Master production scheduling policy and rolling schedules in a two-stage make-to-order supply chain

International Journal of Production Economics

Volumn 115, Issue 2, 2008, Pages 528-541

  Sahin, Funda ^a   Robinson, E Powell ^b   Gao, Li Lian ^c  

^a UNIVERSITY OF TENNESSEE   (United States)

^b TEXAS A AND M UNIVERSITY   (United States)

^c HOFSTRA UNIVERSITY   (United States)

Author keywords

Master production scheduling; Materials requirement planning; Simulation; Supply chain management

Indexed keywords

COST BENEFIT ANALYSIS; PRODUCTION CONTROL; SUPPLY CHAIN MANAGEMENT;

EXPERIMENTAL ANALYSIS; MASTER PRODUCTION SCHEDULE; MASTER PRODUCTION SCHEDULING; MATERIALS REQUIREMENT PLANNING; OPTIMAL POLICIES; ROLLING SCHEDULES; SIMULATION; TWO-STAGE SUPPLY CHAINS;

SCHEDULING;

EID: 55349139038     PISSN: 09255273     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.ijpe.2008.05.019     Document Type: Article

References (50)

1. Baker, K.R., 1977. An experimental study of the effectiveness of rolling schedules in production planning. Decision Sciences 8(1), 19-27.
2. Blackburn, J.D., Millen, R.A., 1980. Heuristic lot-sizing performance in a rolling-schedule environment. Decision Sciences 11, 691-701.
3. Blackburn, J.D., Millen, R.A., 1982a. The impact of a rolling schedule in a multi-level MRP system. Journal of Operations Management 2 (2). 125-134.
4. Blackburn, J.D., Millen, R.A., 1982b. Improved heuristics for multi-stage requirements planning systems. Management Science 28 (1), 44-56.
5. Blackburn, J.D., Kropp, D.H., Millen, R.A., 1986. A comparison of strategies to dampen nervousness in MRP systems. Management Science 32 (4), 413-429.
6. Bookbinder, J.H., H'ng, B.T., 1986. Rolling horizon production planning for probabilistic time-varying demands. International Journal of Production Research 24 (6), 1439-1458.
7. Box, G.E.P., Cox, D.R., 1964. An analysis of transformations (with discussion). Journal of Royal Statistical Society Series B 26, 211-252.
8. Campbell, G.M., 1992. Master production scheduling under rolling planning horizons with fixed order intervals. Decision Sciences 23, 312-331.
9. Carlson, R.C., Beckman, S.L., Kropp, D.H., 1982. The effectiveness of extending the horizon in rolling production scheduling. Decision Sciences 13, 129-146.
10. Carlson. R.C., Jucker, F.V., Kropp, D.H., 1979. Less nervous MRP systems: A dynamic economic lot-sizing approach. Management Science 25 (8), 754-761.
11. Chand, S., 1982. A note on dynamic lot sizing in a rolling-horizon environment. Decision Sciences 13, 113-119.
12. Chung, C., Krajewski, L.J., 1986. Re-planning frequencies for master production schedules-Notes and recommendations. Decision Sciences 17, 263-273.
13. De Bodt, M.A., Wassenhove, L.N.V., 1983. Cost increases due to demand uncertainty in MRP lot sizing. Decision Sciences 14, 345-361.
14. Forrester, J.W., 1958. Industrial dynamics. Harvard Business Review July-August, 37-66.
15. Gilbert, S.M., Ballou, R.H., 1999. Supply chain benefits from advanced customer commitments. Journal of Operations Management 18, 61-73.
16. Gunasekaran, A., Ngai, E.W.T., 2005. Build-to-order supply chain management: A literature review and framework for development. Journal of Operations Management 23, 423-451.
17. Kadipasaoglu, S.N., Sridharan, V., 1995. Alternative approaches for reducing schedule instability in multistage manufacturing under demand uncertainty. Journal of Operations Management 13, 193-211.
18. Kropp, D.H., Carlson. R.C., 1984. A lot-sizing algorithm for reducing nervousness in MRP system. Management Science 30 (2), 240-244.
19. Kropp, D.H., Carlson, R.C., Jucker, J.V., 1983. Heuristic lot-sizing approaches for dealing with MRP system nervousness. Decision Sciences 14(2), 156-169.
20. Lee, H.L., Padhamanabhan, V., Whang, S., 1997. The bullwhip effect in supply chains. Sloan Management Review Spring, 93-102.
21. Lin, N., Krajewski, L.J., 1992. A model for master production scheduling in uncertain environments. Decision Sciences 23, 839-861.
22. Lin, N., Krajewski, L.J., Leong, G.K., Benton, W.C., 1994. The effects of environmental factors on the design of master production scheduling systems. Journal of Operations Management 11, 367-384.
23. Lundin, R.A., Morton, T.E., 1975. Planning horizons for the dynamic lot-size model: Zabel vs. protective procedures and computational results. Operations Research 23, 711-733.
24. Mather, H.F., 1977. Reschedule the reschedules you just rescheduled-Way of life for MRP? Production and Inventory Management 18 (1), 60-79.
