An iterative sequential heuristic procedure to a real-life 1.5-dimensional cutting stock problem
An iterative sequential heuristic procedure to a real-life 1.5-dimensional cutting stock problem
This paper addresses a real-life 1.5D cutting stock problem, which arises in a make-to-order plastic company. The problem is to choose a subset from the set of stock rectangles to be used for cutting into a number of smaller rectangular pieces so as to minimize total production cost and meet orders. The total production cost includes not only material wastage, as in traditional cutting stock problems, but also production time. A variety of factors are taken into account, like cutter knife changes, machine restrictions, due dates and other work in progress limitations. These restrictions make the combinatorial structure of the problem more complex. As a result, existing algorithms and mathematical models are no longer appropriate. Thus we developed a new 1.5D cutting stock model with multiple objectives and multi-constraints and solve this problem in an incomplete enumerative way. The computational results show that the solution procedure is easy to implement and works very well.
cutting stock problem, multiple objectives, iterative sequential heuristic
1870-1889
Song, X.
ff20e46a-8d2b-4540-9ca2-834f047a1e8d
Chu, C.B.
39d669c1-5364-403a-a171-a7a772bbd681
Nie, Y.Y.
ca72a50a-e5e3-4337-a5ad-f84aa1164e8b
Bennell, J.A.
38d924bc-c870-4641-9448-1ac8dd663a30
16 December 2006
Song, X.
ff20e46a-8d2b-4540-9ca2-834f047a1e8d
Chu, C.B.
39d669c1-5364-403a-a171-a7a772bbd681
Nie, Y.Y.
ca72a50a-e5e3-4337-a5ad-f84aa1164e8b
Bennell, J.A.
38d924bc-c870-4641-9448-1ac8dd663a30
Song, X., Chu, C.B., Nie, Y.Y. and Bennell, J.A.
(2006)
An iterative sequential heuristic procedure to a real-life 1.5-dimensional cutting stock problem.
European Journal of Operational Research, 175 (3), .
(doi:10.1016/j.ejor.2004.10.034).
Abstract
This paper addresses a real-life 1.5D cutting stock problem, which arises in a make-to-order plastic company. The problem is to choose a subset from the set of stock rectangles to be used for cutting into a number of smaller rectangular pieces so as to minimize total production cost and meet orders. The total production cost includes not only material wastage, as in traditional cutting stock problems, but also production time. A variety of factors are taken into account, like cutter knife changes, machine restrictions, due dates and other work in progress limitations. These restrictions make the combinatorial structure of the problem more complex. As a result, existing algorithms and mathematical models are no longer appropriate. Thus we developed a new 1.5D cutting stock model with multiple objectives and multi-constraints and solve this problem in an incomplete enumerative way. The computational results show that the solution procedure is easy to implement and works very well.
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Published date: 16 December 2006
Keywords:
cutting stock problem, multiple objectives, iterative sequential heuristic
Identifiers
Local EPrints ID: 36195
URI: http://eprints.soton.ac.uk/id/eprint/36195
ISSN: 0377-2217
PURE UUID: cc04f7da-a7ba-4eb2-95d9-7edcc35d4e14
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Date deposited: 20 Jun 2006
Last modified: 15 Mar 2024 07:56
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Contributors
Author:
X. Song
Author:
C.B. Chu
Author:
Y.Y. Nie
Author:
J.A. Bennell
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