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Storage rack layout with the one I/O port in the lower left corner I/O

Storage rack layout with the one I/O port in the lower left corner I/O

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This paper presents the use and extension of a geometrical-based algorithmic approach for determining the expected S/R machine cycle times, and therefore warehouse throughput, for class-based storage assignment layouts in an AS/RS.The approach was designed for the purpose of solving a practical storage assignment design problem for a major European...

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Context 1
... algorithm places the products that generate the largest number of movements into storage zones closest to an I/O point. As shown in Figure 3, in a warehouse with only one I/O port, the zones are formed around each other. The first zone will be square in time, the following zones have an L-shape, but, taken together with zones in previous iterations, they form either a square or rectangular zone. ...
Context 2
... Figure 3, zones 1 and 2, taken together, constitute a square-in-time zone; whereas, zones 1, 2 and 3 taken together constitute a rectangular, non-square-in-time zone. That is, beginning in the lower left corner, the time required by the crane to reach a storage location at the extreme right side of the combined zones and the time required by the crane to reach a storage location at the top of the combined zones are not equal. ...

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Citations

... Vasili et al. (2012) investigated the performance of the split-platform automated storage and retrieval system, which can be enhanced for a range of rack configurations by introducing two I/O points per aisle [11]. Ashayeri et al. (2003) determined the advantages of the class-based storage assignments in a 2D automated storage and retrieval system with two I/O points at floor level on opposite ends of each aisle [12]. The above studies show that a suitable design of the I/O point in different types of 2D automated storage and retrieval systems contributes to performance improvement. ...
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... In this case the shuffling area of stacker crane for class B includes the cells in class A, too. Under the class-based storage assignment, the expected travel time for a single-command transaction in an AS/RS is the weighted sum of travel times of all possible single command transactions [14]. Hence, using the same method as in section A, the expected retrieval time for the open-rack AS/RS under single command cycle and class-based storage assignment can be expressed as, ...
... For example, the ratio 20/60% means that 20% of the products in the inventory are in class A and satisfy 60% of total demand. Classes B and C share the remaining demand in equal proportions [14]- [17]. For open-rack AS/RS, simulation results of the travel time under randomized storage assignment can be found in [10]. ...
... As an extension of previous studies, Malmborg (1996) formulates state probability models to analyse the trade-offs between space requirements and retrieval efficiency associated with dedicated and randomised storage policies. Ashayeri et al. (2001) build a geometrical-based model for AS/RSs with single, double and multiple I/O points under the class-based storage policies. Different from the above traditional single-deep single-aisle AS/RSs, Ramtin and Pazour (2014) where the storage transactions are operated by the S/R machine and the picking orders are implemented by manual pickers via multiple pick positions located in the aisle. ...
... (3) We overlook the accelerating and decelerating phases of the S/R machine since they normally take very short time. Hausman, Schwarz, and Graves (1976) S D a One S/R machine one aisle SC Heskett (1963Heskett ( , 1964 SD One S/R machine one aisle SC Bozer and White (1984) SD One S/R machine one aisle SC/DC Hwang and Ko (1988) SD One S/R machine multiple aisles SC/DC Hwang and Lee (1990) SD One S/R machine one aisle SC/DC Malmborg (1996) SD One S/R machine one aisle SC/DC Ashayeri et al. (2001) SD One S/R machine one aisle SC/DC Sari, Saygin, and Ghouali (2005) 3D Flow-rack Two S/R machines one rack SC/DC Lerher (2005Lerher ( , 2006 SD One S/R machine multiple aisles SC/DC De Koster, Le-Duc, and Yu (2008) 3D Compact One S/R machine one rack SC De Koster (2009a, 2009b) 3D Compact One S/R machine one rack SC Lerher et al. (2010a) D D a One S/R machine one aisle SC/DC Lerher et al. (2010b) SD One S/R machine multiple aisles SC/DC Yu and De Koster (2012) 3D Compact One S/R machine one rack SC/DC Ramtin and Pazour (2014) SD with multiple One S/R machine one aisle SC/DC in-the-aisle positions Ramtin and Pazour (2015) SD with multiple One S/R machine one aisle SC/DC in-the-aisle positions Xu et al. (2015) DD Dual-shuttle S/R machine SC/DC /QC b a SD: single-deep SR, DD: Double-deep SR. b SC: single-command cycle, DC: dual-command cycle, QC: quadruple command cycle. ...
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