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Selection Schemes of Dual Virtual-Metrology Outputs for Enhancing Prediction Accuracy

机译:双重虚拟计量输出的选择方案,以提高预测精度

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摘要

Selection schemes between neural-network (NN) and multiple-regression (MR) outputs of a virtual metrology system (VMS) are studied in this paper. Both NN and MR are applicable algorithms for implementing virtual-metrology (VM) conjecture models. A MR algorithm may achieve better accuracy only with a stable process, whereas a NN algorithm may have superior accuracy when equipment property drift or shift occurs. To take advantage of both MR and NN algorithms, the simple-selection scheme (SS-scheme) is first proposed to enhance the VM conjecture accuracy. This SS-scheme simply selects either NN or MR output according to the smaller Mahalanobis distance between the input process data set and the NN/MR-group historical process data sets. Furthermore, a weighted-selection scheme (WS-scheme), which computes the VM output with a weighted sum of NN and MR results, is also developed. This WS-scheme generates a well-behaved system with continuity between the NN and MR outputs. Both the CVD and photo processes of a fifth-generation TFT-LCD factory are adopted in this paper to test and compare the conjecture accuracy among the solo-NN, solo-MR, SS-scheme, and WS-scheme algorithms. One-hidden-layered back-propagation neural network (BPNN-I) is applied to establish the NN conjecture model. Test results show that the conjecture accuracy of the WS-scheme is the best among those solo-NN, solo-MR, SS-scheme, and WS-scheme algorithms.
机译:研究了虚拟计量系统(VMS)在神经网络(NN)和多元回归(MR)输出之间的选择方案。 NN和MR都是适用于实现虚拟计量(VM)猜想模型的算法。 MR算法只有在稳定的过程中才能达到更高的精度,而NN算法在设备性能发生漂移或偏移时可能具有更高的精度。为了同时利用MR和NN算法,首先提出了简单选择方案(SS-方案)以提高VM猜想的准确性。该SS方案仅根据输入过程数据集与NN / MR组历史过程数据集之间较小的Mahalanobis距离选择NN或MR输出。此外,还开发了一种加权选择方案(WS-scheme),该方案使用NN和MR结果的加权和来计算VM输出。此WS方案生成了一个行为良好的系统,在NN和MR输出之间具有连续性。本文采用了第五代TFT-LCD工厂的CVD和光处理工艺来测试和比较solo-NN,solo-MR,SS方案和WS方案算法之间的猜想精度。应用单层反向传播神经网络(BPNN-I)建立了NN猜想模型。测试结果表明,在所有solo-NN,solo-MR,SS-scheme和WS-scheme算法中,WS-方案的猜想准确性最高。

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