摘要
针对弹炮结合防空武器系统如何配置才能发挥最佳末端防护能力问题,首次提出基于掩护面积的优化配置。以弹炮结合防空武器系统在作战部署中常用的圆形配置为研究对象,建立以掩护空间在地面的投影面积为特征参量的数学模型;根据配置模型表现出的掩护区域重叠范围的相异性特征,运用蒙特卡洛方法,构造融合累积型、分布型特征于一体的导弹和高炮系统掩护面积计算推理规则机,给出模拟算法和计算步骤;结合仿真实验,仿真计算了圆形均匀配置、圆形非均匀配置、圆形主从配置的掩护面积,直观评估了各类型配置下的掩护效能和优缺点,为弹炮结合防空武器系统作战运用与配置选择提供决策支持。
Aim to configure and play the best terminal protection of integrated missile-gun air defense weapon system,the optimal configuration based on cover area was proposed for the first time.the circular configuration model commonly used in combat was taken as the research object,and a mathematical model to the projected area of cover space on the ground was established as the characteristic parameter.According to the dissimilarity characteristics of the overlapping cover area shown in the configuration models,Monte-Carlo method was applied into the consistent accumulated and distributed pattern inference rule mechanism for cover area calculation of integrated missile-gun air defense weapon system was constructed,and the simulation algorithm and calculation steps were given.Combined with simulation experiment,the cover area of circular uniform configuration,circular non-uniform configuration,circular master-slave configuration were separately calculated and analyzed,and evaluated the protection efficiency and relative merits in different configuration,providing decision reference for the operational configuration of the integrated missile-gun combined air defense weapon system.
作者
杨志宏
王凤山
郭子曜
YANG Zhihong;WANG Fengshan;GUO Ziyao(Field Engineering College, Army Engineering University of PLA, Nanjing 210007,China)
出处
《探测与控制学报》
CSCD
北大核心
2021年第2期86-93,共8页
Journal of Detection & Control
基金
全军军事类研究生资助课题(JY2020C120)。
关键词
弹炮结合防空武器系统
掩护面积
蒙特卡洛方法
优化配置
圆形配置
integrated missile-gun air defense weapon system
cover area
Monte-Carlo method
optimal configuration
circular configuration
