不同出行需求下实际交通拥堵的缩放规律

IF 3 2区 计算机科学 Q1 MATHEMATICS, INTERDISCIPLINARY APPLICATIONS EPJ Data Science Pub Date : 2024-04-11 DOI:10.1140/epjds/s13688-024-00471-4
Rui Chen, Yuming Lin, Huan Yan, Jiazhen Liu, Yu Liu, Yong Li
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引用次数: 0

摘要

随着城市化进程的加快,城市交通拥堵问题日益严重,引起了城市科学和交通研究领域的广泛关注。尽管之前的研究已经验证了城市间拥堵时空集群的无标度分布,但出行需求对该分布的影响仍有待探索。利用 2022 年上海 COVID-19 大流行期间的独特交通数据集,我们提出了实证证据,证明出行需求在形成交通拥堵的缩放规律方面发挥了关键作用。我们发现,出行需求与交通弹性之间存在值得注意的负线性相关关系,而交通弹性则由拥堵集群规模和恢复持续时间的缩放指数来表示。此外,我们还揭示了出行需求在拥堵规模的缩放规律(包括拥堵集群的总量、拥堵集群的数量以及拥堵道路的数量)中占据着广泛的主导地位。随后对拥堵传播的微观分析也揭示出,级联扩散决定了拥堵的需求敏感性,而其他内在成分,即自发生成和耗散,则相当稳定。我们对不同出行需求下交通拥堵的研究结果,可以深刻地丰富我们对交通拥堵无标度性质的理解,并为我们提供对拥堵传播内部机制的见解。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

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Scaling law of real traffic jams under varying travel demand

The escalation of urban traffic congestion has reached a critical extent due to rapid urbanization, capturing considerable attention within urban science and transportation research. Although preceding studies have validated the scale-free distributions in spatio-temporal congestion clusters across cities, the influence of travel demand on that distribution has yet to be explored. Using a unique traffic dataset during the COVID-19 pandemic in Shanghai 2022, we present empirical evidence that travel demand plays a pivotal role in shaping the scaling laws of traffic congestion. We uncover a noteworthy negative linear correlation between the travel demand and the traffic resilience represented by scaling exponents of congestion cluster size and recovery duration. Additionally, we reveal that travel demand broadly dominates the scale of congestion in the form of scaling laws, including the aggregated volume of congestion clusters, the number of congestion clusters, and the number of congested roads. Subsequent micro-level analysis of congestion propagation also unveils that cascade diffusion determines the demand sensitivity of congestion, while other intrinsic components, namely spontaneous generation and dissipation, are rather stable. Our findings of traffic congestion under diverse travel demand can profoundly enrich our understanding of the scale-free nature of traffic congestion and provide insights into internal mechanisms of congestion propagation.

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来源期刊
EPJ Data Science
EPJ Data Science MATHEMATICS, INTERDISCIPLINARY APPLICATIONS -
CiteScore
6.10
自引率
5.60%
发文量
53
审稿时长
13 weeks
期刊介绍: EPJ Data Science covers a broad range of research areas and applications and particularly encourages contributions from techno-socio-economic systems, where it comprises those research lines that now regard the digital “tracks” of human beings as first-order objects for scientific investigation. Topics include, but are not limited to, human behavior, social interaction (including animal societies), economic and financial systems, management and business networks, socio-technical infrastructure, health and environmental systems, the science of science, as well as general risk and crisis scenario forecasting up to and including policy advice.
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