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Multiway principal polynomial analysis for semiconductor manufacturing process fault detection

机译:半导体制造工艺故障检测多通路主多项式分析

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摘要

In semiconductor industry, the etching process is a highly sophisticated nonlinear process, which significantly affects the wafer quality. Fault detection technique has been investigated as a promising tool to reduce the fault wafers and increase overall equipment effectiveness. However, traditional fault detection models are not adequate enough to describe the etching process due to the high complexity and non-linearity of wafer processing process. In this study, a novel fault detection technique called multiway principal polynomial analysis (MPPA) is proposed. MPPA is a nonlinear modeling technique which learns a low-dimensional representation from process data based on a sequence of principal polynomials. Compared to linear methods, MPPA is more flexible and efficient in tackling process nonlinearity. Furthermore, MPPA has the desirable properties of invertibility, volume preservation, and straightforward out-of-sample extension, thus making it interpretable and easier to implement in real application. To verify the effectiveness of the proposed MPPA, it was applied to a nonlinear numerical example and the real-world operation data of a semiconductor manufacturing process. The application results demonstrated that the proposed MPPA method outperforms the conventional MPCA, FD-kNN, and PC-kNN in the fault detection performance.
机译:在半导体工业中,蚀刻工艺是一种高度复杂的非线性工艺,这显着影响了晶片质量。故障检测技术已经被调查为有希望的工具,以减少故障晶圆并提高整体设备效率。然而,由于晶片加工过程的高复杂性和非线性,传统故障检测模型不能足够足以描述蚀刻过程。在本研究中,提出了一种新颖的故障检测技术,称为多通道主多项式分析(MPPA)。 MPPA是非线性建模技术,其基于基于主多项式的序列从过程数据中学习低维表示。与线性方法相比,MPPA在解决过程非线性方面更加灵活,有效。此外,MPPA具有可逆性,体积保存和直接采样外延的理想性质,从而使其可解释和更容易在实际应用中实现。为了验证所提出的MPPA的有效性,它被应用于非线性数值示例和半导体制造过程的实际操作数据。应用结果表明,所提出的MPPA方法在故障检测性能中优于传统的MPCA,FD-KNN和PC-KNN。

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