A Tabu Search Algorithm for the Parallel Assembly Line Balancing Problem
Abstract
In a production facility there may be more than one straight assembly line located in parallel. Balancing of parallel assembly lines will provide the flexibility to minimize the total number of workstations due to common resource. This type of problem is called as parallel assembly line balancing (PALB) problem. In this paper, a tabu search based approach is proposed for PALB problem with aim of maximizing line efficiency (LE) (or minimizing number of stations) and minimizing variation of workloads (V). This study is based on the study of Gokcen et al. [1]. The proposed approach is illustrated on a numerical example and its performance is tested on a set of well-known problems in the literature. This study is the first multi objective parallel assembly line balancing study in the literature.
Key Words: Assembly line balancing; Parallel assembly lines; Tabu search.
Keywords
References
- Gökçen, H., Ağpak, K., Benzer, R., “Balancing of parallel assembly lines”, Int. J. Prod. Econ., 103: 600-609 (2006).
- Ghosh, S., Gagnon, J., “A comprehensive literature review and analysis of the design, balancing and scheduling of assembly systems”, Int. J. Prod. Res., 27: 637-670 (1989).
- Salveson, M.E., “The assembly line balancing problem”, J. Ind. Eng., 6: 18-25 (1955).
- Baybars, I., “A survey of exact algorithms for the simple assembly line balancing problem”, Manage. Sci., 32: 909-932 (1986).
- Erel, E., Sarin, S.C., “A survey of the assembly line balancing procedures”, Prod. Plan. Control., 9: 414-434 (1998).
- Scholl, A., Becker, C., “State-of-the-art exact and heuristic solution procedures for simple assembly line balancing”, Eur. J. Oper. Res., 168(3): 666- 693 (2006).
- Miltenburg, J., Wijngaard, J., “The U-line line balancing problem”, Manage. Sci., 40: 1378-1388 (1994).
- Urban, T.L., “Optimal balancing of U-shaped assembly lines”, Manage. Sci., 44: 738-741 (1998).
Details
Primary Language
English
Subjects
-
Journal Section
-
Authors
Uğur Özcan
This is me
Hakan Çerçioğlu
This is me
Hadi Gökçen
This is me
Bilal Toklu
This is me
Publication Date
March 27, 2010
Submission Date
March 27, 2010
Acceptance Date
-
Published in Issue
Year 2009 Volume: 22 Number: 4