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运动中的极化群体:对统计和动力学行为的洞察

Polarised crowd in motion: insights into statistical and dynamical behavior.

作者信息

Jena Pratikshya, Mishra Shradha

机构信息

Department of Physics, IIT(BHU), Varanasi, 221005, U.P., India.

出版信息

Sci Rep. 2024 Dec 28;14(1):30831. doi: 10.1038/s41598-024-81340-y.

Abstract

The collection of active agents often exhibits intriguing statistical and dynamical properties, particularly when considering human crowds. In this study, we have developed a computational model to simulate the recent experiment on real marathon races by Bain et al. (Science 363:46-49, 2019). Our primary goal is to investigate the impact of race staff on crowd dynamics. By comparing simulated races with and without the presence of race staff, our study reveals that the local velocity and density of participants display a wave pattern akin to real races for both the cases. The observed traveling wave in the crowd consistently propagates at a constant speed, regardless of the system size under consideration. The participants' dynamics in the longitudinal direction primarily contribute to velocity fluctuations, while fluctuations in the transverse direction are suppressed. In the absence of race staff, density and velocity fluctuations weaken without significantly affecting other statistical and dynamic characteristics of the crowd. Through this research, we aim to deepen our understanding of crowd motion, providing insights that can inform the development of effective crowd management strategies and contribute to the successful control of such events.

摘要

活性剂的聚集往往呈现出有趣的统计和动力学特性,尤其是在考虑人群时。在本研究中,我们开发了一个计算模型,以模拟贝恩等人(《科学》363:46 - 49,2019年)最近关于真实马拉松比赛的实验。我们的主要目标是研究赛事工作人员对人群动态的影响。通过比较有赛事工作人员和没有赛事工作人员情况下的模拟比赛,我们的研究表明,对于这两种情况,参与者的局部速度和密度都呈现出类似于真实比赛的波动模式。人群中观察到的行波始终以恒定速度传播,无论所考虑的系统规模如何。参与者在纵向方向上的动态主要导致速度波动,而横向方向的波动则受到抑制。在没有赛事工作人员的情况下,密度和速度波动减弱,但对人群的其他统计和动态特征没有显著影响。通过这项研究,我们旨在加深对人群运动的理解,提供可用于制定有效人群管理策略的见解,并有助于成功控制此类活动。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/7093/11680977/abe0f2bea0d5/41598_2024_81340_Fig1_HTML.jpg

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