An inspection model for a process with two types of inspections and repairs

Reliability Engineering and System Safety

Volumn 94, Issue 2, 2009, Pages 526-533

  Wang, Wenbin ^a,b  

^a UNIVERSITY OF SALFORD   (United Kingdom)

^b HARBIN INSTITUTE OF TECHNOLOGY   (China)

Author keywords

Delay time; Inspection; Repair; Shift

Indexed keywords

DEFECTS; MAINTENANCE; REPAIR;

DELAY TIME; ELECTRICAL PROBLEMS; INSPECTION INTERVALS; INSPECTION MODELS; NUMERICAL EXAMPLES; PROCESS DEFECTS; PRODUCT QUALITIES; PRODUCTION PROCESSES; ROUTINE INSPECTIONS; SHIFT; SOLUTION PROCEDURES; TWO TYPES;

INSPECTION;

EID: 54049085316     PISSN: 09518320     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.ress.2008.06.010     Document Type: Article

References (19)

1. Akbarov A., Wang W., and Christer A.H. Problem identification in the frame of maintenance modelling: a case study, I. J Prod Res 46 (2008) 1031-1046
2. Christer A.H., and Waller W.M. Reducing production downtime using delay-time analysis. J Oper Res Soc 35 (1984) 499-512
3. Banjerjee P.K., and Chuiv N.N. Inspection policies for repairable systems. IIE Trans 28 (1996) 1003-1010
4. Ben-Daya M., and Hariga M. A maintenance inspection model: optimal and heuristic solutions,. Int J Qual Reliab Eng 15 (1998) 481-488
5. Hariga M., and Azaiez N. Heuristic procedures for the single facility inspection problem with minimal repair and increasing failure rate. J Oper Res Soc 57 (2006) 1081-1088
6. Jacobsm I.M. Reliability of engineered safety features as a function of testing frequency. Nucl Saf 9 (1968) 303-312
7. Kamins M. Determining checkout intervals for system subject to random failures, the rand corporation. Memo RM-2578, 1960.
8. Kim C.H., Hong Y., and Chang S.Y. Optimal production run length and inspection schedules in a deteriorating production process. IIE Trans 33 (2001) 421-426
9. Sim S.H. Unavailability analysis of periodically tested component of dormant systems. IEEE Trans Reliab 34 (1985) 88-91
10. Vaurio J.K. A note on optimal inspection intervals. Int J Qual Reliab Manage 11 (1994) 65-68
11. Christer A.H. Developments in delay time analysis for modeling plant maintenance. J Oper Res Soc 50 (1999) 1120-1137
12. Baker R., and Wang W. Developing and testing the delay time model. J Oper Res Soc 44 (1993) 361-374
13. Baker R., and Wang W. Determining the delay time distribution of faults in repairable machinery from failure data. IMA J Math Appl Bus Ind 3 (1991) 259-282
14. Christer A.H., Wang W., Baker R.D., and Sharp J.M. Modelling maintenance practice of production plant using the delay time concept. IMA J Math Appl Bus Ind 6 (1995) 67-83
15. Wang W., and Christer A.H. A modelling procedure to optimise component safety inspection over a finite time horizon. Qual Reliab Eng Int 13 (1997) 217-224
16. Wang W., and Jia J. A Bayesian approach in delay time maintenance model parameters estimation using both subjective and objective data. Qual Reliab Eng Int 23 (2007) 95-105
17. Hosseini M.M., Kerr R.M., and Randall R.B. An inspection model with minimal and major maintenance for a system with deterioration and Poisson failures, reliability. IEEE Trans Reliab 49 (2000) 88-98
18. Wang W. A model of multiple nested inspections at different intervals. Comput Oper Res 27 (2000) 539-558
19. Ross S.M. Stochastic processes (1996), Wiley, London