Assessment of stock size to minimize cutting stock production costs

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Bibliographic Details
Title: Assessment of stock size to minimize cutting stock production costs
Authors: Erjavec, J. jure.erjavec@ef.uni-lj.si, Gradisar, M.1 miro.gradisar@ef.uni-lj.si, Trkman, P.1 peter.trkman@ef.uni-lj.si
Source: International Journal of Production Economics. Jan2012, Vol. 135 Issue 1, p170-176. 7p.
Subjects: Inventory control, Industrial costs, Estimation theory, Warehouse management, Simulation methods & models, Cutting stock problem, Cost control, Statistics
Abstract: Abstract: A method for assessing the optimal stock size for the expected order size for a single-period one-dimensional cutting stock problem is proposed. The stock size is optimal when the expected total costs of trim loss, warehousing, and non-fulfilment are minimum. The stock size is the sum of all bar lengths in the stock, and the order size is the sum of shorter bar lengths in various numbers of pieces. Using simulated test cases, a statistical estimation of optimal stock size is conducted, which in our case is approximately 50% above the expected order. The proposed method can help company choose the appropriate level of stock to minimize their total costs. [Copyright &y& Elsevier]
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Database: Engineering Source
Description
Abstract:Abstract: A method for assessing the optimal stock size for the expected order size for a single-period one-dimensional cutting stock problem is proposed. The stock size is optimal when the expected total costs of trim loss, warehousing, and non-fulfilment are minimum. The stock size is the sum of all bar lengths in the stock, and the order size is the sum of shorter bar lengths in various numbers of pieces. Using simulated test cases, a statistical estimation of optimal stock size is conducted, which in our case is approximately 50% above the expected order. The proposed method can help company choose the appropriate level of stock to minimize their total costs. [Copyright &y& Elsevier]
ISSN:09255273
DOI:10.1016/j.ijpe.2010.10.001