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Macroscopic modelling and robust control of bi-modal multi-region urban road networks

机译:双模多区域城市道路网络的宏观建模和鲁棒控制

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摘要

The paper concerns the integration of a bi-modal Macroscopic Fundamental Diagram (MFD) modelling for mixed traffic in a robust control framework for congested single- and multi-region urban networks. The bi-modal MFD relates the accumulation of cars and buses and the outflow (or circulating flow) in homogeneous (both in the spatial distribution of congestion and the spatial mode mixture) bi-modal traffic networks. We introduce the composition of traffic in the network as a parameter that affects the shape of the bi-modal MFD. A linear parameter varying model with uncertain parameter the vehicle composition approximates the original nonlinear system of aggregated dynamics when it is near the equilibrium point for single- and multi-region cities governed by bi-modal MFDs. This model aims at designing a robust perimeter and boundary flow controller for single- and multi-region networks that guarantees robust regulation and stability, and thus smooth and efficient operations, given that vehicle composition is a slow time-varying parameter. The control gain of the robust controller is calculated off-line using convex optimisation. To evaluate the proposed scheme, an extensive simulation-based study for single- and multi-region networks is carried out. To this end, the heterogeneous network of San Francisco where buses and cars share the same infrastructure is partitioned into two homogeneous regions with different modes of composition. The proposed robust control is compared with an optimised pre-timed signal plan and a single-region perimeter control strategy. Results show that the proposed robust control can significantly: (i) reduce the overall congestion in the network; (ii) improve the traffic performance of buses in terms of travel delays and schedule reliability, and; (iii) avoid queues and gridlocks on critical paths of the network.
机译:本文涉及在交通拥挤的单区域和多区域城市网络的鲁棒控制框架中集成混合交通的双峰宏观基础图(MFD)模型。双峰MFD将汽车和公交车的累积以及同质(在拥挤的空间分布和空间模混合的空间分布中)双峰交通网络的流出(或循环流量)联系起来。我们介绍网络中流量的组成,作为影响双峰MFD形状的参数。具有不确定参数的线性参数变化模型,当车辆组成接近由双峰MFD控制的单区域和多区域城市的平衡点时,其车辆组成近似于原始的非线性动力学系统。该模型旨在为单区域和多区域网络设计一个鲁棒的周界和边界流量控制器,考虑到车辆组成是一个时变缓慢的参数,该控制器可确保鲁棒的调节和稳定性,从而确保平稳高效的运行。鲁棒控制器的控制增益是使用凸优化离线计算的。为了评估所提出的方案,对单区域和多区域网络进行了广泛的基于仿真的研究。为此,旧金山和公共汽车共享相同基础设施的异构网络被划分为两个具有不同组成模式的同质区域。将所提出的鲁棒控制与优化的预定时信号计划和单区域周边控制策略进行比较。结果表明,所提出的鲁棒控制可以显着:(i)减少网络中的总体拥塞; (ii)从旅行延误和时间表可靠性方面改善公共汽车的交通性能;以及(iii)避免在网络的关键路径上出现队列和僵局。

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