Nonlinear Variation Decomposition of Neural Networks for Holistic Semiconductor Process Monitoring

Artificial intelligence (AI) is increasingly used to solve multi‐objective problems and reduce the turnaround times of semiconductor processes. However, only brief AI explanations are available for process/device/circuit engineers to provide holistic feedback on the manufactured results. Herein, lin...

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Bibliographic Details
Published inAdvanced intelligent systems
Main Authors Yun, Hyeok, Jang, Hyundong, Lee, Seunghwan, Lee, Junjong, Cho, Kyeongrae, Eom, Seungjoon, Kim, Soomin, Kim, Choong‐Ki, Byun, Hong‐Chul, Han, Seongjoo, Yoo, Min‐Soo, Baek, Rock‐Hyun
Format Journal Article
LanguageEnglish
Published 04.09.2024
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Summary:Artificial intelligence (AI) is increasingly used to solve multi‐objective problems and reduce the turnaround times of semiconductor processes. However, only brief AI explanations are available for process/device/circuit engineers to provide holistic feedback on the manufactured results. Herein, linear/nonlinear variation decomposition (LVD/NLVD) of neural networks is demonstrated to quantitatively evaluate the influence of unit processes on the figure of merit (FoM) and co‐analyze the unit process influences with device characteristic behaviors. The NLVD can evaluate the output variation from each input of neural networks in an individual sample, although neural networks are not available in an analytic form. The NLVD is successfully verified by confirming that a) the output and summation of all decomposed output variations perfectly coincide and b) the process influences on the FoM are decomposed to 6.01–54.86% more accurately compared with those of LVD in 1Y nm node dynamic random‐access memory test vehicles with a baseline and split tests introducing high‐k metal gates with a minimum gate length of 1 A nm node for further node scaling. The approaches identify defective processes and defect mechanisms in each sample and wafer, which enhance causal analyses for individual cases in diverse fields based on regression artificial neural networks.
ISSN:2640-4567
2640-4567
DOI:10.1002/aisy.202300920