交通运输系统工程与信息 ›› 2022, Vol. 22 ›› Issue (4): 202-209.DOI: 10.16097/j.cnki.1009-6744.2022.04.023

• 系统工程理论与方法 • 上一篇    下一篇

基于模糊时序网络的城市路网关键交叉口识别方法

李君羡1,沈宙彪2,童文聪1,吴志周* 1   

  1. 1. 同济大学,道路与交通工程教育部重点实验室,上海 201804; 2. 上海市城市建设设计研究总院(集团)有限公司,上海 200125
  • 收稿日期:2022-04-30 修回日期:2022-05-19 接受日期:2022-05-25 出版日期:2022-08-25 发布日期:2022-08-23
  • 作者简介:李君羡(1987- ),女,黑龙江大庆人,高级工程师,博士生。
  • 基金资助:
    国家自然科学基金

A Fuzzy Temporal Network Model for Identifying Critical Intersections in Urban Road Network

LI Jun-xian1 , SHEN Zhou-biao2 , TONG Wen-cong1 , WU Zhi-zhou* 1   

  1. 1. The Key Laboratory of Road and Traffic Engineering of the Ministry of Education, Tongji University, Shanghai 201804, China; 2. Shanghai Urban Construction Design and Research Institute (Group) Co., Ltd, Shanghai 200125, China
  • Received:2022-04-30 Revised:2022-05-19 Accepted:2022-05-25 Online:2022-08-25 Published:2022-08-23
  • Supported by:
    National Natural Science Foundation of China (52172330)。

摘要: 在城市路网拓扑结构和动力学过程的基础上,增加对其时序特性的考虑,提出适用于城市路网关键交叉口识别的模糊时序网络模型。首先,阐述一般时序网络的描述方法和超邻接矩阵时序网络模型的原理,分析其优势以及将其用于城市路网分析的局限性;然后,提出优化措施,一 方面结合交通网络的功能特性,以动态交通参数构造单个时间步网络的层内交叉口交互强度模糊指标,另一方面借鉴并改进邻居拓扑重叠系数,对其进行模糊化处理,实现两相邻时间步网络层间交叉口关联强度的差异化表达;之后,在改进时间步层内、层间关联描述矩阵基础上,搭建模糊超邻接矩阵(Fuzzy Supra-adjacency Matrix, FSAM)时序网络模型(FSAM模型);最后,以某城市核心区域147个交叉口构成的路网数据验证模型有效性。结果表明:以时序网络模型分析交叉口重要性非常必要,以中位数表达交叉口在时段内的重要性排序更为可靠;FSAM模型对交叉口重要性的排名时间序列有阶段持续性特征,且相比于特定时间步下基于单一指标的关键交叉口识 别结果具有更丰富的内涵;不同时间颗粒度下,FSAM模型对交叉口重要性排序的一致性较好,结果较为稳定。综上,该模型可供城市路网关键交叉口识别之用。

关键词: 城市交通, 关键交叉口, 时序网络, 模糊理论, 超邻接矩阵

Abstract: To incorporate the temporal characteristics of an urban road network, rather than considering its topology and kinetics features only, a fuzzy temporal network model is proposed to accommodate the task of recognizing key nodes in the urban road network. Firstly, the general description of the temporal network is presented, and the temporal network described with the supra-adjacency matrix is introduced. The pros and cons of their applications in traffic analysis are discussed. Then improved methods are put forward correspondingly. On the one hand, regarding the functions of the road network, indexes with fuzziness calculated from dynamic traffic parameters are suggested to depict the interaction intensity between intersections in one interval layer. On the other hand, the layer coupling coefficient is referred to and fuzzed to differentiate the interlayer correlation of intersections between two adjacent interval networks. After that, the improved intralayer and interlayer matrices are integrated to build the Fuzzy Supraadjacency Matrix (FSAM) temporal network model (FSAM model). Finally, the model's effectiveness is illustrated with the data of a busy local road network, including 147 intersections. The results show that it is necessary to analyze the importance of intersections with temporal network models. It is more reliable to define the importance-ranking of an intersection with the median. The ranking series reported by the FSAM model holds persistence for a period, and the proposed model is more comprehensive than identifying critical intersections based on a single index concerning only one isolated interval. Moreover, with different time granularity, the FSAM model exhibits good consistency in rankingthe intersections by their importance, and the results are stable. The model can be referred to identify critical intersections in urban road networks.

Key words: urban traffic, critical intersections, temporal networks, fuzzy theory, supra-adjacency matrix

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