多类交通流动力学:一个内生模型

K. Yuan, H. Lo
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引用次数: 3

摘要

道路上的车辆可以被区分开来,每个车辆都有自己的一组属性(例如,车队长度和自由流动速度)。道路上的交通状态可归因于车辆的纵向异质性。比通行车辆慢的车辆被定义为移动瓶颈。在有多种车辆类型的多车道路段上,较慢的车辆会造成行驶瓶颈,并诱导较快的车辆超车,以保持较高的期望速度。单类移动瓶颈的影响在过去已有研究。然而,多种类型的移动瓶颈的影响尚未得到充分的探讨。本文将车辆分为乘用车、中型卡车和重型卡车。通过将中型卡车和重型卡车定义为移动瓶颈,我们开发了具有异构移动瓶颈的多车道路段的基本图的解析公式。该公式证实了交通构成和最长卡车排长度对基本图的影响。然后,我们使用拉格朗日坐标系下的一阶运动波模型进行了模拟,以验证用解析公式开发的基本图,并获得了令人满意的结果。该研究为多级交通建模和多车道交通运行提供了基础知识。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Multiclass Traffic Flow Dynamics: An Endogenous Model
Vehicles on roads can be distinguished, each defined by its own set of properties (e.g., fleet length and free-flow speed). The traffic states on roads can be attributed to the longitudinal heterogeneity in vehicles. Vehicles slower than prevailing vehicles are defined as moving bottlenecks. On a multilane road section with multiple vehicle types, slower vehicles create moving bottlenecks and induce overtaking by faster vehicles so as to maintain their higher desired speed. The influence of single-class moving bottlenecks has been studied in the past. However, the impacts of multiple classes of moving bottlenecks have not yet been fully explored. This paper categorizes vehicles into passenger cars, medium trucks, and heavy trucks. By defining medium trucks and heavy trucks as moving bottlenecks, we develop analytical formulas for the fundamental diagram on a multilane road section with heterogeneous moving bottlenecks. The formula confirms that the composition of traffic and the longest truck platoon length influence the fundamental diagram. We then conduct simulations using a first-order kinematic wave model in Lagrangian coordinates to validate the fundamental diagram developed with the analytical formula and obtain promising results. This study provides fundamental knowledge for multiclass traffic modeling and multilane traffic operations.
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