基于双目标双矩阵对策的水面舰艇火力分配研究  

Warship Formation Firepower-assignment Based on Double Objective Dual Matrix Game

作　　者：施君杰[1] 宋业新[1] 

机构地区：[1]海军工程大学理学院,武汉430033

出　　处：《计算机与数字工程》2016年第3期449-453,共5页Computer & Digital Engineering

摘　　要：在海上水面舰艇多冲突复杂环境下,为了提高作战效能,针对作战双方的毁伤效能和打击时间两个目标进行研究,根据给定的毁伤效能和打击时间双目标的定义得到双方对抗下的目标支付函数,通过建立水面舰艇火力分配的双目标双矩阵对策模型,运用熵权法对对策模型中的双目标进行分析处理,将双目标双矩阵对策模型转化为单目标双矩阵对策,寻求纳什均衡解进而得出双目标条件下的最优火力分配策略,最后论文进行了仿真计算,所得结果说明了该模型具有一定的实用性和推广价值。In the warship formation multi-conflict complex situation on the sea,in order to improve the operational effectiveness,the damage effectiveness and strike time of two targets are researched.According to the definition of the given damage efficiency and strike time,the target payment function is obtained.Through building the double objective matrix game model of surface vessel firepower-assignment,using the Entropy weight method,the aggregation model can be solved by transforming it into a single objective double matrix game.The Nash equilibrium solution is seeken to get the best firepower-assignment strategy of double objective.At last the simulation result shows that the sequential game has practicability and popularization value.

关 键 词：水面舰艇 火力分配 双目标双矩阵对策 纳什均衡 

分 类 号：O225[理学—运筹学与控制论]