摘要
对于配发兵力大于需求时的情形,可将所配发设备分为等于需求和多出需求两部分。对于等于需求的的那部分兵力,建立多目标规划模型并采用并列选择法对模型进行求解;对于多出需求的的那部分兵力,主要作为预备兵力使用,建立优化模型并通过矩阵元素剔除法及粒子群算法对模型进行求解。
In this article,the troops can be divided into two parts of equal to the demand and extra demand when troops is greater than demand. For the part of the force is equal to the demand,the Multi-objective programming model is established and uses tied for choice method to solve. For the part of the force is extra demand,setpoint and completely corresponding are optimized,the optimization model is established and uses matrix element strip method and particle swarm optimization to solve.
出处
《火力与指挥控制》
CSCD
北大核心
2015年第12期31-35,共5页
Fire Control & Command Control
基金
国家自然科学基金资助项目(KY09016)
关键词
大于需求
原则量化
优化模型
并列选择法
矩阵原则剔除法
greater than demand
quantitative the principles
optimization model
tied for choice
matrix element strip