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Alternative approach for solving replenishment lot size problem with discontinuous issuing policy and rework

机译:通过不连续的发行策略和返工来解决补货批量问题的替代方法

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Conventional approach for solving the replenishment lot size problem is by using differential calculus on the long-run average production cost function with the need to prove optimality first. Recent studies proposed an algebraic approach to the solution of classic economic order quantity (EOQ) and the economic production quantity (EPQ) models without reference to the use of derivatives. This paper extends it to the solution of a specific EPQ model as was examined by Chiu et al. [Chiu, S. W., Chen, K.-K., & Lin, H.-D. (in press). Numerical method for determination of the optimal lot size for a manufacturing system with discontinuous issuing policy and rework. International Journal for Numerical Methods in Biomedical Engineering. 10.1002/cnm.l369]. As a result, optimal replenishment lot size and a simplified optimal production-inventory cost formula for such a particular EPQ. model can be derived without derivatives. This alternative approach may enable practitioners who with little knowledge of calculus to understand the realistic production systems with ease.
机译:解决补货批量大小问题的常规方法是对长期平均生产成本函数使用微分演算,首先需要证明最优性。最近的研究提出了一种代数方法来解决经典经济订单量(EOQ)和经济生产量(EPQ)模型,而不涉及衍生工具的使用。本文将其扩展到Chiu等人检验的特定EPQ模型的解决方案。 [Chiu S.W.,Chen K.-K.和Lin,H.-D. (在新闻)。确定具有不连续发布策略和返工的制造系统的最佳批量的数值方法。国际生物医学工程数值方法杂志。 10.1002 / cnm.l369]。结果,对于这种特定的EPQ,最佳的补货批量大小和简化的最佳生产库存成本公式。模型可以不带导数而导出。这种替代方法可以使对微积分知识很少的从业人员能够轻松地了解实际的生产系统。

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