基于毁伤效能的防空旅装备编配数量优化研究  

Research on optimization of equipment allocation quantity of air defense brigade based on damage efficiency

作　　者：董恩志 程中华 杜敏 DONG Enzhi;CHENG Zhonghua;DU Min(Army Engineering University of PLA,Shijiazhuang 050003,China)

机构地区：[1]陆军工程大学石家庄校区,石家庄050003

出　　处：《兵器装备工程学报》2022年第11期173-179,共7页Journal of Ordnance Equipment Engineering

基　　金：军事类研究生资助课题(JY2020C124)。

摘　　要：针对防空旅作战装备体系中装备数量与毁伤效能之间变化规律难以准确掌握的问题,基于防空旅装备体系构成与作战运用,在计算装备全概率的基础上,得出了装备数量与装备毁伤效能的变化关系方程式,定量描述了装备数量与装备毁伤效能的变化关系。结合防空旅装备体系毁伤效能评估指标体系分析该方程式,推导出了装备在具有最高效能时所需要的装备数量计算方程组。算例分析中,运用所提出的方法分别计算得出毁伤效能最大时的4组雷达装备数量、防空导弹装备子系统数量和高炮装备子系统数量组合为(2,1,3)、(3,1,4)、(4,1,6)、(5,2,30),且该方法可靠性与实用性强、计算过程简单。Aiming at the problem that it is difficult to accurately grasp the change law between equipment quantity and damage efficiency in the combat equipment system of the army air defense brigade,based on the composition and combat application of the equipment system of the army air defense brigade,and based on the calculation of the full probability of equipment,the change relationship equation between equipment quantity and equipment damage efficiency was obtained,and the change relationship between equipment quantity and equipment damage efficiency was described quantitatively.Combined with the damage effectiveness evaluation index system of the equipment system of the army air defense brigade,this equation was analyzed,and the calculation equations of the number of equipment required when the equipment has the highest efficiency were derived.In the example analysis,the number of four groups of radar equipment,air defense missile equipment subsystems and the anti-aircraft artillery equipment subsystems with the maximum damage efficiency were calculated as(2,1,3),(3,1,4),(4,1,6),(5,2,30)using the proposed method.The method has strong reliability and practicability and simple calculation process.

关 键 词：防空装备 装备编配 毁伤效能 装备体系 防空旅 

分 类 号：TJ02[兵器科学与技术—兵器发射理论与技术] E917[军事]