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Dynamic Support Vector Regression Control System for Overlay Error Compensation With Stochastic Metrology Delay

机译:随机计量延迟覆盖误差补偿的动态支持向量回归控制系统

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摘要

This study aims to develop a robust monitoring system for advanced control and compensation of the overlay errors based on $oldsymbol {epsilon }$ -insensitive support vector regression (SVR), considering metrology delay. The proposed $oldsymbol {epsilon }$ -insensitive SVR control system has the ability to solve quadratic optimization problems in real settings. To investigate the consistency and reliability of the proposed algorithm, a simulation study based on empirical data was conducted to validate the solution quality enhancement by the proposed approach. The stability of the system under metrology delay was investigated when Lyapunov stability function takes place as the kernel function of the $oldsymbol {epsilon }$ -insensitive SVR optimization system. For sensitivity analysis, we compared and analyzed the effect of noise and time-varying metrology delay, within an online process with a simulation study based on empirical data. This approach can effectively reduce the misalignment of the overlay errors through the self-tuning process of $oldsymbol {epsilon }$ -insensitive SVR and provide real-time decision aid for process engineers. Note to Practitioners-In practice, there are dynamic metrology delays that have not been adequately addressed. This study developed a robust monitoring system that can consider metrology delay for advanced control and effective compensation of the overlay errors. A study based on empirical data has validated the practical viability of the proposed approach. Indeed, the proposed algorithm can obtain a high degree of reliability for the measurement data in the complicated semiconductor fabrication process. Indeed, the developed solution is implemented in real practice.
机译:本研究旨在通过$ boldsymbol { epsilon} $ -ingsitive支持向量回归(SVR),开发一个强大的监控系统,用于高级控制和覆盖错误的覆盖错误,考虑到计量延迟。提议的$ boldsymbol { epsilon} $-ensisive svr控制系统能够在真实设置中解决二次优化问题。为了研究所提出的算法的一致性和可靠性,进行了基于经验数据的仿真研究,以通过提出的方法验证解决方案质量增强。当Lyapunov稳定性函数作为$ boldsymbol { epsilon} $-ensiLitive svr优化系统的内核函数发生时,调查了系统下的系统稳定性。对于敏感性分析,我们对基于经验数据的仿真研究的在线过程中的噪声和时变量延迟的影响和分析。这种方法可以通过$ boldsymbol { epsilon} $ -ingsitive svr的自我调整过程有效地减少覆盖错误的未对准,并为过程工程师提供实时决策辅助。注意从业者 - 在实践中,有动态计量延迟尚未充分解决。本研究开发了一种强大的监控系统,可以考虑用于高级控制的计量延迟和覆盖误差的有效补偿。基于经验数据的研究已经验证了所提出的方法的实际可行性。实际上,所提出的算法可以在复杂的半导体制造过程中获得测量数据的高度可靠性。实际上,发达的解决方案是在实际实践中实施的。

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