基于排队论的装备保障最优化  

Optimizing Armament Support Based on Queuing Theory

作　　者：肖慧鑫[1] 王静滨[1] 陈慧明[1] 

机构地区：[1]防空兵指挥学院研究生管理大队,河南郑州450052

出　　处：《兵工自动化》2006年第7期14-15,18,共3页Ordnance Industry Automation

摘　　要：装备保障中损失费用指标的最优化,以M/M/c/∞/m型排队系统理论为基础。即当修理工一定时,求所能保障装备数的最优值;或当保障装备一定时,求需要修理工的最优值。该最优化通过建立系统状态标记图,由稳定状态下的状态概率求出其它数量特征。然后分别采用边际分析法及穷举法,确定不考虑及考虑可靠性条件的最优化。Based on queuing system theory of M/M/c/∞/m model, optimization for damage expense index in armament support was carried out. That is, when the number of repairman was certain, to evaluate the numerical value of the number of the ensured armament; or when the number of the ensured armament was certain, to evaluate the numerical value of the number of the needed repairman. This optimization set up sign chart; evaluated other amount character by status probability in the state of stabilization. Then, it took marginal analytical method and utter citing method to evaluate optimization in the condition of calculating reliability.

关 键 词：装备保障 最优化 排队系统 

分 类 号：E237[军事—军事理论] TP273.1[自动化与计算机技术—检测技术与自动化装置]