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An Approach to Boundary Finding of Intersection Group for Traffic Analysis due to Intersection Improvements

机译:交叉口交通分析交叉路口群体边界发现方法

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Increased traffic congestion makes intersection improvements are necessary to improve the capacity and traffic running conditions. Because of the influence of a certain intersection improvements is not limit to itself, but covers the intersections around it. The approach to find the boundary of signal group for traffic analysis due to a certain intersection improvements is discussed in this paper. Firstly, two kinds of correlation degree are modeled, which are the basis of intersection grouping. Saturation degree and free flow travel time are considered in the model of correlation degree between two adjacent intersections considers, while correlation degree between any two intersections in the network is analyzed using Laplacian matrix algorithm. Secondly, the approach to find intersection group boundary is proposed. Thirdly, two measures are adopted in quantifying the results of intersection grouping: minimum average cut correlation degree and minimum traffic influence on the intersections outside of boundary. At last, the developed method is used on a city road network. The results of case study confirm the validity of the proposed approach.
机译:增加的交通拥堵使交叉路口改善是改善能力和交通运行条件所必需的。由于某种交叉口改善的影响不是限制,而是涵盖它周围的交叉口。本文讨论了由于特定交叉口改进而找到信号组的边界的方法。首先,建模两种相关程度,这是交叉分组的基础。在两个相邻的交叉点之间的相关程度模型中考虑饱和度和自由流动时间,而使用拉普拉斯矩阵算法分析网络中的任何两个交叉点之间的相关程度。其次,提出了找到交叉组边界的方法。第三,在量化交叉分组的结果时采取了两项措施:最低平均削减相关程度和边界外交叉口的最小交通影响。最后,开发方法用于城市道路网络。案例研究结果证实了拟议方法的有效性。

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