摘要
空军是现代战争的一个关键要素，作战飞机则是空中力量的主要武器．以战役优势参数作为目标函数，采用带约束的复合形优化方法，对空军的作战飞机武器系统装备进行了非线性规划，寻求在如装备数量和采购预算等限制条件下的最优配置．算例表明所用数学模型和方法正确有效。
The air force is one of the key elements in modern warfare and its main weapons are combat aircraft. Taking the campaign superiority parameter as objective function, a nonlinear programming for the combat aircraft weapon systems of air force was completed by using the complex method with constrains. The optimal collocation of the military airplanes under the limitations of equipping quantity and purchasing budget was worked out. An example indicates that the used mathematical models, method and arithmetic are correct and effective. It also shows that the established software system is quite practical and applicable. An explanation of the calculated results and evaluations for complex method and the software system were summed up in the conclusion.
出处
《北京航空航天大学学报》
EI
CAS
CSCD
北大核心
1999年第5期546-549,共4页
Journal of Beijing University of Aeronautics and Astronautics
