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Mitigating the impact of light rail on urban traffic networks using mixed-integer linear programming

机译:利用混合整数线性规划减轻轻轨对城市交通网络的影响

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摘要

As urban traffic congestion is on the increase worldwide, many cities are increasingly looking to inexpensive public transit options such as light rail that operate at street-level and require coordination with conventional traffic networks and signal control. A major concern in light rail installation is whether enough commuters will switch to it to offset the additional constraints it places on traffic signal control and the resulting decrease in conventional vehicle traffic capacity. In this study, the authors study this problem and ways to mitigate it through a novel model of optimised traffic signal control subject to light rail schedule constraints solved in a mixed-integer linear programming (MILP) framework. The authors' key results show that while this MILP approach provides a novel way to optimise fixed-time control schedules subject to light rail constraints, it also enables a novel optimised adaptive signal control method that virtually nullifies the impact of the light rail presence, reducing average delay times in microsimulations by up to 58.7% versus optimal fixed-time control.
机译:由于城市交通拥堵是在全球范围内的增加,许多城市越来越多地期望廉价的公共交通选择,如在街道层面运行的轻轨,并要求与传统的交通网络和信号控制协调。轻轨安装的主要问题是,足够的通勤者是否会使它抵消交通信号控制上的附加约束,并导致传统车辆业务容量的降低。在这项研究中,作者研究了这种问题和方法,以通过在混合整数线性编程(MILP)框架中解决的轻轨时间表约束的优化交通信号控制的新模型来缓解它。作者的关键结果表明,虽然该MILP方法提供了一种新颖的方式来优化经过光导轨限制的固定时间控制时间表,但它还可以实现一种新颖的优化自适应信号控制方法,几乎​​无轨道的存在影响,降低了微调的平均延迟时间高达58.7%,而最佳固定时间控制。

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