摘要
在对不规则目标进行打击时,为以最小的代价达成既定的毁伤效果,构建了以弹药精度、毁伤半径以及用弹量为优化参数的弹药优化模型。在模型求解过程中,依据蒙特卡洛原理确定弹药对于突击目标以及民用设施的毁伤面积。通过设定不同子目标的权重并对模型进行求解,得到最佳效费比的弹目匹配方案,为科学决策提供理论依据。
In order to achieve the damage effect at the minimum price,the ammunition optimization model,which is based on the ammunition precision,the damaging radius and the ammunition amount is established when striking the irregular target.In the solving process of the optimization model,the damaging areas of the target and civilian facilities are determined according to Monte Carlo principle.By setting the weights of the sub-targets and solving the optimization model,the optimal weapon target assignment(WTA)schemes providing a theoretical supporting for reasonable decision are obtained.
作者
刘瑛
鲍振峰
温晴川
许红蕊
LIU Ying;BAO Zhen-feng;WEN Qing-chuan;XU Hong-rui(Air Force Command College,Beijing 100091,China)
出处
《指挥控制与仿真》
2022年第6期63-67,共5页
Command Control & Simulation
关键词
不规则目标
弹目匹配
毁伤百分数
蒙特卡洛原理
irregular target
weapon target assignment(WTA)
damaging percentage
Monte Carlo principle
