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本文研究一个典型的批到达可修排队系统ＭＸ／Ｇ（／Ｈ）／１．记号（Ｍ／Ｈ）表服务台寿命服从指数分布，而其修理时间为一连续型分布．利用向量马氏过程方法，我们得到了它的明态解．特别是发现了服务台的可靠性指标仅依赖于可修排队系统的空闲概率，或等价地仅依赖于它的忙期和忙循环
This paper studies a typical batch arrival repairable queuing system MX / G (/ H) / 1. Mark (M / H) Table Service Desk life obeys exponential distribution, and its repair time is a continuous distribution. Using the Markov process of vectors, we obtain its explicit solution. In particular, it has been found that the reliability index of the service desk only depends on the idle probability of a repairable queuing system or equivalently depends only on its busy periods and busy cycles