消防救援卫戍部队作战群信息保障数学模型

N. Rozhkova, Andrei A. Strakholes
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引用次数: 0

摘要

在突发事件(消防)中,在其发生和发展的不确定条件下,支持管理决策对于组织参与消防的作战单位的力量和资源的优化分配以及管理者的知识是必要的。我们的研究过程仅限于火灾的情况。考虑到灭火卡中的数据并不总是与发生火灾的物体的状态一致,以及火灾传播方向的不可预测性,在这种情况下,决策者会组织工作以获取可靠的信息。这些特征使我们能够将发生火灾的物体视为一个复杂的系统。在这种情况下,运营集团作为一个管理实体,信息和分析支持的主要困难在于,在第一阶段,运营集团中的决策者在没有完整可靠信息的情况下组织其澄清。通过正确的工作组织,特遣部队确保在解决作战任务时最大限度地利用俄罗斯紧急情况部的单位。同时,它可以在收到紧急事件发生通知时,以及在行动单位前往指定区域的途中收集有关紧急事件的信息。考虑了在不同时期的行动情况下决定文件发展的问题,并分别强调了灭火过程中行动组决策者的行动。该数学模型利用了连续马尔可夫过程的性质,对系统从“着火”状态到“灭火”状态的过渡进行了建模。Kolmogorov微分方程组的解决定了任务组中决策者能力的概率特征。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
MATHEMATICAL MODEL OF INFORMATION SUPPORT FOR OPERATIONAL GROUPS OF THE FIRE AND RESCUE GARRISON
Support for management decision-making in emergencies (firefighting), in uncertain conditions of its occurrence and uncertainty of its development is necessary for the organization of optimal distribution of the forces and resources of operational units involved in firefighting, and the knowledge of the Manager. The process of our research is limited only to the case of fire. Taking into account the fact that the data in the fire-extinguishing card does not always coincide with the state of the object where the fire occurred and the unpredictability of the direction of fire propagation, the decision-maker in this situation will organize work to obtain reliable information. These features allow us to consider the object where the fire occurred as a complex system. In this case, the main difficulty of information and analytical support for operational groups, as a management entity, is that at the first stage, the decision-maker in the operational group, without having complete reliable information, organizes its clarification. With the correct organization of their work, the task force ensures maximum efficiency of using the units of the Ministry of emergencies of Russia, when solving their combat tasks. At the same time, it can collect information about an emergency when it receives a notification of its occurrence, as well as on the way of the operational units to the specified area. The issues that determine the development of documents in different periods of the operational situation are considered, and the actions of the decision-maker in the operational group during fire extinguishing are highlighted separately. In this mathematical model, in which the transition of the system from the state of “fire occurrence” to the state of “fire extinguished” is modeled, the properties of a continuous Markov process are used. The solution of Kolmogorov’s system of differential equations determines the probability that characterizes the competence of the decision-maker in the task force.
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