Optimization of age replacement policy Using reliability based heuristic model

Journal of Scientific and Industrial Research

Volumn 68, Issue 8, 2009, Pages 668-673

  Mahdavi, Mojtaba ^a   Mahdavi, Mohamad ^a  

^a ISLAMIC AZAD UNIVERSITY   (Iran)

Author keywords

Corrective replacement; Hazard function; Preventive replacement; Reliability

Indexed keywords

AGE REPLACEMENT POLICY; CORRECTIVE REPLACEMENT; DECISION MAKING MODELS; DENSITY FUNCTIONS; HAZARD FUNCTION; HEURISTIC MODEL; INDUSTRIAL MACHINES; NEW MODEL; PREVENTIVE REPLACEMENT; SYSTEM RELIABILITY; WEIBULL;

HEURISTIC METHODS; MATHEMATICAL MODELS; RELIABILITY;

WEIBULL DISTRIBUTION;

DECISION MAKING; INDUSTRIAL POLICY; NUMERICAL MODEL; OPTIMIZATION; RELIABILITY ANALYSIS; REPLACEMENT; WEIBULL THEORY;

EID: 70349682579     PISSN: 00224456     EISSN: None     Source Type: Journal    
DOI: None     Document Type: Article

References (31)

1. Mun Jung Ki, Sung Sil Han and Dong Ho Park, Optimízation of cost and downtime for replacement model following the expiration of warranty, Reliab Eng Sys Safety, 93 (2008) 995-1003.
2. Tsai Y-T, Wang K-S and Teng H-Y, Optimizing preventive maintenance for mechanical components using genetic algorithms, Reliab Eng Sys Safety, 74 (2001) 89-97.
3. Lie C H and Chun Y H, An algorithm for preventive maintenance policy, IEEE Trans Reliab, 35 (1986) 71-75.
4. Jayabalan V and Chudhuri D, Cost optimization of maintenance scheduling for a system with assured reliability, IEEE Trans Reliab, 41 (1992) 21-25.
5. Barlow R E and Hunter L C, Optimum preventive maintenance policies, Oper Res, 8 (1960) 90-100.
6. Sheu S-H, A generalized age and block replacement of a system subject to shocks, Euro J Opel Res, 108 (1998) 345-362.
7. Esary J D, Marshall A W and Proschan F, Shock models and wear process, Ann Prob, 1 (1973) 627-649.
8. (Pubitemid 13605209) Boland P J and Proschan F, Optimum replacement of a system subject to shocks, Oper Res, 31 (1983) 697-704.
9. Block H W, Borges W S and Savits T H, A general age replacement model with minimal repair, Naval Res Logistics, 35 (1988) 365-372.
10. Sheu S H, Yeh R H, Lin Y B and Juang M G, A Bayesian perspective on age replacement with minimal repair, Reliab Eng Syst Safety, 65 (1999) 55-64.
11. (Pubitemid 30368874) Satow T K, Teramoto, S and Nakagawa T, Optimal replacement policy for a cumulative damage model with time deterioration,. Math Comp Modeling, 31 (2000) 313-319.
12. Qian C, Nakamura S and Nakagawa T, Replacement and minimal repair policies for a cumulative damage model with maintenance, Comp Math with Appl, 46 (2003) 1111-1118.
13. Flynn J and Chung C-S, A heuristic algorithm for determining replacement policies in consecutive k-out-of-n systems, Comp Oper Res, 31 (2004) 1335-1348.
14. Hwang F K, Fast solutions for consecutive k-out-of-n: F system, IEEE Trans Reliab, 31 (1982) 447-448.
15. Park K S, Optimal number of minimal repairs before replacement, IEEE Trans Reliab, 28 (1979) 137-140.
16. Kijima M, Some results for repairable system with general repair, J Appl Probab, 26 (1989) 89-102.
17. (Pubitemid 23713204) Makis V and Jardine A, A note on optimal replacement policy under general repay, Euro J Oper Res, 69 (1993) 75-82.
18. Jardine A K S, Maintenance, Replacement and Reliability (John Wiley, New York) 1973.
19. Jardine A K S, Banjevic D and Makis V, Optimal replacement policy and the structure of software for condition-based maintenance, J Qual Maintenance Eng, 2 (1997) 109-119.
20. Love C E, Zhang Z G, Zitron M A and Guo R, A discrete semi-Markov decision model to determine the optimal repair/replacement policy under general repairs, Euro J Oper Res, 125 (2000) 398-409.
21. Zhang Y L, Yam R C M and Zuo M J, Optimal replacement policy for a multistate repairable system, J Oper Res Soc, 53 (2002) 336-341.
22. (Pubitemid 46001571) Zhang Y L, Yam R C M and Zuo M J, A bivariate optimal replacement policy for a multistate repairable system, Reliab Eng Sys Safety, 92 (2007) 535-542.
23. (Pubitemid 17590495) Puri P S and Singh H, Optimum replacement of a system subject to shocks: a mathematical lemma, Oper Res, 34 (1986) 782-789.
24. Jung G M, Lee J H and Park D H, Periodic preventive maintenance policies following the expiration of warranty, Asia-Pac J Oper Res, 17 (2000) 17-26.
25. Jhang J P A, study of the optimal used period and number of minimal repairs of a repairable product after the warranty expires, Int J Syst Sci, 36 (2005) 697-704.
26. Salameh M K & Ghattas R E, Optimal just-in-time buffer inventory for regular preventive maintenance, Int J Prod Econ, 74 (2001) 157-161.
27. Kenne J P and Boukas E K, Hierarchical control of production and maintenance rates in manufacturing systems, J Qual Maintenance Eng, 9 (2003) 66-82.
28. Gharbi A and Kenne J P, Maintenance scheduling and production control of multiple-machine manufacturing systems, Comp Ind Eng, 48 (2005) 693-707.
29. Jiang R and Ji P, Age replacement policy: a multi-attribute value model, Reliab Eng Sys Safety, 76 (2002) 311-318.
30. Arts R H P M, Knapp G M and Mann Jr L, Some aspects of measuring maintenance performance in the process industry, J Qual Maintenance Eng, 4 (1998) 6-11.
31. (Pubitemid 127380851) Cooke R and Paulsen J, Concepts for measuring maintenance performance and methods for analyzing competing failure modes, Reliab Eng Sys Safety, 55 (1997) 135-141.