基于协同作战的兵力损耗兰彻斯特方程  

Force Loss Lanchester Equation Based on Cooperative Engagement

作　　者：彭文成[1] 周电杰[1] 张文[1] 

机构地区：[1]装甲兵工程学院装备指挥与管理系,北京100072

出　　处：《运筹与管理》2009年第3期128-131,共4页Operations Research and Management Science

摘　　要：为探讨兰彻斯特方程在协同作战条件下的新形式,加强对现代作战的定量分析,对协同作战概念、增效原理和协同作战基本要素进行了分析,引入协同影响因子的概念,并利用加和形式量化协同影响项,建立了基于协同作战的兰彻斯特作战方程。并对作战方程进行了求解,得出作战体系内部的协同能弥补战斗力的不足,对战斗结果具有重要影响。For the sake of discussing the new form of Lanchester equation in cooperative engagement, and strengtheing the quantitative analysis for modern engagement, this paper analyses the concept of cooperative engagement, effect-raising theory and the basic factors of cooperative engagement, introduces the cooperation effect gene, quantizes cooperation effect item by adding format, and builds Lanchester equation based on cooperative engagement. Then it gives an example with analysis, which indicates that cooperation can offset battle effectiveness and affect the combat result actively.

关 键 词：协同作战 兰彻斯特方程 加和形式 平方律 

分 类 号：E911[军事]