Optimizing a production system with rework and equal sized batch shipments

Computers and Operations Research

Volumn 34, Issue 2, 2007, Pages 515-535

  Buscher, Udo ^a   Lindner, Gerd ^b  

^a DRESDEN UNIVERSITY OF TECHNOLOGY   (Germany)

^b OTTO VON GUERICKE UNIVERSITY   (Germany)

Author keywords

Batching; Lot sizing; Rework; Scheduling

Indexed keywords

ALGORITHMS; DECISION THEORY; MATHEMATICAL MODELS; OPERATIONS RESEARCH; OPTIMIZATION; PRODUCTION CONTROL;

BATCHING; LOT SIZING; PROBLEM PARAMETERS; REWORK;

PRODUCT DEVELOPMENT;

EID: 33747026665     PISSN: 03050548     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.cor.2005.03.011     Document Type: Article

References (39)

1. Flapper S.D.P., Fransoo J.C., Broekmeulen R.A.C.M., and Inderfurth K. Planning and control of rework in the process industries: a review. Production Planning & Control 13 (2002) 26-34
2. Lee H.L. Lot sizing to reduce capacity utilization in a production process with defective items, process corrections, and rework. Management Science 38 9 (1992) 1314-1328
3. Inderfurth K, Flapper SDP, Lambert AJD, Pappis CP, Voutsinas TG. Production planning for product recovery management. In: Dekker R, et al., editors. Reverse logistics-quantitative models for closed-loop supply chains, Berlin. 2004: p. 249-74.
4. Szendrovits AZ, Truscott WG. Fundamentals of scheduling: the manufacturing cycle time. In: Wild R, editors. International handbook of production and operations management. London 1989. p. 324-47.
5. Reiter S. A system for managing job-shop production. The Journal of Business 39 (1966) 371-393
6. Goyal S.K., and Gunasekaran A. Multi-stage production-inventory systems. European Journal of Operational Research 46 (1990) 1-20
7. Szendrovits A.Z. Manufacturing cycle time determination for a multi-stage economic production quantity model. Management Science 22 3 (1975) 298-308
8. Goyal S.K. Economic batch quantity in a multi-stage production system. International Journal of Production Research 16 (1978) 267-273
9. Szendrovits A.Z., and Drezner Z. Optimizing multi-stage production with constant lot size and varying numbers of batches. Omega 8 6 (1980) 623-629
10. Goyal S.K. Determination of optimum production quantity for a two-stage production system. Operational Research Quaterly 28 4 (1977) 865-870
11. Goyal S.K., and Szendrovits A.Z. A constant lot size model with equal and unequal sized batch shipments. Engineering Costs and Production Economics 10 (1986) 203-210
12. Bogaschewsky R., Buscher U., and Lindner G. Optimizing multi-stage production with constant lot size and varying number of unequal sized batches. Omega 29 (2001) 183-191
13. Minner S, Lindner G. Lot sizing decisions in product recovery management. In: Dekker R, et al., editors. Reverse logistics-quantitative models for closed-loop supply chains, Berlin 2004. p. 157-79.
14. Schrady D.A. A deterministic inventory model for reparable items. Naval Research Logistics Quarterly 14 (1967) 391-398
15. Richter K. The EOQ repair and waste disposal model with variable setup numbers. European Journal of Operational Research 96 (1996) 313-324
16. Richter K., and Dobos I. Analysis of the EOQ repair and waste disposal problem with integer setup numbers. International Journal of Production Economics 59 (1999) 463-467
17. Teunter R.H. Economic ordering quantities for recoverable item inventory systems. Naval Research Logistics 48 (2001) 484-495
18. Minner S. Economic production and remanufacturing lot-sizing under constant demands and returns. In: Fleischmann B, et al., editors. Operations research proceedings 2000. Berlin: Springer; 2001, p. 328-32.
19. Nahmias S., and Rivera H. A deterministic model for a repairable inventory system with a finite repair rate. International Journal of Production Research 17 (1979) 215-221
20. Lindner G, Buscher U. An optimal lot and batch size policy for a single item produced and remanufactured on one machine in the presence of limitations on the manufacturing and handling capacity. Working Paper, Otto-von-Guericke-University, Magdeburg, Germany, 2003.
21. Koh S.-G., Hwang H., Sohn K.-I., and Ko C.-S. An optimal ordering and recovery policy for reusable items. Computers & Industrial Engineering 43 (2002) 59-73
22. Yano C.A., and Lee H.L. Lot sizing with random yields: a review. Operations Research 43 (1995) 311-334
23. Flapper SDP, Jensen T. Logistic planning and control of rework. International Journal of Production Research 2003, forthcoming.
24. Spence Wein A. Random yield, rework and scrap in a multistage batch manufacturing environment. Operations Research 40 (1992) 551-563
25. Barad M., and Braha D. Control Limits for Multi-stage manufacturing processes with binomial yield (single and multiple production runs). Journal of the Operational Research Society 47 (1996) 98-112
26. Grosfeld-Nir A., and Gerchak Y. Multistage production to order with rework capability. Management Science 48 5 (2002) 652-664
27. Gupta T., and Chakraborty S. Looping in a multistage production system. International Journal of Production Research 22 2 (1984) 299-311
28. Tayi G.K., and Ballou D.P. An integrated production-inventory model with reprocessing and inspection. International Journal of Production Research 26 8 (1988) 1299-1315
29. Chakraborty S., and Rao R.S.V.N. EBQ for a multistage production system considering rework. Opsearch 25 2 (1989) 75-88
30. Porteus E.L. Optimal lot sizing, process quality improvement and setup cost reduction. Operations Research 34 1 (1986) 137-144
31. Lee H.L., and Rosenblatt M.J. Simultaneous determination of production cycle and inspection schedules in a production system. Management Science 33 9 (1987) 1125-1136
32. Porteus E.L. The impact of inspection delay on process and inspection lot sizing. Management Science 36 8 (1990) 999-1007
33. So K.C., and Tang C.S. Optimal operating policy for a bottleneck with random rework. Management Science 41 4 (1995) 620-636
34. So K.C., and Tang C.S. Optimal batch sizing and repair strategies for operations with repairable jobs. Management Science 41 5 (1995) 894-908
35. Liu J.J., and Yang P. Optimal lot-sizing in an imperfect production system with homogeneous reworkable jobs. European Journal of Operational Research 91 (1996) 517-527
36. Chern C.C., and Yang P. Determining a threshold control policy for an imperfect production system with rework jobs. Naval Research Logistics 46 (1999) 273-301
37. Teunter R.H., and Flapper S.D.P. Lot-sizing for a single-stage single-product production system with rework of perishable production defectives. OR Spectrum 25 (2003) 85-96
38. Inderfurth K, Lindner G, Rahaniotis NP. Lot-sizing in a production system with rework and product deterioration. Working Paper, Otto-von-Guericke-University, Magdeburg, Germany, 2003.
39. Szendrovits A.Z. A comment on determination of optimum production quantity for a two-stage production system. Journal of the Operational Research Society 29 (1978) 1017-1020