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A virtual metrology method with prediction uncertainty based on Gaussian process for chemical mechanical planarization

机译:基于高斯工艺进行化学机械平面化预测不确定性的虚拟计量方法

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The prediction of the average material removal rate (MRR) in chemical mechanical planarization (CMP) process has been recognized to be a critical factor of virtual metrology (VM) modeling for advanced process control (APC). This paper proposes a Gaussian process regression (GPR)-based model to dynamically predict MRR in CMP process. The proposed method uses K-nearest neighbor (KNN) to search for reference MRR samples in the historical dataset. Furthermore, a GPR model is trained to fuse the information from reference samples. Finally, the proposed method employs multi-task Gaussian process (MTGP) to predict the final MRR and quantify the prediction uncertainty based on the historical and the reference MRR. Compared with other methods in the recent literature, the proposed method, named KNN-MTGP model, yields better prediction accuracy than ensemble models, and comparable accuracy with deep neural networks (NN). Besides, KNN-MTGP model is capable to demonstrate the behavior of the past MRR changing with time and provide quantified prediction uncertainties. In this paper, the feasibility and advantages of KNN-MTGP model are evaluated based on the dataset of 2016 prognostic and health management (PHM) data challenge. (C) 2020 Elsevier B.V. All rights reserved.
机译:化学机械平面化(CMP)过程中的平均材料去除率(MRR)的预测已被认为是用于高级过程控制(APC)的虚拟计量(VM)建模的临界因素。本文提出了基于高斯进程回归(GPR)的模型,以动态预测CMP过程中的MRR。所提出的方法使用K-CORMALT邻居(KNN)来搜索历史数据集中的参考MRR样本。此外,培训GPR模型以熔化来自参考样本的信息。最后,所提出的方法采用多任务高斯过程(MTGP)来预测最终MRR并根据历史和参考MRR量化预测不确定性。与最近文献中的其他方法相比,所提出的方法,名为Knn-MTGP模型,产生的预测精度比集合模型,以及与深神经网络(NN)的可比精度相比。此外,KNN-MTGP模型能够展示过去MRR随时间变化的行为,并提供量化的预测不确定性。本文基于2016年预后和健康管理(PHM)数据挑战的数据集评估了KNN-MTGP模型的可行性和优点。 (c)2020 Elsevier B.V.保留所有权利。

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