Manufacturing cell formation by state-space search
Author(s) -
Subrata Ghosh,
Ambuj Mahanti,
Rakesh Nagi,
Dana S. Nau
Publication year - 1996
Publication title -
annals of operations research
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 1.068
H-Index - 105
eISSN - 1572-9338
pISSN - 0254-5330
DOI - 10.1007/bf02187326
Subject(s) - cellular manufacturing , mathematical optimization , computer science , theory of computation , branch and bound , relaxation (psychology) , minification , heuristic , group technology , cell formation , state space , upper and lower bounds , local search (optimization) , branching (polymer chemistry) , state (computer science) , space (punctuation) , algorithm , mathematics , engineering , operating system , psychology , social psychology , mathematical analysis , statistics , materials science , composite material , manufacturing engineering
This paper addresses the problem of grouping machines in order to design cellular manufacturing cells, with an objective to minimize inter-cell flow. This problem is related to one of the major aims of group technology (GT): to decompose the manufacturing system into manufacturing cells that are as independent as possible. This problem is NP-hard. Thus, nonheuristic methods cannot address problems of typical industrial dimensions because they would require exorbitant amounts of computing time, while fast heuristic methods may suffer from poor solution quality. We present a branch-and-bound state-space search algorithm that attempts to overcome both these deficiencies. One of the major strengths of this algorithm is its efficient branching and search strategy. In addition, the algorithm employs the fast Inter-Cell Traffic Minimization Method to provide good upper bounds, and computes lower bounds based on a relaxation of merging.
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