Analysis of a single-stage, single-product, stochastic, MRP-controlled assembly system

European Journal of Operational Research

Volumn 108, Issue 1, 1998, Pages 74-93

  Wilhelm, W E ^a   Som, Pradip ^a,b  

^a Department of Electrical and Computer Engineering   (United States)

^b Research Group   (United States)

Author keywords

End product inventory position; Kitting in assembly; Manufacturing; Markov renewal process; Material requirements planning (MRP) control; Modeling

Indexed keywords

ASSEMBLY; INVENTORY CONTROL; MARKOV PROCESSES; MATHEMATICAL MODELS; PERFORMANCE; PLANNING; PROBABILITY; PRODUCTION CONTROL; RANDOM PROCESSES;

END PRODUCT INVENTORY POSITION; KITTING EFFECT; MARKOV RENEWAL PROCESS; MATERIAL REQUIREMENTS PLANNING CONTROL;

SYSTEMS ANALYSIS;

EID: 0032121661     PISSN: 03772217     EISSN: None     Source Type: Journal    
DOI: 10.1016/S0377-2217(97)00047-7     Document Type: Article

References (22)

1. T. Altiok, G.A. Shiue, Single-stage, multi-product production/inventory systems with backorders, IIE Transactions 26 (2) (1994) 52-61.
2. J.A. Buzacott, Queueing models of kanban and MRP controlled production systems. Engineering Costs and Production Economics 17 (1989) 3-20.
3. J.A. Buzacott, S.M. Price, J.G. Shantikumar, Service Level in multistage MRP and base stock controlled production systems, in: G. Fandel, T. Gulledge, A. Jones (Eds.), New Directions for Operations Research in Manufacturing Systems, Springer, Berlin, 1992, pp. 445-463.
4. J.A. Buzacott, J.G. Shantikumar, A general approach for coordinating production in multiple-cell manufacturing systems. Production and Operations Management. 1 (1) (1992) 34-52.
5. J.A. Buzacott, J.G. Shantikumar, Safety stock versus safety lead time in MRP controlled production systems, Management Science 40 (12)(1994)1678-1689.
6. C.A. Chang, The interchangeability of safety stocks and safety lead time, Journal of Operations Management 6 (1) (1985) 35-42.
7. Cinlar, E, Introduction to Stochastic Processes, Prentice-Hall, Englewood Cliffs, New Jersey, 1975.
8. J.L. Deleersnyder, T.L. Hodgson, H. Muller, P.J. O'Grady, Kanban controlled pull systems: An analytical approach, Management Science 35 (1989) 1079-1091.
9. M. Di Mascolo, Y. Frein, Y. Dallery, An analytical method for performance evaluation of kanban controlled production systems, Operations Research 44 (1) (1996) 50-64.
10. R.L. Disney, P.C. Kiessler, Traffic Processes in Queueing Networks: A Markov Renewal Approach, Johns Hopkins University Press, 1987.
11. B. Gavish, S.C. Graves, A one-product production/inventory problem under continuous review policy, Operations Research 28 (5) (1980) 1228-1236.
12. B. Gavish, S.C. Graves, Production/inventory systems with a stochastic production rate under a continuous review policy, Computers and Operations Research 8 (3) (1981) 169-183.
13. S. Nahmias, Production and Operations Analysis, R.D. Irwin Inc., Homewood, IL, 1989.
14. J.A. Orlicky, Materials Requirements Planning, McGraw-Hill, New York, 1975.
15. P. Som, W.E. Wilhelm, R.L. Disney, Kitting process in a stochastic assembly, System, Queueing Systems: Theory and Applications 17 (1994) 471-490.
16. M.L. Spearman, M.A. Zazanis, Push and pull production systems: Issues and comparisons, Operations Research 40 (3) (1992) 521-532.
17. H. Takagi, Queueing analysis of vacation models, IBM TRL Research Report, 1987.
18. J. Wijngaard, J.C. Wortman, MRP and inventories, European Journal of Operational Research 20 (1985) 281-293.
19. W.E. Wilhelm, L. Wang, Management of component accumulation in small-lot assembly systems, Journal of Manufacturing Systems 5 (1) (1986) 27-39.
20. C.A. Yano, Setting planned lead times in serial production systems with tardiness costs, Management Science 33 (1) (1987) 95-106.
21. P. Zipkin, Models for design and control of stochastic multi-item batch production systems, Operations Research 34 (1) (1986) 91-104.
22. T.E. Vollman, W.L. Berry and D.C. Whybark, Manufacturing Planning and Control Systems, Irwin, Homewood, IL, 1984.