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考虑交叉口影响的逆向路段选择优化

Optimization of the Choice of Contra-flow Links Considering the Influence of Intersections
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摘要 逆向车道作为提高路网整体通行能力的一种交通组织策略,已在疏散交通组织中得到了大量应用。以往关于逆向车道设置路段选择的研究,大多没有考虑交叉口影响。在拥挤的城市道路网中,这种忽略会导致过高的预期疏散通行能力估计。本文考虑交叉口影响,建立改进的最大流及其关键边模型,对疏散路网中逆向路段的选择进行优化。将交叉口分转向的通行能力表示为节点的方向性权重,将疏散路网抽象为方向性点权网络。定义该类网络中的最大流增流关键边,即一旦扩容会使网络最大流流值增加幅度最大的边。通过在方向性点权网络中寻找最大流增流关键边,得到考虑交叉口影响时疏散路网中对应的逆向车道设置路段。对经典最大流问题求解算法进行相应的改进,给出方向性点权网络中寻找最大流增流关键边的有效算法,并通过一个数值算例进行测试和仿真分析。结果表明,在考虑交叉口影响的情况下,得到的逆向车道设置路段更为合理,疏散时对其进行扩容能更有效地压缩总疏散时间。 A reversible roadway(contra-flow)is one in which the direction of traffic flow in one or more lanes is reversed to the opposing direction for some period of time.Reversible lanes have been widely used,especially in recent years,for the evacuation of major metropolitan regions threatened by hurricanes etc.One important problem in the practice of evacuation traffic organization is to choose right road links for contra-flow.Most research on the choice of contra-flow links does not consider the influence of intersections,which may lead to overestimation of evacuation capacity especially in congested urban road networks.An evacuation road network is abstracted as a special network with directional node-weights by considering the capacity of intersection movements as directional weights of nodes.The critical edge for increasing the maximum flow value of such network is defined as the one that can maximize the range of flow value increase by increasing its capacity.Alternative links for contra-flow can be got by searching critical edges in such network.A modified algorithm is presented to find such critical edges on the basis of the maximal capacity path algorithm for the classical maximum flow problem.A numerical example is given and the effects are tested through traffic simulation.It is shown that the results when considering the influence of intersections are more reasonable.The total evacuation time can be compressed more effectively by increasing the capacity of road links when considering the influence of intersections.
作者 高明霞 范北林 王蓉 GAO Ming-xia;FAN Bei-lin;WANG Rong(School of Traffic and Transportation of Lanzhou Jiaotong University,Lanzhou 730070,China)
出处 《中国管理科学》 CSSCI CSCD 北大核心 2020年第8期181-187,共7页 Chinese Journal of Management Science
基金 国家自然科学基金资助项目(71661021,61563028) 兰州市科技计划项目(2018-4-34)。
关键词 应急交通 逆向路段选择 交叉口 方向性点权网络 最大流增流关键边 emergency traffic choice of contra-flow links intersection network with directional node-weights critical edge for increasing the maximum flow value of a network
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  • 1李引珍,郭耀煌.交通运输网络最短路径关键边问题研究[J].中国管理科学,2004,12(4):69-73. 被引量:28
  • 2卢兆明,林鹏,黄河潮.基于GIS的都市应急疏散系统[J].中国公共安全(学术版),2005(2):35-40. 被引量:35
  • 3闫化海,徐寅峰.不完全信息下交通网络最短路径关键边问题[J].系统工程,2006,24(2):37-40. 被引量:17
  • 4刘明,徐寅峰,杜源江,肖鹏.不完全信息下交通网络的关键路径问题[J].系统工程,2006,24(12):16-20. 被引量:16
  • 5Mamadal S, et al. The evacuation problem, dynamic network flows, and algorithms[A]. SICE Annual Conference in Fukui [C]. Fukui University, Japan, 2003:2807-2811.
  • 6Hoppe B, Tardos E, Polynomial time algorithms for some evacuation problems [A]. Proceedings of the fifth annual ACM-SIAM symposium on Discrete algorithms[C]. Arlington, Virginia, United States, i994:433-441.
  • 7Lin P. A dynamic network flow optimization for large-scale emergency evacuation[D]. Hong Kong: City University of Hong Kong, 2006.
  • 8Hamacher H W, Tjandra S A. Mathematical modeling of evacuation problems: a state of the art[A]. Schreckcnherg M, Sharma S D. Pedestrian and evacuation dynamics[C]. Springer, 2002 : 227- 266.
  • 9Jayakrishnan R, et al. A dynamic traffic assignment model with traffic-flow relationships[J].Transportation Research :Part C, 1995,3(1) : 51-72.
  • 10Nie X J, et al. Delay-function-based link models: their properties and computational issues[J]. Transportation Research :Part B, 2005,39 : 729- 751.

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