摘要
本文中研究了一个带有启动时间的Geom/Geom/1多重工作休假排队模型。服务台在休假期间,不停止服务,而是以较低的服务率为顾客提供服务。运用拟生灭过程和矩阵几何解的方法,给出了该模型的稳态队长分布,并求出了平均队长以及顾客的平均逗留时间。
A Geo/Geo/1 queue model with Set - up Time and Working Vacations is studied. The server works at a lower rate rather than completely stops service during the vacation time. Using quasi - birth - death and matrix - geometric solution method, the steady - state distributions for queue size is given. Additionally, we obtain the average number of the customers and the average sojourn time of a customer in the stationary state.
出处
《数学理论与应用》
2011年第3期39-43,共5页
Mathematical Theory and Applications
关键词
工作休假
启动时间
平均队长
平均逗留时间
Working vacations Set - up time Geometric solution Average sojourn Average numbei
