By E. Kay, R Brown, G. Chandler and W. A. Davis (Auth.)

ISBN-10: 0081037929

ISBN-13: 9780081037928

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3. Shaded volume represents space in which on average no movement occurs under LIFO. The average distance for cubical cells can thus be approximated by averaging the average distance in a cube of volume ( 1 — μ)Κ and the average distance of the ( 1 — μ) Κ furthest cells in a cube of volume (2 — μ) Κ. duFo = f£ 1 / 3 [0 - μ ) 1 / 3 + (2-μ) 1 / 3 + 1/ (2-μ) 2 ' 3 + (2-μ) 1 '»+1]. 2) are given in Chapter 10. 2). Thus the effect of time, alters the expression for unit average handling effort onlyin the sense that the value w becomes ^SG instead of Ψ KG S= ( 2 - μ ) Κ f o r FIFO, (2-2μ)Κΐοτ MINDIS Similarly, _ any wt = ^ ( 5 , C ) = ^ [ ( 2 - μ ) £ σ ] and ^ [(2-2μ) KG] with β and ft becoming S IK and SJK{ respectively.

It is obvious that, if a computer is used for stock control or order processing, then the cost of the additional data processing will be relatively low, as all that will be required is a modification to the existing programmes. The cost of keeping track of all units in a 28 HANDLING IN A WAREHOUSE completely manual data processing system, may be higher than the savings achieved by mixed storage. No generally valid formula can be given, but again, as in the case of building imposed restrictions, the calculation of achievable savings in handling and space can help to judge possible changes in any existing data processing system.

The average distance for cubical cells can thus be approximated by averaging the average distance in a cube of volume ( 1 — μ)Κ and the average distance of the ( 1 — μ) Κ furthest cells in a cube of volume (2 — μ) Κ. duFo = f£ 1 / 3 [0 - μ ) 1 / 3 + (2-μ) 1 / 3 + 1/ (2-μ) 2 ' 3 + (2-μ) 1 '»+1]. 2) are given in Chapter 10. 2). Thus the effect of time, alters the expression for unit average handling effort onlyin the sense that the value w becomes ^SG instead of Ψ KG S= ( 2 - μ ) Κ f o r FIFO, (2-2μ)Κΐοτ MINDIS Similarly, _ any wt = ^ ( 5 , C ) = ^ [ ( 2 - μ ) £ σ ] and ^ [(2-2μ) KG] with β and ft becoming S IK and SJK{ respectively.

### A Mathematical Model for Handling in a Warehouse by E. Kay, R Brown, G. Chandler and W. A. Davis (Auth.)

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