摘要
本文研究两个不同型部件和一个修理工组成的冷储备系统。在两部件的寿命和修理时间分布皆为一般连续型分布,部件1具有p_1优先使用权和p_2优先修理权的假定下,利用向量马氏过程理论和方法,导出了系统可靠性和可用性指标的明显表达式。
This paper deals with a two-dissimilar-unit cold standby system, in which unit 1 has priority probability p1 and p2 in getting work and repair, respectively. Assume that the lifetime and repair time distributions are general continuous distributions. By forming a Vector Markov Process,we obtain the general explicit expressions for the pointwise and steady-state indices of the system.
