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Segment Importance Ranking Approach for Traffic Networks Based on Macroscopic Fundamental Diagram

机译:基于宏观基础图的交通网络分部重要性排名方法

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Identifying critical segments in traffic networks is vital to network robustness analysis. Previous methods are difficult to be extensively applied since localized indexes result in localized solutions and single system-wide indexes yield results depending on which index is selected. This paper proposes an approach determining seven system-wide indexes from characteristics of macroscopic fundamental diagram (MFD) to identify critical segments from multiple aspects of network performance. A scalable measure called the average relative change is applied for segment importance identification. Results from simulations under two demand levels and comparison with a single-index approach demonstrate that the proposed approach yields reasonable results from a comprehensive view and involves network performance in different traffic states. The limitation of single-index approaches can be avoided by this approach. In addition, segments can be classified in different importance levels based on the changes in the shape of the MFD, which is significant to network control.
机译:识别交通网络中的关键段对网络鲁棒性分析至关重要。以前的方法难以广泛应用,因为本地化索引导致本地化解决方案和单个系统范围索引,因此根据所选索引的索引产生结果。本文提出了一种从宏观基础图(MFD)的特征来确定七个系统范围索引,以识别来自网络性能的多个方面的关键段。将一个可扩展的措施称为平均相对变化的可用于段重要性识别。从两个需求水平下的模拟结果和与单索引方法的比较表明,所提出的方法从综合视图中产生合理的结果,并涉及不同交通状态的网络性能。通过这种方法可以避免单索方法的限制。此外,基于MFD形状的变化,可以在不同的重要性水平中分类段,这对于网络控制很重要。

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