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A 0-1 integer programming model and solving strategies for the slab storage problem
Lu, Chao ; Zhang, Ruiyou ; Liu, Shixin
International journal of production research, 2016-04, Vol.54 (8), p.2366-2376
[Peer Reviewed Journal]
London: Taylor & Francis
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Title:
A 0-1 integer programming model and solving strategies for the slab storage problem
Author:
Lu, Chao
;
Zhang, Ruiyou
;
Liu, Shixin
Subjects:
0-1 integer programming
;
Computation
;
Computational efficiency
;
Computing time
;
Integer programming
;
Lower bounds
;
Mathematical models
;
Relocation
;
slab storage problem
;
slab yard operation
;
Slabs
;
Stacks
;
Strategy
Is Part Of:
International journal of production research, 2016-04, Vol.54 (8), p.2366-2376
Notes:
ObjectType-Article-1
SourceType-Scholarly Journals-1
ObjectType-Feature-2
content type line 23
Description:
We consider the slab storage problem (SSP) in slab yard operations. A set of slabs enter a slab yard in a specific order. A proper stack needs to be selected for each inbound slab, so that the number of relocations in the subsequent retrieval stage is minimised. We present a 0-1 integer programming model of the SSP that minimises the lower bound of the number of relocations. Four solving strategies are derived from several interesting properties of the mathematical model to speed up the solving process of the model. Making use of randomly generated instances and practical instances, we testify the effectiveness of the solving strategies and study the influence of problem parameters on the computational time of the model. Computational results show that the solving strategies can effectively reduce the computational time of the model and is applicable in medium-sized practical instances.
Publisher:
London: Taylor & Francis
Language:
English
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