Physica2022,Vol.58516.DOI:10.1016/j.physa.2021.126439

Recurrence analysis of urban traffic congestion index on multi-scale

Wu, Jiaxin Zhou, Xubing Peng, Yi Zhao, Xiaojun
Physica2022,Vol.58516.DOI:10.1016/j.physa.2021.126439

Recurrence analysis of urban traffic congestion index on multi-scale

Wu, Jiaxin 1Zhou, Xubing 1Peng, Yi 1Zhao, Xiaojun1
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作者信息

  • 1. Beijing Jiaotong Univ
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Abstract

As for the increasing traffic pressure in urban cities, it is of great significance to analyze the complex traffic system and grasp the recurrence characteristics of traffic state to better solve the problem of traffic congestion. This paper combines the multi-scale theory and recurrence analysis, which carries out the qualitative and quantitative multiscale recurrence analysis of the traffic congestion index (TCI) in a period of time in Beijing, China, and further, analyzes the recurrence state of each day in a week, as well as mines the recurrence law. The empirical results reveal that the low-frequency components of the dynamic characteristics of TCI play a major role in the long-term traffic state prediction. The traffic state between weekdays and weekends tends to change, and the state on weekdays is more regular, whereas on Friday, as the critical day for rest days, it is more complex and random. The conclusion of this paper will play a fundamental role in grasping the essential law of Beijing's traffic system and analyzing the traffic congestion problem and the urban traffic system, which has strong practical significance. (C) 2021 Elsevier B.V. All rights reserved.

Key words

Traffic congestion/Recurrence plot/Recurrence quantification analysis/EEMD/Multi-scale/EMPIRICAL MODE DECOMPOSITION/FINANCIAL TIME-SERIES/DAMAGE DETECTION/FLOW/PLOTS/QUANTIFICATION/PREDICTION/DYNAMICS/COMPLEXITY

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出版年

2022
Physica

Physica

ISSN:0378-4371
被引量4
参考文献量55
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