带有转换时间和阈值的非抢占优先权排队模型  

Non-Preemptive Priority Queueing Models with Changeover Times and Switching Threshold

作　　者：邓永录[1] 宋世斌[1] 谭纪青 

机构地区：[1]中山大学数学与计算科学学院,广州510275

出　　处：《应用数学与计算数学学报》2001年第2期28-40,共13页Communication on Applied Mathematics and Computation

摘　　要：在[3]中,我们研究了在抢占规则下带有转换时间和阈值的两类顾客优先权排队系统.本文就非抢占情形对这样的系统作进一步的研究,同样求出两类顾客队长的稳态联合概率母函数.籍助这些母函数可求出诸如平均队长这样一些重要的系统性能指标.A single-server two-queue priority queueing system with changeover times and switching threshold was studied for the case of preemptive discipline in [3]. We now go further into the study of this system for the non-preemptive case, and also obtain the steady joint probability generating function of the lengths of two queues. By means of this generating function some important performance measures of the system such as mean length of queue can be calculated.

关 键 词：优先权排队模型 转换时间 转换阈值 非抢占规则 

分 类 号：O226[理学—运筹学与控制论]