4.7 Article

Solutions methods for m-machine blocking flow shop with setup times and preventive maintenance costs to minimise hierarchical objective-function

期刊

INTERNATIONAL JOURNAL OF PRODUCTION RESEARCH
卷 61, 期 19, 页码 6308-6335

出版社

TAYLOR & FRANCIS LTD
DOI: 10.1080/00207543.2022.2127959

关键词

Scheduling; blocking flow shop; setup times; maintenance operations; total completion time

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This article incorporates maintenance operations into the blocking flow shop to minimize total completion time and maintenance costs. It develops a mixed integer linear programming and procedures for job sequence with maintenance. The study adapts different algorithms to solve small, medium, and large sets of instances, and evaluates their performance based on trade-off between solution quality and computational time.
In this article, maintenance operations were incorporated to the sequence-dependent setup blocking flow shop to minimise total completion time subject to total maintenance costs. A mixed integer linear programming and procedures to incorporate maintenance to job sequence were developed. A constructive heuristic and three metaheuristics, greedy randomised adaptative search procedure (GRASP), discrete artificial bee colony (DABC), variable block insertion heuristic (VBIH) and iterated greedy algorithm (IG), designed to the blocking flow shop with total completion time minimisation were adapted to minimise total maintenance costs and the hierarchical function, respectively.All the methods were applied to solve small and medium and large size instance sets, with respective 1920 and 2200 problems. Experimental results shows that for small size instances set, DABC with alpha=20 (DABC(20)) obtained the best trade-off between effectiveness and efficiency. For medium and large size instances set, DABC(20) VBIH alpha=20 (VBIH(20)) generated the best trade-off between quality of solution and computational time. Considering both instances set together, both DABC(20) and VBIH(20) obtained the best performance between quality of solution and computational time.

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