A novel extended social force model for studying the impact of the heterogeneity of pedestrian physical fitness on emergency evacuation efficiency

IF 2.8 3区 物理与天体物理 Q2 PHYSICS, MULTIDISCIPLINARY
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引用次数: 0

Abstract

Emergencies in public places, particularly confined crowded areas, will disrupt the stability of dense crowds and consequently lead to accidents. To promote public emergency safety, there is a pressing need for efficient modeling methods to investigate the evacuation mechanism in these places and improve the social public safety. This study proposes a Physical Fitness Heterogeneity based Social Force Model (PFH-SFM) that takes into account the heterogeneous desired evacuation velocity caused by the heterogeneity of pedestrian physical fitness, by means of developing the normalized desired velocity ratio. Then, we use PFH-SFM to investigate the relationships between the escape rate and the desired velocity, and between the evacuation duration and the desired velocity in terms of various group sizes with heterogeneous physical fitness, the relationship between the percentage of reduction in evacuation duration and desired velocity when including weak pedestrians, the pedestrian distribution in the evacuation process, the relationship between the total evacuation duration and the desired velocity in terms of various proportions of weak pedestrians and the relationship between the evacuation duration and the desired velocity in terms of various normalized starting and ending velocity ratios by considering various group sizes, respectively. The findings of this study show that the existence of a certain small proportion of pedestrians with weak physical fitness can promote global evacuation dynamics, especially in the case of high crowded density, and can reduce evacuation duration by up to 20% in our experiments. Additionally, when the percentage of pedestrians with weak physical fitness is relatively high, they tend to have a detrimental effect on the evacuation efficiency. Furthermore, there exists a moderate normalized desired starting velocity ratio that maximizes the overall evacuation efficiency; on the other hand, the lower the normalized desired ending velocity ratio is, the more efficient the evacuation is. To the best of the authors’ knowledge, this study is the first time to introduce the concepts of normalized desired starting and ending velocity ratios and innovatively analyzes the impact of the continuously changing desired velocity of pedestrians on the evacuation efficiency in multi-exit scenarios. The results offer valuable insights for relevant stakeholders to formulate effective evacuation plans, so as to enhance urban emergency capacity and minimize social and economic losses.

研究行人体能异质性对紧急疏散效率影响的新型扩展社会力模型
公共场所,尤其是密闭的人群聚集区发生突发事件时,会破坏密集人群的稳定性,进而引发事故。为促进公共应急安全,迫切需要高效的建模方法来研究这些场所的疏散机制,提高社会公共安全水平。本研究提出了基于体能异质性的社会力模型(PFH-SFM),通过建立归一化的期望速度比,考虑了行人体能异质性导致的期望疏散速度异质性。然后,我们利用 PFH-SFM 研究了在不同规模、不同体能的人群中,逃生率与期望速度之间的关系,以及疏散持续时间与期望速度之间的关系,还研究了在包括体能较弱的行人时,疏散持续时间与期望速度之间的关系、疏散过程中的行人分布情况、不同比例的弱者疏散总持续时间与期望速度之间的关系,以及考虑到不同群体规模,不同归一化起始和结束速度比率下的疏散持续时间与期望速度之间的关系。研究结果表明,存在一定比例的体力较弱的行人可以促进全局疏散动力,尤其是在人群密集的情况下,在我们的实验中,可以减少多达 20% 的疏散持续时间。此外,当体能较弱的行人比例相对较高时,他们往往会对疏散效率产生不利影响。此外,存在一个适中的归一化期望起始速度比,可使整体疏散效率最大化;另一方面,归一化期望结束速度比越低,疏散效率越高。据作者所知,本研究首次引入了归一化期望起始速度比和期望终止速度比的概念,并创新性地分析了多出口场景下行人持续变化的期望速度对疏散效率的影响。研究结果为相关利益方制定有效的疏散方案提供了有价值的启示,从而提高城市应急能力,最大限度地减少社会和经济损失。
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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来源期刊
CiteScore
7.20
自引率
9.10%
发文量
852
审稿时长
6.6 months
期刊介绍: Physica A: Statistical Mechanics and its Applications Recognized by the European Physical Society Physica A publishes research in the field of statistical mechanics and its applications. Statistical mechanics sets out to explain the behaviour of macroscopic systems by studying the statistical properties of their microscopic constituents. Applications of the techniques of statistical mechanics are widespread, and include: applications to physical systems such as solids, liquids and gases; applications to chemical and biological systems (colloids, interfaces, complex fluids, polymers and biopolymers, cell physics); and other interdisciplinary applications to for instance biological, economical and sociological systems.
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