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Original Articles

Clusters and filling-curve-based storage assignment in a circuit board assembly kitting area

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Pages 569-585 | Received 01 Aug 2008, Accepted 01 Jan 2007, Published online: 07 Apr 2008

Figures & data

Fig. 1 One-dimensional rack.

Fig. 1 One-dimensional rack.

Fig. 2 A feasible filling curve of a square-in-time automatic storage and retrieval system.

Fig. 2 A feasible filling curve of a square-in-time automatic storage and retrieval system.

Fig. 3 Picking route of a cluster stored along a filling curve.

Fig. 3 Picking route of a cluster stored along a filling curve.

Fig. 4 Two filling curves in an 8 × 8 square space.

Fig. 4 Two filling curves in an 8 × 8 square space.

Fig. 5 Multiple filling curves in an 8 × 8 square space.

Fig. 5 Multiple filling curves in an 8 × 8 square space.

Fig. 6 Multiple one-dimensional racks.

Fig. 6 Multiple one-dimensional racks.

Fig. 7 Zoning in two one-dimensional racks.

Fig. 7 Zoning in two one-dimensional racks.

Fig. 8 Zoning along two parallel one-dimensional racks.

Fig. 8 Zoning along two parallel one-dimensional racks.

Fig. 9 The dual filling curves of the 2p × 2q space.

Fig. 9 The dual filling curves of the 2p × 2q space.

Fig. 10 (a) A straight path; and (b) a straight-and-turn configuration.

Fig. 10 (a) A straight path; and (b) a straight-and-turn configuration.

Table 1 Estimated travel distance as a function of the number of extra clusters visited (m)

Table 2 Curve parameters and travel distance using different filling curves

Table 3 Estimated travel distance of different data sets

Table 4 Clustering result using different β values

Fig. 11 Savings obtained using a common pick area with different sizes.

Fig. 11 Savings obtained using a common pick area with different sizes.

Fig. A1 Zoning result on three one-dimensional racks using Algorithm 1.

Fig. A1 Zoning result on three one-dimensional racks using Algorithm 1.

Table A1 The generated data sets

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