REAL TIME STUDY OF A K-OUT-OF-N SYSTEM: N IDENTICAL ELEMENTS WITH INCREASING FAILURE RATES

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SHARIFI MANI; MEMARIANI AZIZ ELAH; NOUR ALSANA R.

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Paper Information

Journal: IRANIAN JOURNAL OF OPERATIONS RESEARCH Year:2009 | Volume:1 | Issue:2 Page(s): 56-67

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Title

REAL TIME STUDY OF A K-OUT-OF-N SYSTEM: N IDENTICAL ELEMENTS WITH INCREASING FAILURE RATES

Author(s)

SHARIFI MANI | MEMARIANI AZIZ ELAH | NOUR ALSANA R. | Issue Writer Certificate

Keywords

RELIABILITY

MARKOV CHAIN

K-OUT-OF-N

G SYSTEM

WEIBULL DISTRIBUTION

Abstract

RELIABILITY models based on MARKOV CHAIN (Except in queuing systems) have extensive applications in electrical and electronic devices. Here, we consider a K-OUT-OF-N:G system with n parallel and identical elements with increasing failure rates (failure rates are Weibull distributed) and non repairable elements. The failure rate of remaining elements increases when some elements fail. The system works until at least k elements work. The system of equations are established and the exact equations are sought for the parameters like MTTF and the probability of system working at the time t . A numerical example is solved to demonstrate the procedure clarifying the theoretical development.

Cites

USING NSGA II ALGORITHM FOR A THREE-OBJECTIVE REDUNDANCY ALLOCATION PROBLEM WITH K-OUT-OF-N SUB-SYSTEMS

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APA: Copy

SHARIFI, MANI, MEMARIANI, AZIZ ELAH, & NOUR ALSANA, R.. (2009). REAL TIME STUDY OF A K-OUT-OF-N SYSTEM: N IDENTICAL ELEMENTS WITH INCREASING FAILURE RATES. IRANIAN JOURNAL OF OPERATIONS RESEARCH, 1(2), 56-67. SID. https://sid.ir/paper/308431/en

Vancouver: Copy

SHARIFI MANI, MEMARIANI AZIZ ELAH, NOUR ALSANA R.. REAL TIME STUDY OF A K-OUT-OF-N SYSTEM: N IDENTICAL ELEMENTS WITH INCREASING FAILURE RATES. IRANIAN JOURNAL OF OPERATIONS RESEARCH[Internet]. 2009;1(2):56-67. Available from: https://sid.ir/paper/308431/en

IEEE: Copy

MANI SHARIFI, AZIZ ELAH MEMARIANI, and R. NOUR ALSANA, “REAL TIME STUDY OF A K-OUT-OF-N SYSTEM: N IDENTICAL ELEMENTS WITH INCREASING FAILURE RATES,” IRANIAN JOURNAL OF OPERATIONS RESEARCH, vol. 1, no. 2, pp. 56–67, 2009, [Online]. Available: https://sid.ir/paper/308431/en

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