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A comparative study on the performance of timing and sizing models of capacity expansion under volatile demand growth and finite equipment lifetime

机译:需求增长不稳定和设备寿命有限的情况下,容量扩展的时间和规模模型的性能比较研究

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Competition in global supply chains has become so severe that many suppliers in the high-tech manufacturing industry must shoulder high risk but have negative return on assets. While the literature is abundant with capacity models, there is a need for further research on capacity investment, especially in selecting and correctly using the right model. For a firm with lasting manufacturing operation, capacity expansion has two aspects: the timing and sizing of each expansion. The aim of a sizing method is to determine the scale of capacity expansion and that of a timing method is to determine the right time of the next expansion. The majority of capacity models in the literature can be classified as sizing models. In contrast, timing models have not received as much attention. In this paper, we compare the performance of the two types of models under volatile demand growth in order to find out the more appropriate type for the high-tech manufacturing environment. An empirical analysis of semiconductor demand is first presented. We find that the geometric Brownian motion process is appropriate for characterizing the volatility of demand growth. Based on this finding, simulation is used to compare a canonical timing and a canonical sizing models in various scenarios of demand growth, demand volatility and profit margin. We also advocate using profitability as a capacity investment criterion, in addition to the demand-satisfying criterion that is commonly used in the literature. Simulation results show that the timing model outperforms the sizing model. Finally, the behavior of the timing model is characterized as an aggressive method that can be used to exploit demand volatility for an advantage.
机译:全球供应链中的竞争已经变得如此激烈,以至于高科技制造业中的许多供应商必须承担高风险,但资产负收益。尽管有关容量模型的文献很多,但仍需要对容量投资进行进一步研究,尤其是在选择和正确使用正确的模型方面。对于拥有持久制造业务的公司而言,产能扩张有两个方面:每次扩张的时机和规模。调整大小方法的目的是确定容量扩展的规模,而计时方法的目标是确定下一次扩展的正确时间。文献中的大多数容量模型可以归类为规模模型。相反,时序模型并没有引起足够的重视。在本文中,我们比较了两种类型的模型在需求增长不稳定的情况下的性能,以找到更适合高科技制造环境的模型。首先提出了对半导体需求的实证分析。我们发现几何布朗运动过程适合表征需求增长的波动性。基于此发现,在需求增长,需求波动和利润率的各种情况下,可以使用仿真来比较规范的时间安排和规范的规模模型。除了在文献中常用的满足需求的标准之外,我们还主张将盈利能力用作容量投资标准。仿真结果表明,时序模型优于规模模型。最后,时序模型的行为被描述为一种积极的方法,可以用来利用需求波动来获得优势。

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