摘要
针对迂回战斗的战术特点 ,对迂回兵力和迂回时机的选择进行了深入分析 ,建立了选择迂回兵力和确定迂回时机的数学模型 ;用 Mathematica软件编程实现了迂回战斗的模拟 ;并结合具体的实例 ,定量地分析了迂回速度与迂回过程中的隐蔽对最佳迂回兵力、迂回时机的选择及我方最终剩余兵力的重要影响。为指挥员科学运用迂回战术手段提供了一种辅助决策方法。
This paper analyzes the choice of outflanking force and opportunity based on the characteristics of the tactics and constructs mathematical models how to define the outflanking force and opportunity,succeeds in simulating the process of the outflanking combat by applying the mathematic software,In connection with concrete example,analysis the important infulence of the velocity of outflanking and the concealment of the outflanking process on the choice of outflanking force,outflanking opportunity,and the remnant force quantitatively.It provides commanders with accessorial decision making on how to apply this tactics reasonably.
出处
《火力与指挥控制》
CSCD
北大核心
2002年第z1期16-18,共3页
Fire Control & Command Control
关键词
迂回战术
兰切斯特方程
兵力
辅助决策
outflanking tactics,lanchester equation,force,accessorial decision making
