The integrated circuit (IC) manufacturing process is capital intensive and complex. The production process of unit product (or die, as it is commonly referred to) takes several weeks. Semiconductor factories (fabs) co...The integrated circuit (IC) manufacturing process is capital intensive and complex. The production process of unit product (or die, as it is commonly referred to) takes several weeks. Semiconductor factories (fabs) continuously attempt to improve their productivity, as measured in output and cycle time (or mean flow time). The conflicting objective of producing maximum units at minimal production cycle time and at the highest quality, as measured by die yield, is discussed in this paper. The inter-related effects are characterized, and a model is proposed to address this multi-objective function. We then show that, with this model, die cost can be optimized for any given operating conditions of a fab. A numerical example is provided to illustrate the practicality of the model and the proposed optimization method.展开更多
通过引入单位要素成本指标,本文对佩特兰和勒文叟汉(Petrin and Levinsohn)的生产率分解模型进行了拓展,[1]得到了一个更为准确的资源重置效应。利用2000—2007年中国规模以上制造业企业数据,经过测算显示,技术进步和要素市场总扭曲是...通过引入单位要素成本指标,本文对佩特兰和勒文叟汉(Petrin and Levinsohn)的生产率分解模型进行了拓展,[1]得到了一个更为准确的资源重置效应。利用2000—2007年中国规模以上制造业企业数据,经过测算显示,技术进步和要素市场总扭曲是生产率增长的主要来源;样本期间资源重置对生产率增长的平均贡献仅有3.24%,且日渐式微。然而资源错配造成的福利损失却依旧占制造业增加值的近26.63%。这表明,在现有体制下通过市场自发调节促进要素合理配置的空间已经耗尽,经济结构呈现出一定的"固化"倾向,进一步的资源重置应来自对现有经济结构的改革,以缓解资源错配。本文最后通过测算各地区的资源重置潜力,为区域结构优化提供了一个量化参考。展开更多
文摘The integrated circuit (IC) manufacturing process is capital intensive and complex. The production process of unit product (or die, as it is commonly referred to) takes several weeks. Semiconductor factories (fabs) continuously attempt to improve their productivity, as measured in output and cycle time (or mean flow time). The conflicting objective of producing maximum units at minimal production cycle time and at the highest quality, as measured by die yield, is discussed in this paper. The inter-related effects are characterized, and a model is proposed to address this multi-objective function. We then show that, with this model, die cost can be optimized for any given operating conditions of a fab. A numerical example is provided to illustrate the practicality of the model and the proposed optimization method.
文摘通过引入单位要素成本指标,本文对佩特兰和勒文叟汉(Petrin and Levinsohn)的生产率分解模型进行了拓展,[1]得到了一个更为准确的资源重置效应。利用2000—2007年中国规模以上制造业企业数据,经过测算显示,技术进步和要素市场总扭曲是生产率增长的主要来源;样本期间资源重置对生产率增长的平均贡献仅有3.24%,且日渐式微。然而资源错配造成的福利损失却依旧占制造业增加值的近26.63%。这表明,在现有体制下通过市场自发调节促进要素合理配置的空间已经耗尽,经济结构呈现出一定的"固化"倾向,进一步的资源重置应来自对现有经济结构的改革,以缓解资源错配。本文最后通过测算各地区的资源重置潜力,为区域结构优化提供了一个量化参考。
