单兵种对多兵种混合作战的兵力分配策略  

Research on Forces Allocation Strategy of Single-Service Arms Against Multiple-Service Arms Hybrid Operations

作　　者：黄力伟[1] 许品刚[1] HUANG Liwei;XU Pingang(Department of Ship Command Dalian Naval Academy,Dalian 116018,China)

机构地区：[1]海军大连舰艇学院舰船指挥系,辽宁大连116018

出　　处：《火力与指挥控制》2022年第10期103-107,共5页Fire Control & Command Control

摘　　要：如何在作战过程中确定兵力分配策略是作战指挥决策的重要问题。以兰切斯特方程为依据,建立单兵种对多兵种混合作战微分对策模型,得出交战双方的兵力分配最优策略和平局条件,提出混合作战模式的交战强度概念,指出单兵种一方应基于不同类型作战模式的交战强度来确定兵力分配的最优策略。为动态对抗作战过程中兵力分配策略的制定提供参考。How to determine the forces allocation strategy during the combat process is an important issue for combat command decision-making.Based on Lanchester’s Equations,a differential game model of single-service arms against multiple-service arms hybrid operations is established,the optimal forces allocation strategy and the tie conditions of the two belligerent parties are proposed,the concept of belligerent intensity of hybrid combat mode is given.It is pointed that one party of single-service arms should determine the optimal strategy of forces allocation strategy based on the belligerent intensity of combat mode for different types.The reference for making forces allocation strategy in dynamic confrontation combat process.

关 键 词：兵力分配 最优策略 交战强度 微分对策 

分 类 号：O225[理学—运筹学与控制论] E839[理学—数学]