Machine Learning Method for Accurate Analysis of Complicated Low Temperature Random Telegraph Noise

Xinze Li, Ying Sun, Jing Wan, Bing Chen, R. Cheng, G. Han
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Abstract

In this work, the Hidden Markov Model (HMM), and the machine learning methods, namely, K-Medoids clustering and Gaussian Mixture Model (GMM) were used for the data analysis of the complicated RTN signals in 18 nm Fully Depleted Silicon on Insulator (FDSOI) n-FET at low temperature. The differences of the three methods in fitting accuracy, efficiency and the defect location were compared. As compared with the conventional HMM model, the GMM model exhibits the highest fitting accuracy while the K-Medoids clustering shows the highest fitting efficiency. In general, K-Medoids clustering is more balanced in terms of extraction speed and accuracy. The relative locations of the traps within the gate oxide were also calculated, with HMM and K-Medoids show similar trap positions. Hence, the machine learning method provides a new solution for the accurate identification and localization of complicated RTN traps in cryogenic transistors.
复杂低温随机电报噪声精确分析的机器学习方法
本文采用隐马尔可夫模型(HMM)、K-Medoids聚类和高斯混合模型(GMM)等机器学习方法,对18 nm全贫绝缘体硅(FDSOI) n-FET中复杂的RTN信号进行了低温数据分析。比较了三种方法在拟合精度、效率和缺陷定位等方面的差异。与传统HMM模型相比,GMM模型具有最高的拟合精度,K-Medoids聚类具有最高的拟合效率。一般来说,K-Medoids聚类在提取速度和准确性方面更加平衡。计算了栅极氧化物中陷阱的相对位置,HMM和K-Medoids显示出相似的陷阱位置。因此,机器学习方法为低温晶体管中复杂RTN陷阱的准确识别和定位提供了新的解决方案。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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