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Solving an economic production lot size problem incorporating overtime feature

机译:解决具有加班功能的经济生产批量问题

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With the purpose of meeting excessive demand or leveling production schedule, managers often look for overtime option to effectively expedite production process and increase capacity. Motivated by this idea, an economic production lot size (EPLS) problem incorporating overtime feature is explored. A mathematical model is developed to portray the problem, thru formulation and derivation procedure, the expected system cost function is first derived. With a help from differential calculus, we prove that the cost function is convex, and consequently, the most economic production lot size is determined. Numerical demonstration is provided for showing the applicability of the obtained result.
机译:为了满足过多的需求或调整生产进度,管理人员经常寻找加班选项,以有效地加快生产过程并提高产能。受此想法的启发,探讨了具有加班功能的经济生产批量(EPLS)问题。建立了数学模型来描述问题,通过公式和推导过程,首先推导了预期的系统成本函数。在微分学的帮助下,我们证明了成本函数是凸的,因此,确定了最经济的生产批量。通过数值演示来说明所得结果的适用性。

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