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Optimization of the Tolling Level and Tolling Period for Bottleneck Road

机译:瓶颈道路的收费水平与收费期优化

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This paper mainly optimizes the level and period of congestion pricing in single-step-toll method on a bottleneck link. Firstly, Greenshields model is applied to obtain the queue length and the speed of the moving part at a stable state. Then, the bi-level programming model is established, in which the upper level is to minimize the maximal queue length and the minimal speed, and the lower programming is to simulate the travel behaviors using the Greenshields model. The bi-level programming model is solved by an improved genetic algorithm, to obtain optimal pricing level and pricing period. Finally, a simple example is given to illustrate the application of the model and the algorithm.
机译:本文主要在瓶颈链路上优化单步机制中拥堵定价的水平和时期。首先,应用GreenShields模型以获得稳定状态的队列长度和移动部的速度。然后,建立双级编程模型,其中上层是最小化最大队列长度和最小速度,并且较低的编程是使用GreenShields模型来模拟行程行为。双级编程模型通过改进的遗传算法解决,获得最佳定价水平和定价期。最后,给出了一个简单的例子来说明模型和算法的应用。

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