数学建模与线性插值火灾风险管理

A. Fomin, D. A. Besperstov, I.M. Ugarova
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引用次数: 0

摘要

这篇文章展示了设定任务对最大限度地减少与火灾相关的社会经济风险的相关性。特别注意确保发生火灾时人员的安全。简要介绍了火灾风险及其最低要求。此外,还描述了火灾期间水平区域人员疏散的动态。介绍了外国在审议中的问题上的经验。此外,疏散速度和人员流动强度的指标是根据人流密度通过线性插值方法形成的。描述了人员流动密度与房屋特征、水平截面上人员疏散速度和强度的变化之间的数学关系。数学依赖关系用函数来描述。同时,文章还指出了今后发展集合问题的必要性。考虑了开发基于科学的数学模型的前景,该模型描述了设施发生火灾时人员疏散的过程,无论其功能用途如何。随着进一步的发展,提出了建模。可以不根据数学计算本身,而是根据不具备专业知识的专家可以指导的表格值,对为人们提供适当的消防安全进行明确的评估。
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Mathematical Modeling and Fire Risk Management by Linear Interpolation
The relevance of the set task to minimize the socio-economic risks associated with fires is shown in the article. Particular attention is paid to ensuring the safety of people in case of fires. A brief description of fire risks and their minimum requirements is given. Additionally, the dynamics of evacuation of people in horizontal areas during a fire is described. Foreign experience on the issue under consideration is given. Also, the indicators of speed of evacuation and the intensity of movement of people are formed in accordance with the density of the human flow by the method of linear interpolation. Mathematical dependences are described concerning the density of human flows on the characteristics of premises, changes in the speed and intensity of the evacuation of people on the horizontal section. Mathematical dependencies are described by functions. At the same time, the article shows the need in developing the set issue in the future. The prospects for the development of scientifically based mathematical models describing the processes of evacuation of people in the event of fires at the facilities, regardless of their functional purpose, are considered. With further development, modeling is proposed. It is possible to develop such an express assessment on the proper provision of fire safety for people, based not on the mathematical calculations themselves, but on the tabular values that can be guided by the specialists who do not have special knowledge.
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来源期刊
Bezopasnost'' Truda v Promyshlennosti
Bezopasnost'' Truda v Promyshlennosti Environmental Science-Environmental Science (miscellaneous)
CiteScore
1.00
自引率
0.00%
发文量
110
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