机载武器及其运用方案优化选择建模与仿真

Modeling Simulating of Optimization Choice of Aerial Weapons and Their Application Schemes

提出了一种机载武器及其运用方案优化选择的数学模型,用以根据作战任务条件和目标,对地面机载武器挂载进行规划以及为作战中机载武器对目标的分配进行决策。该数学模型包括以下几个子模型:武器运用方案条件指数,武器运用方案性质,武器存在、完好性及准备性,武器运用方案相对有效性,最优武器运用方案的形成。基于模型在Matlab/Simulink平台下编制仿真软件并进行算例仿真,仿真结果表明机载武器及其运用方案优化选择数学模型能自动的确定出最优的武器及其运用方案。该模型为自主智能式的机载武器发射控制研究给出了一种新思路。

The mathematic model of optimization choice of aerial weapons and their application schemes was established, and according to condition and goal of combat mission, the model could be used for programming of aerial weapons suspension on the ground and decision-making of weapon-target assignment in the combat. The model includes several submodels as following： the condition index of weapons application schemes, the property of weapons application schemes, the weapons existence and their status, the relative validity of weapons application schemes, the formation of the optimal weapon application scheme. Based on the model utilizing the Matlab/Simulink toolbox simulation software was compiled and a typical simulation example was offered, the simulation result indicates that the model can automatically make certain the optimal weapon and its application scheme. The model gives a new thought for research of independent and intelligent launch control of aerial weapons.