Probabilistic Analysis of Gnedenko System with K- Vacations of a Repairman

机译：修理工K休假的Gnedenko系统的概率分析

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This paper studies the Gnedenko system attended by a repairman with k-vacations. It is assumed that the life of the operating unit and the standby, and the vacation time of the repairman are all exponential distributions, while the repair time of the unit has a general continuous distribution. By using the supplementary variable method, we obtain the explicit expressions of the steady-state availability and the steady-state failure frequency of the system.

机译：本文研究了由k-vacations修理工参加的Gnedenko系统。假定操作单元和备用单元的寿命以及修理工的休假时间都是指数分布，而单元的修理时间则具有一般的连续分布。通过使用补充变量方法，我们获得了系统的稳态可用性和稳态故障频率的显式表达式。

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《CSISE 2011;Conference on computer science, intelligent system and environment》|2012年|p.277-281|共5页
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Jing Cao; Dequan Yue;
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中图分类计算技术、计算机技术;
关键词
supplementary variables approach; multiple adaptive vacations; availability;

机译：补充变量法;多次适应性假期;可用性;

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Probabilistic Analysis of Gnedenko System with K- Vacations of a Repairman

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