Scheduling of the batch annealing process - Deterministic case

Computers and Chemical Engineering

Volumn 23, Issue 9, 1999, Pages 1193-1208

  Moon, Sungdeuk ^a   Hrymak, Andrew N ^a  

^a MCMASTER UNIVERSITY   (Canada)

Author keywords

Batch annealing process; Deterministic case; Optimal movement plan; Short term scheduling problem

Indexed keywords

ALGORITHMS; COMPUTER SIMULATION; INTEGER PROGRAMMING; LINEAR PROGRAMMING;

BATCH ANNEALING PROCESS; OPTIMAL MOVEMENT PLAN; SHORT-TERM SCHEDULING PROBLEM;

ANNEALING;

ALGORITHM; ARTICLE; EQUIPMENT; FURNACE; IRON AND STEEL INDUSTRY; MATHEMATICAL COMPUTING; MATHEMATICAL MODEL; TIME;

EID: 0033544447     PISSN: 00981354     EISSN: None     Source Type: Journal    
DOI: 10.1016/S0098-1354(99)00285-9     Document Type: Article

References (13)

1. Brooke A., Kendrich D., Meeraus A. GAMS - A user's guide (release 2.25). 1996;The Scientific Press, San Francisco, CA.
2. Kondili E., Pantelides C. C., Sargent R. W. H. A general algorithm for scheduling batch operations. Computers & Chemical Engineering. 17:1993;211.
3. Lankford W. T., Samways N. L., Craven R. F., McGannon H. E. The making, shaping and treating of steel. 1985;Herbick & Held, Pittsburgh, PN.
4. Mockus L., Reklaitis G. V. Mathematical programming formulation for scheduling of batch operations based on nonuniform time discretization. Computers & Chemical Engineering. 21:1997;1147.
5. Moon S., Hrymak A. N. A novel MILP model for short term scheduling of a special class of multipurpose batch plants. Industrial Engineering Chemistry Research. 38:1999;2144.
6. Moon S., Park S., Lee W. K. New MILP models for scheduling of multiproduct batch plants under zero-wait policy. Industrial Engineering Chemistry Research. 35:1996;3485.
7. Pinto J. M., Grossmann I. E. A continuous time mixed integer linear programming model for short term scheduling of multistage batch plants. Industrial Engineering Chemistry Research. 34:1995;3037.
8. Pinto J. M., Grossmann I. E. A continuous-time MILP model for short term scheduling of batch plants with pre-ordering constraints. Computers & Chemical Engineering. 20:1996;S1197.
9. Reklaitis G. V. (1992). Overview of scheduling and planning of batch process operations. Presented at the Fourth International Symposium on Process Systems Engineering, Antalya, Turkey.
10. Schilling G., Pantelides C. C. A simplified continuous-time process scheduling formulation and a novel solution algorithm. Computers & Chemical Engineering. 20:1996;S1221-S1226.
11. Schilling G., Pantelides C. C. Optimal periodic scheduling of multipurpose plants in the continuous time domain. Computers & Chemical Engineering. 21:1997;S1191-S1196.
12. Shah N., Pantelides C. C., Sargent R. W. H. Optimal periodic scheduling of multipurpose batch plants. Annals of Operations Research. 42:1993;193-228.
13. Voudouris V. T., Grossmann I. E. MILP model for scheduling and design of a special class of multipurpose batch plants. Computers & Chemical Engingeering. 20(11):1996;1335.