Abstract
Reliability of a complex system under priority repair disciplines viz. head of line, preemptive resume and preemptive repeat repair disciplines have been considered. Mathematical models have been developed to find the probability of system being in up-state and down-state. Supplementary variable technique and discrete transforms have been used in solving the problem.
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Govil, A. K. and Kumar, Santosh: “Stochastic Behaviour of a Complex System under priority Repair” to appear in “camputing” Germany.
Gaver, D. P.: “Time to failure and availability of parallelled systems with repair”. IEEE Transactions on Reliability, Vol. R-12, 2 (1963).
Jaiswal, N. K. and Triuvengadam: “Simple machine interference with two type of failures”. Opns. Res, 11, 624–636 (1963).
Kelson, J. and Kooharian, A.: “On a time dependence queuing Processes”. Ann. Math. Stat, 31, 104–112 (1960).
Natrajan, R.: “Long-run availability of a parallelled Systems”. Matrika, Vol. 13, pp. 104–122 (1968).
Natrajan, R.: “Assignment of priority in improving system reliability”. IEEE Transactions on Reliability, Vol. R-16, (Dec 1967).
Prakash, Surya and Kumar, Santosh: “Stochastic Behaviour of a standby redundant complex system with imperfect switching over device”. To appear in “camputing”, Germany.
Takas, L: “Introduction to the theory of Queues”. Oxford University Press (1962).
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Govil, A.K. Operational readiness of a complex system under priority repair disciplines. Trab. Estad. Invest. Oper. 21, 81–100 (1970). https://doi.org/10.1007/BF03028508
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DOI: https://doi.org/10.1007/BF03028508