摘要
将排队论应用于多防线异类武器防御系统的突防过程分析和突防概率计算。给出了系统状态的通式,在求解稳态方程组的基础上可得到目标对防御系统突防成功的概率,并运用到多防线异类武器防御系统上。在此基础上仿真分析了导弹毁伤概率、火力单元反应时间对突防概率的影响,对防空兵力的优化部署具有重要指导意义。
The queuing theory is applied to muhi-line defense system, which is illustrated to analyze the penetration process and calculate the penetration probability. The general formula for possible state is given , With the solution of the steady-state equations, the penetration probability is obtained, conclusions are used to a multi-line defense system,with which the influence of missile exeeution and reactive time of the fire unit to deal with the penetration probability is analyzed.It is important for the optimize disposition of the defense force.
出处
《微计算机信息》
2012年第4期15-16,19,共3页
Control & Automation
关键词
排队论
多道防线
防空作战
突防概率
queuing theory
multi-line defense
air defense combat
penetration probability
