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A vacation queuing model with service breakdowns

机译:服务中断的休假排队模型

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In this paper we analyze a multiple-vacation queuing model, where he service station is subject to breakdown while operation. Service resumes immediately after a repair process, and a vacation starts at the end of each busy period. Arrivals follow a Poisson process with rates depending upon the system state, namely, vacation, service, or breakdown state. The repair times, times to breakdown following a repair or vacation, uninterrupted service times, and length of each vacation follow exponential distributions. Some results are also obtained when vacation, service, and repair times follow phase-type distributions.
机译:在本文中,我们分析了一个多休假排队模型,其中服务站在运行时会发生故障。维修过程完成后,服务将立即恢复,并且在每个忙碌时段结束时开始休假。到达遵循泊松过程,其速率取决于系统状态,即休假,服务或故障状态。维修时间,维修或休假后的故障时间,不间断的服务时间以及每个休假的时间均遵循指数分布。当休假,服务和维修时间遵循阶段类型的分布时,也会获得一些结果。

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