24Model驱动下实验室事故复杂网络的关键路径识别与防控阻断研究

A Study on the Identification of Critical Paths and the Prevention and Interruption of Complex Networks in Laboratory Accidents Driven by the 24 Model

  • 摘要: 针对高校实验室安全系统的高度复杂性与不确定性,为揭示事故演变机制和提升风险预测精度,提出一种“2-4”模型驱动下实验室事故复杂网络的关键路径识别方法。基于“2-4”模型进行多维度风险识别,构建实验室事故演化网络模型,采用TOPSIS综合评价法识别网络关键节点;通过引入步数惩罚因子与概率修正打破纯拓扑网络的理想化假设,实现演化路径的定量化预测。利用该方法对186条实验室事故数据进行分析,其中四个中心性指标得到节点的静态评估,熵的加权得到动态高危演化路径,揭示了不同类型事故异质性的演化机理,即火灾事故的行为驱动与快速渗透特征;爆炸事故的物态异变与行为偏差非线性耦合特征;中毒事故的风险具有认知盲区与防护屏障主动失效特征。应用该方法给出针对关键路径的靶向防控与阻断策略,实现有限资源约束下的安全效能提升。

     

    Abstract: Given the high complexity and uncertainty of university laboratory safety systems, and to elucidate the mechanisms underlying accident evolution and improve the accuracy of risk prediction, this study proposes a method for identifying critical paths in complex networks of laboratory accidents driven by the “2-4” model. Based on the “2-4” model, multidimensional risk identification is conducted to construct a network model of laboratory accident evolution, and the TOPSIS comprehensive evaluation method is employed to identify critical nodes in the network; By introducing a step-count penalty factor and probability correction, we break the idealized assumptions of purely topological networks to achieve quantitative prediction of evolutionary paths. Applying this method to analyze 186 laboratory accident records, we performed static evaluations of nodes using four centrality metrics and identified dynamic high-risk evolutionary paths through entropy weighting. This revealed the heterogeneous evolutionary mechanisms of different accident types, specifically: the behavior-driven and rapid-spread characteristics of fire accidents; the nonlinear coupling of phase transitions and behavioral deviations in explosion incidents; and the risk perception blind spots and active failure of protective barriers in poisoning incidents. By applying this method, targeted prevention, control, and interruption strategies for critical paths are proposed, thereby enhancing safety effectiveness under limited resource constraints.

     

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