OPTIMALITY ISSUES IN A SERIES SYSTEM FROM MANUFACTURERS PERSPECTIVE CONSIDERING BURN-IN AND WARRANTY PERIODS
Öz
Reliability engineers generally have to deal with systems that consist of some components in series and others inparallel. Reliability of a series system can be calculated by multiplying the reliability of individual elements in that system.Failure rate of many deteriorating systems shows a bathtub shape curve. The aim of this paper is to find the average totalcost of a series system, from a manufacturer’s point of view, during the first two phases of its life; considering optimalityissues for burn-in and warranty periods. Numerical illustration is provided to show the applicability of the model
Anahtar Kelimeler
Series System deteriorating system renewing warranty burn-in optimization
Kaynakça
- B. Dhillon, “A hazard rate model”, IEEE Transactions on Reliability, Vol. 28, pp.150, 1979.
- K. M. Jung, M. Park, and D. H. Park, “Optimal maintenance replacement–repair warranty”, Applied Stochastic Models in Business and Industry, Volume 28, pp.607–614, 2012. for non-renewing
- K. M. Jung, M. Park, and D. H. Park, “System maintenance cost dependent on life cycle under renewing warranty policy”, Reliability Engineering & System Safety, Volume 95, pp.816-821, 2010.
- K. O. Kim, and W. Kuo , “Optimal burn-in for maximizing reliability of repairable non-series systems”, Research, Volume 193, pp.40-151, 2009.
- Y. M. Kwon, R. Wilson, and M. H. Na, “Optimal burn-in with random minimal repair cost”, Journal of the Korean Statistical Society, Volume 39, pp.245-249, 2010.
- E. Moghimihadji, and A. Rangan, “Optimal burn-in, warranty , and maintenance decisions in system design”, International Journal of Modelling in Operations Management, Vol. 2, pp.266-278, C. Su, and J. Shen , “Analysis ofextended warranty policies with different repair options”, Engineering Failure Analysis, Volume 25, pp.49- , 2012.
- H. Vahdani, S. Chukova, and H. Mahlooji, “On optimal replacement-repair policy for multi-state deteriorating replacement warranty”, Computers & Mathematics with Applications, Volume 61, pp.840-850, 2011.
Öz
Kaynakça
- B. Dhillon, “A hazard rate model”, IEEE Transactions on Reliability, Vol. 28, pp.150, 1979.
- K. M. Jung, M. Park, and D. H. Park, “Optimal maintenance replacement–repair warranty”, Applied Stochastic Models in Business and Industry, Volume 28, pp.607–614, 2012. for non-renewing
- K. M. Jung, M. Park, and D. H. Park, “System maintenance cost dependent on life cycle under renewing warranty policy”, Reliability Engineering & System Safety, Volume 95, pp.816-821, 2010.
- K. O. Kim, and W. Kuo , “Optimal burn-in for maximizing reliability of repairable non-series systems”, Research, Volume 193, pp.40-151, 2009.
- Y. M. Kwon, R. Wilson, and M. H. Na, “Optimal burn-in with random minimal repair cost”, Journal of the Korean Statistical Society, Volume 39, pp.245-249, 2010.
- E. Moghimihadji, and A. Rangan, “Optimal burn-in, warranty , and maintenance decisions in system design”, International Journal of Modelling in Operations Management, Vol. 2, pp.266-278, C. Su, and J. Shen , “Analysis ofextended warranty policies with different repair options”, Engineering Failure Analysis, Volume 25, pp.49- , 2012.
- H. Vahdani, S. Chukova, and H. Mahlooji, “On optimal replacement-repair policy for multi-state deteriorating replacement warranty”, Computers & Mathematics with Applications, Volume 61, pp.840-850, 2011.
Ayrıntılar
| Diğer ID | JA27MA59UD |
|---|---|
| Bölüm | Makaleler |
| Yazarlar | |
| Yayımlanma Tarihi | 1 Haziran 2013 |
| Yayımlandığı Sayı | Yıl 2013 Cilt: 3 Sayı: 1 |