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Optimization of the finite production rate model with scrap, rework and stochastic machine breakdown

机译:具有报废,返工和随机机器故障的有限生产率模型的优化

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This study employs mathematical modeling along with a recursive searching algorithm to determine the optimal run time for an imperfect finite production rate model with scrap, rework, and stochastic machine breakdown. In real-life manufacturing systems, generation of defective items and machine breakdown are inevitable. The objective of this paper is to address these issues and to be able to derive the optimal production run time. It is assumed that the proposed manufacturing system produces defective items randomly, a portion of them is considered to be scrap, and the other portion can be repaired through rework. Further, the proposed system is subject to random breakdown and when it occurs, the abort/resume (AR) policy is adopted. Under such an inventory control policy, the production of the interrupted lot will be resumed immediately when machine is fixed and restored. Mathematical modeling along with a recursive searching algorithm is used for deriving the replenishment policy for such a realistic production system.
机译:这项研究采用数学模型和递归搜索算法来确定具有报废,返工和随机机器故障的不完全有限生产率模型的最佳运行时间。在现实生活中的制造系统中,不可避免地会产生次品和机器故障。本文的目的是解决这些问题并能够得出最佳的生产运行时间。假定所提出的制造系统随机产生有缺陷的物品,其中一部分被认为是废品,而另一部分可以通过返工进行维修。此外,所提出的系统受到随机破坏,并且当其发生时,采用中止/恢复(AR)策略。在这样的库存控制策略下,当机器被固定并恢复时,中断批次的生产将立即恢复。数学模型与递归搜索算法一起用于推导此类现实生产系统的补货策略。

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