Abstract

Many authors have studied the effectiveness of a redundant system under two or three types of failure under the assumption that such failures are repairable. Little attention is paid on whether such repair act ion can restore the system operating condition to as good as new (perfect repair) and the effect of such perfect repair on the system performance. In this study, various measures of system effect iveness such as mean time to system failu re (MTSF), steady state availability, busy period and profit function of a 2-out-of-3 repairable system with perfect repair are analy zed using Kolmogorov's forward equation method. Some particular cases have been discussed graphically. The results have indicated that perfect repair action plays a v ital ro le on system performance. Simu lations results show that perfect repair is important part icularly in increasing mean time to system failure, availability and system performance as a whole.

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