Investigation of a city-scale three-dimensional Macroscopic Fundamental Diagram for bi-modal urban traffic

Nan Zheng, K. Aboudolas, N. Geroliminis
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引用次数: 5

Abstract

Recent research has demonstrated that the Macroscopic Fundamental Diagram (MFD) is reliable and practical tool for modeling traffic dynamics and network performance in single-mode (cars only) urban road networks. In this paper, we first extend the modeling of the single-mode MFD to a bi-modal (bus and cars) one. Based on simulated data, we develop a three-dimensional MFD (3D-MFD) relating the accumulation of cars and buses, and the total circulating flow in the network. We propose an exponential function to capture the shape of the 3D-MFD, which shows a good fit to the data. We also propose an elegant estimation for passenger car equivalent of buses (PCU), which has a physical meaning and depends on the bi-modal traffic in the network. Moreover, we analyze a 3D-MFD for passenger network flows and derive its analytical function. Finally, we investigate an MFD for networks with dedicated bus lanes and the relationship between the shape of the MFD and the operational characteristics of buses. The output of this paper is an extended 3D-MFD model that can be used to (i) monitor traffic performance and, (ii) develop various traffic management strategies in bi-modal urban road networks, such as redistribution of urban space among different modes, perimeter control, and bus priority strategies.
城市尺度双模式交通三维宏观基本图研究
最近的研究表明,宏观基本图(MFD)是单模(仅限汽车)城市道路网络交通动力学和网络性能建模的可靠和实用的工具。在本文中,我们首先将单模MFD的建模扩展到双模态(总线和汽车)模型。在模拟数据的基础上,我们建立了一个三维MFD (3D-MFD),将汽车和公共汽车的积累与网络中的总循环流量联系起来。我们提出了一个指数函数来捕捉3D-MFD的形状,它显示出很好的拟合数据。我们还提出了客车当量(PCU)的优雅估计,PCU具有物理意义,并取决于网络中的双模式交通。此外,我们还分析了客运网络流的三维mfd,并推导了其分析函数。最后,我们研究了具有专用公交车道网络的MFD以及MFD形状与公交运行特性之间的关系。本文的输出是一个扩展的3D-MFD模型,可用于(i)监测交通性能,(ii)在双式城市道路网络中制定各种交通管理策略,例如在不同模式之间重新分配城市空间,周界控制和公交车优先策略。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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