1. STOCHASTIC ANALYSIS OF A COMPLEX REPAIRABLE SYSTEM WITH A CONSTRAIN ON THE NUMBER OF REPAIRS.
- Author
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Bhat, K. Shankar and Simon, Miriam Kalpana
- Subjects
- *
STOCHASTIC analysis , *RELIABILITY in engineering , *REPAIR & maintenance services - Abstract
Reliability characteristics of repairable systems have been studied in the past in great detail by numerous researchers. Their findings are based mainly on the significant assumption that the repairs are carried out by one or more repair facilities, and the process of repair renews the functional behavior of the components or units in the system. In other words, the statistical properties of the components or units can be restored by carrying out the repair upon failure. This means that failed units may be treated "as good as new" after each repair. In many practical situations we observe that in the process of making a unit as good-as-new, considerable damage will be done to the operational ability of the repair facility, which may reflect upon the repair rates of the units in subsequent repairs. Intuitively, we expect that the average repair time of a unit to increase after each repair. This paper makes an attempt to incorporate these concepts in a two unit warm standby redundant system in which the efficiency, equivalently, repair capacity of the repair facility decreases upon each repair. Subsequently, the process of repair may not contribute significantly in improving the system reliability. In order to increase the system reliability and that the system might be available in the long run, an optimum replacement of the repair facility in terms of the mean time to system failure (MTSF) is suggested. [ABSTRACT FROM AUTHOR]
- Published
- 2024