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Machine Repair System with F-Policy, Two Unreliable Servers, and Warm Standbys

机译:机器维修系统与F-polype,两个不可靠的服务器和温暖的备用备用

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This investigation deals with machine repair problems with F-policy and a repair facility that has two unreliable servers and the provision of warm standbys. F-policy implies that when the number of failed machines reaches a maximum capacity K of the system, the next arrival of failed machines is not allowed into the system until the number of failed machines again decreases to a fixed level F. The first server repairs the failed machines as soon as they fail, but the second server starts the repair service only when there are more than a prespecified number of failed machines available in the system to minimize the work load of failed machines in the system. Both servers may be broken down during the repair of failed machines and, after repair, again return to the system for service to the failed machines. We developed a Markov model for the machine repair problem, which consists of the combination of operating and standby machines using the birth-death process. The matrix method is employed to determine the transient probabilities of the number of failed machines in the system, throughput of the system, and some other performance measures. The cost function is also provided for the determination of optimal service rates to depict the system utility at optimum cost.
机译:本调查涉及机器修复与F-POLTY的修复问题和具有两个不可靠的服务器的维修设施以及提供温暖的备用网络。 F-police意味着当失败的机器的数量达到系统的最大容量k时,在系统的失败机器的数量再次减少到固定级别F.第一服务器修理之前,不允许失败机器的下一次到达。失败后,失败的机器失败,但第二个服务器才能在系统中有多个可用的失败机器时启动维修服务,以最大限度地减少系统中失败机器的工作负载。在修理故障计算机的修复期间,两个服务器可能会分解,并且在修复后,再次返回到故障计算机的服务。我们为机器修复问题开发了一个马尔可夫模型,由使用出生死亡过程的操作和备用机器的组合组成。采用矩阵方法来确定系统中失败机器数量,系统吞吐量以及其他一些性能措施的瞬态概率。还提供了成本函数,用于确定最佳的服务速率以在最佳成本下描绘系统实用性。

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