This paper addresses the order picking problem in a material handling system consisting of multiple carousels and one picker. Carousels are rotatable closed-loop storage systems for small items, where items are stored in bins along the loop. An order at carousels consists of n different items stored there. The objective is to find an optimal picking sequence to minimizing the total order picking time. After proving the problem to be strongly NP-hard and deriving two characteristics, we develop a dynamic programming algorithm (DPA) for a special case (two-carousel storage system) and an improved nearest items heuristics (INIH) for the general problem. Experimental results verify that the solutions are quickly and steadily achieved and show their better performance. © 2013 Xiong-zhi Wang et al.
CITATION STYLE
Wang, X. Z., Wang, G. Q., & Li, X. C. (2013). Order picking optimization in carousels storage system. Mathematical Problems in Engineering, 2013. https://doi.org/10.1155/2013/692701
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