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MSC-clustering and forward stepwise regression for virtual metrology in highly correlated input spaces

机译:在高度相关的输入空间中进行虚拟计量的MSC群集和正向逐步回归

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Increasingly semiconductor manufacturers are exploring opportunities for virtual metrology (VM) enabled process monitoring and control as a means of reducing non-value added metrology and achieving ever more demanding wafer fabrication tolerances. However, developing robust, reliable and interpretable VM models can be very challenging due to the highly correlated input space often associated with the underpinning data sets. A particularly pertinent example is etch rate prediction of plasma etch processes from multichannel optical emission spectroscopy data. This paper proposes a novel input-clustering based forward stepwise regression methodology for VM model building in such highly correlated input spaces. Max Separation Clustering (MSC) is employed as a pre-processing step to identify a reduced srt of well-conditioned, representative variables that can then be used as inputs to state-of-the-art model building techniques such as Forward Selection Regression (FSR), Ridge regression, LASSO and Forward Selection Ridge Regression (FCRR). The methodology is validated on a benchmark semiconductor plasma etch dataset and the results obtained are compared with those achieved when the state-of-art approaches are applied directly to the data without the MSC pre-processing step. Significant performance improvements are observed when MSC is combined with FSR (13%) and FSRR (8.5%), but not with Ridge Regression (−1%) or LASSO (−32%). The optimal VM results are obtained using the MSC-FSR and MSC-FSRR generated models.
机译:越来越多的半导体制造商正在探索启用虚拟计量(VM)的过程监视和控制的机会,以减少无附加值的计量并实现越来越苛刻的晶圆制造公差。但是,由于经常与基础数据集相关联的输入空间高度相关,因此开发健壮,可靠且可解释的VM模型可能非常具有挑战性。一个特别相关的例子是根据多通道光发射光谱数据预测等离子体蚀刻工艺的蚀刻速率。本文提出了一种新的基于输入聚类的正向逐步回归方法,用于在这种高度相关的输入空间中建立VM模型。最大分离聚类(MSC)被用作预处理步骤,以识别条件良好的代表性变量的srt降低,然后将其用作最新模型构建技术(例如前向选择回归( FSR),岭回归,LASSO和正向选择岭回归(FCRR)。该方法论已在基准半导体等离子蚀刻数据集上得到验证,并将获得的结果与在不使用MSC预处理步骤的情况下将最新方法直接应用于数据时所获得的结果进行了比较。当将MSC与FSR(13%)和FSRR(8.5%)组合使用时,观察到显着的性能改善,但与Ridge Regression(-1%)或LASSO(-32%)组合则没有。使用MSC-FSR和MSC-FSRR生成的模型可以获得最佳VM结果。

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