摘要
针对对付现代日益发展的空袭手段的一种有效方法——弹炮混编防空布势中存在的防空武器种类繁多,兵力分配复杂,难以充分发挥各自效能的问题,建立了非线性规划模型,利用动态规划对该模型进行分析,运用拉格朗日降维法进行降维,将三维降为二维。经防空作战的实例验证该算法不但能将两维降到单维,而且还可以将多维降到单维,能节省计算机的内存使用率,提高仿真计算的速度,符合信息化条件下指挥决策实时化的要求且分配效果较好。
Anti-aircraft gun and missile system is a gooa way to taCKle wire tile uevctopmg mcutou ot tnc an raid. But it needs many kinds of weapons and the assignment of the troops is very difficult. To solve this problem better, modeling a non-linear dynamic programming model, analyzing by dynamic programming and dimensioning in Lagrange method. Testified by an example of air defense, this algorithm not only can reduce two dimensions to one, but also reduce more than two to one. It can save the EMS memory and the time of computing and simulating. It accords with the decision-making requirement under information war and the result is good.
出处
《情报指挥控制系统与仿真技术》
2005年第6期40-42,共3页
Information Command Control System and Simulation Technology
关键词
弹炮混编
非线性规划
拉格朗日降维
anti-aircraft gun and missile system
non-linear dynamic programming
lagrange reduce dimension
