节点文献
开环可重入生产系统的排队网络模型及求解算法
Queueing Models of Open Re-entrant Lines and the Solutions
【摘要】 将开环可重入生产系统的模型化成非线性矩阵方程可解的形式 ,在此基础上研究系统在随机调度策略下的不可约性。对缓冲区半无限系统的稳态分布求解表明 ,非线性矩阵方程理论是研究可重入生产系统稳态性能的有效方法
【Abstract】 Queueing network models of re-entrant lines are developed, and are converted to the canonical forms that are solvable by non-linear matrix equations. Irreducibility of such systems is studied. A system with semi-infinite buffer capacities is solved in terms of static distribution. Numerical results show that theories about non-linear matrix equations are effective for analyzing static performances of re-entrant lines.
【关键词】 可重入生产系统;
非线性矩阵方程;
多级排队网络;
【Key words】 re-entrant lines; non-linear matrix equations; multiclass queueing networks;
【Key words】 re-entrant lines; non-linear matrix equations; multiclass queueing networks;
【基金】 国家自然科学基金项目!(6 96 35 0 30 )
- 【文献出处】 控制与决策 ,CONTROL AND DECISION , 编辑部邮箱 ,2000年02期
- 【分类号】TP271.74
- 【被引频次】9
- 【下载频次】152