域内的交通状况,应限制进入一个警戒线的总流入流量。然后,具有非对称链路旅行时间函数的随机用户平衡(SUE)用于评估每个可行的收费模式。基于最优收费模式的变分不等式(VI)模型,本研究提出了一种理论上收敛的反复试验方法,用于解决只需要流量统计数据的问题。最后,通过数值网络实例验证了该方法的有效性。

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