Makespan estimation of a production process affected by uncertainty: Application on MTO production of NC machine tools

Journal of Manufacturing Systems

Volumn 37, Issue , 2015, Pages 1-16

  Manzini, Massimo ^a   Urgo, Marcello ^a  

^a POLITECNICO DI MILANO   (Italy)

Author keywords

ETO; Makespan; Manufacturing; MTO; Project scheduling; Uncertainty

Indexed keywords

COMPLEX NETWORKS; MANUFACTURE; SCHEDULING;

ETO; MAKESPAN; MTO; PROJECT SCHEDULING; UNCERTAINTY;

MACHINE TOOLS;

EID: 84953319524     PISSN: 02786125     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.jmsy.2015.10.001     Document Type: Article

References (23)

1. A. Alfieri Due date quoting and scheduling interaction in production lines Int J Comput Integr Manuf 20 6 2007 579 587
2. A. Alfieri, T. Tolio, and M. Urgo A project scheduling approach to production and material requirement planning in manufacturing-to-order environments J Intell Manuf 23 3 2012 575 585
3. A. Alfieri, T. Tolio, and M. Urgo A two-stage stochastic programming project scheduling approach to production planning Int J Adv Manuf Technol 62 1 2012 279 290
4. J.M. Burt, and M.B. Garman Monte Carlo techniques for stochastic network analysis ACM - Winter Simulation Conference 1970
5. B.M. Dodin Determining the K most critical paths in PERT networks Oper Res 32 4 1982
6. B.M. Dodin Bounding the project completion time distribution in pert networks Oper Res 1985 862 881
7. S.E. Elmaghraby Activity networks - project planning and control by networks models 1977 John Wiley and Sons
8. S.E. Elmaghraby, and B.M. Dodin Irreducibility of acyclic digraphs 1979 Operation Research
9. H. Guhlich, M. Fleishmann, and R. Stolletz Revenue management approach to due date quoting and scheduling in a assemble-to-order production system OR Spectrum 37 2015 951 982
10. P. Kaminsky, and O. Kaya Scheduling and due-date quotation in a make-to-order supply chain Naval Res Logist 55 2008 444 458
11. G.B. Kleindorfer Bounding distribution for a stochastic acyclic network 1969 Operation Research
12. D.E. Knuth The art of computer programming vol. 2 1989 Addison-Wesley
13. D.E. Knuth The art of computer programming vol. 4A 2011 Addison-Wesley
14. E.L. Lawler Combinatorial optimization: network and matroids 1976 Holt, Rinehart and Winston
15. A. Ludwig, R.H. Möring, and F. Stork A computational study on bounding the makespan distribution in stochastic project networks Ann Oper Res 102 2001 49 64
16. D.G. Malcolm, J.H. Roseboom, C.E. Clark, and W. Fazar Application of a technique for research and developement program evaluation Oper Res 7 1959 646 669
17. J.J. Martin Distribution of the time through a direct, acyclic network 1964 Operation Research
18. A.M. Radke, T. Tolio, M.M. Tseng, and M. Urgo A risk management-based evaluation of inventory allocations for make-to-order production CIRP Ann Manuf Technol 1 62 2013 459 462
19. H.-G. Spelde Stochastische netzplne und ihre anwendung in baubetrieb 1976 Rheinisch-Westflische Technische Hochschule (Ph.D. thesis)
20. T. Tolio, and M. Urgo A rolling horizon approach to plan outsourcing in manufacturing-to-order environments affected by uncertainty CIRP Ann Manuf Technol 56 1 2007 487 490
21. T. Tolio, and M. Urgo Stochastic scheduling of machining centers production, estimating the makespan distribution K. Windt, Robust manufacturing control 2013 121 133
22. T. Tolio, M. Urgo, and J. Váncza Robust production control against propagation of disruptions CIRP Ann Manuf Technol 1 60 2011 489 492
23. J. Valdes, R.E. Tarjan, and E.L. Lawler The recognition of series parallel digraphs ACM - Symposium on Theory of Computing 1979