TIME TO FAILURE FOR A “K PARALLEL R-OUT-OF-N" SYSTEM
A "k parallel r-out-of-n:F" system is structured with "k" parallel subsystems where each subsystem will function if at least "r" out of "n" components function within each subsystem. The time-to- failure distribution for "k parallel r-out-of-n:F" sys...
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| Published in | International journal of modelling & simulation Vol. 30; no. 4; p. 1 |
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| Main Authors | , , |
| Format | Journal Article |
| Language | English |
| Published |
Calgary
Taylor & Francis Ltd
2010
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| Subjects | |
| Online Access | Get full text |
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| Abstract | A "k parallel r-out-of-n:F" system is structured with "k" parallel subsystems where each subsystem will function if at least "r" out of "n" components function within each subsystem. The time-to- failure distribution for "k parallel r-out-of-n:F" systems is developed providing for both the probability density function and cumulative distribution function. This allows one to find any quantile of the time-to-failure distribution to predict when the system should fail for a given probability level. The method is easy to implement using a well-known spreadsheet function for the Beta distribution. [PUBLICATION ABSTRACT] |
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| AbstractList | A "k parallel r-out-of-n:F" system is structured with "k" parallel subsystems where each subsystem will function if at least "r" out of "n" components function within each subsystem. The time-to- failure distribution for "k parallel r-out-of-n:F" systems is developed providing for both the probability density function and cumulative distribution function. This allows one to find any quantile of the time-to-failure distribution to predict when the system should fail for a given probability level. The method is easy to implement using a well-known spreadsheet function for the Beta distribution. [PUBLICATION ABSTRACT] |
| Author | Kostandyan, Erik E. Houshyar, Azim Lamberson, Leonard R. |
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| Title | TIME TO FAILURE FOR A “K PARALLEL R-OUT-OF-N" SYSTEM |
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