基于SD的信息化防御作战中兰彻斯特方程  

Study on Information Defensive Battle Lanchester Equation Based on SD

作　　者：卞立新 罗兴柏[1] 刘国庆[1] 甄建伟[1] BIAN Li-xin;LUO Xing-bai;LIU Guo-qing;ZHEN Jian-wei(Ordnance Engineering College,Shijiazhuang 050003,China)

机构地区：[1]军械工程学院,石家庄050003

出　　处：《火力与指挥控制》2016年第12期105-107,112,共4页Fire Control & Command Control

摘　　要：在对信息化条件下的防御作战进程分析的基础上,增加信息因素和兵力补充速度对经典的兰彻斯特方程进行改进。通过引入系统动力学方法,构建了信息化条件下的防御作战进程的系统动力学模型,利用系统动力学方法来对改进的兰彻斯特方程进行求解。仿真结果证明了系统动力学在解决复杂兰彻斯特方程中的优越性。On the basis of analysis defensive combat processes under conditions of information,information factors and the forces speed to improve classical lanchester equation are added. Make up the defensive combat processes system dynamics model under conditions of information,according the method of system dynamics,the improved lanchester equation is solved by using system dynamics method. From the example,the advantage of computing complex lanchester equations with system dynamics can be found.

关 键 词：系统动力学 兰彻斯特方程 信息化作战 

分 类 号：E91[军事]