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Providing a Mathematical Method of Zero & One to Select the Sequence of Models in Multi- Model Production Line Balancing Problem

机译:在多模型生产线平衡问题中提供一种数学方法,用零和一选择模型序列

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The problem of Production line balance is one of the issues that there have been extensive studies about it in the last decades. Most of these studies are on SALBP model. Another form of these kindsof issues is line balance for multi-model mode. Multi-model production line investigates different numbers and size of a product for assembling different models of it. These models follow each other to enter the production line. Because the time cycle of each model may be different from othersand also their function will assign separately, so their sending order is important on the production line. In these kinds of subjects, the models arrangement on the production line is significant. For producing subjects with different types in a short time cycle, is necessary to make an efficient decision in assigning the models function, their arrangement on the production line can also affect the whole system time cycle. Therefore we can achieve to the optimum sequence with calculation of time cycle for each sequence of the models. This article will determine the best arrangement of different models of a product with the same output, by providing a mathematical method of zero & one and considering the minimum time cycle.
机译:生产线平衡问题是最近几十年来对其进行广泛研究的问题之一。这些研究大多数是关于SALBP模型的。这些问题的另一种形式是多模型模式下的生产线平衡。多模型生产线研究不同数量和尺寸的产品以组装不同模型的产品。这些模型彼此跟随进入生产线。由于每个模型的时间周期可能彼此不同,并且它们的功能将分别分配,因此它们的发送顺序在生产线上很重要。在这些主题中,生产线上的模型安排很重要。为了在短时间周期内生产不同类型的主题,必须在分配模型功能时做出有效决策,它们在生产线上的安排也会影响整个系统时间周期。因此,我们可以通过计算模型的每个序列的时间周期来获得最佳序列。本文将通过提供一种零和一的数学方法并考虑最短的时间周期,来确定具有相同输出的产品的不同模型的最佳排列。

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