25. Maes, J., Van Wassenhove, L.N., 1986. Multi-item single level capacitated dynamic lotsizing heuristics: A computational comparison (Part II: Rolling horizon). IIE Transactions, 124-129.
26. Ristroph, J.H., 1990. Simulation of ordering rules for single level MRP with a rolling horizon and no forecast error. Computers and Industrial Engineering 19 (1-4), 155-159.
27. Sahin, F., Robinson, E.P., 2005. Information sharing and coordination in make-to-order supply chains. Journal of Operations Management 23, 579-598.
28. Sahin, F., Robinson, E.P., 2002. Flow coordination and information sharing in supply chains: Review, implications and directions for future research. Decision Sciences 33 (4), 505-536.
29. Simpson, N.C., 1999. Multiple level production planning in rolling horizon assembly environments. European Journal of Operational Research 114, 15-28.
30. Simpson. N.C., 2001. Questioning the relative virtues of dynamic lot sizing rules. Computers & Operations Research 28, 899-914.
31. Sridharan, V., Berry, W.L., 1990a. Freezing the master production schedule under demand uncertainty. Decision Sciences 21, 97-120.
32. Sridharan, V., Berry, W.L., 1990b. Master production scheduling, make-to-stock products: A framework for analysis. International Journal of Production Research 28 (3), 541-558.
33. Sridharan, V., LaForge, R.L., 1994a. Freezing the master production schedule: Implications for fill rate. Decision Sciences 25 (3), 461-469.
34. Sridharan, V., LaForge, R.L., 1994b. A model to estimate service levels when a portion of the master production schedule is frozen. Computers & Operations Research 21 (5), 477-486.
35. Sridharan, V., Berry, W.L., Udayabhanu, V., 1987. Freezing the master production schedule under rolling planning horizons. Management Science 33 (9), 1137-1149.
36. Sridharan, V., Berry, W.L., Udayabhanu, V., 1988. Measuring master production schedule stability under rolling planning horizons. Decision Sciences 19, 147-166.
37. Stadtler, H., 2000. Improved rolling schedules for the dynamic single-level lot-sizing problem. Management Science 2, 318-326.
38. Swink. M., Narasimhan, R., Kim, S.W., 2005. Manufacturing practices and strategy integration: Effects on cost efficiency, flexibility, and market-based performance. Decision Sciences 36 (3), 427-457.
39. Wagner, H.M., Whitin, T.M., 1958. Dynamic version of the economic lot size model. Management Science 5, 89-96.
40. Wemmerlov. U. Whybark, C.D., 1984. Lot-sizing under uncertainty in a rolling schedule environment. International Journal of Production Research 22 (3), 467-484.
41. Xie, J., Zhao, X., Lee, T.S., 2003. Freezing the master production schedule under single resource constraint and demand uncertainty. International Journal of Production Economics 83 (1), 65-84.
42. Yano, C.A., Carlson, R.C., 1985. An analysis of scheduling policies in multiechelon production systems. IIE Transactions 17 (4), 370-377.
43. Yano, C.A., Carlson, R.C., 1987. Interaction between frequency of rescheduling and the role of safety stock in MRP systems. International Journal of Production Research 25 (2), 221-232.
44. Yao, I., Johnson, R.A., 2000. A new family of power transformations to improve normality or symmetry. Biometrika 87 (4), 954-959.
45. Yeung, J.H.Y., Wong, W.C.K., Ma, L., 1998. Parameters affecting the effectiveness of MRP systems: A review. International Journal of Production Research 36 (2), 313-331.
46. Zhao, X., Lam, K., 1997. Lot-sizing rules and freezing the master production schedule in material requirements planning systems. International Journal of Production Economics 53, 281-305.
47. Zhao, X., Lee, T.S., 1993. Freezing the master production schedule in multilevel material requirements planning systems under deterministic demand. Production Planning and Control 7 (2), 144-161.
48. Zhao. X. Lee, T.S., 1996. Freezing the master production schedule in multilevel material requirements planning system under deterministic demand. Production Planning & Control 7 (2), 144-161.
49. Zhao, X., Goodale, J.C., Lee, T.S., 1995. Lot-sizing rules and freezing the MPS in material requirements planning systems under demand uncertainty. International Journal of Production Research 33 (8), 2241-2276.
50. Zhao, X., Xie, J., Jiang, Q., 2001. Lot-sizing rule and freezing the master production schedule under capacity constraint and deterministic demand. Production and Operations Management 10 (1), 45-67.