基于贝叶斯推理的多陷阱RTN参数提取

H. Awano, Hiroshi Tsutsui, H. Ochi, Takashi Sato
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引用次数: 10

摘要

提出了一种新的估计随机电报噪声统计参数的分析方法。RTN的特征是载流子捕获和发射的时间常数,以及相应的阈值电压的变化。由于陷阱活动被投射到阈值电压上,每个陷阱的时间常数和振幅的分离是一个不适定问题。该方法采用统计方法,能够反映RTN的物理生成过程,解决了这一问题。利用统计机器学习社区开发的Gibbs采样算法,将测量的阈值电压序列分解为每个陷阱的时间常数和幅度。我们还证明,该方法估计时间常数的精度比使用隐马尔可夫模型的现有工作提高了约2.1倍,有助于提高可靠性感知电路仿真的精度。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Multi-trap RTN parameter extraction based on Bayesian inference
This paper presents a new analysis method for estimating the statistical parameters of random telegraph noise (RTN). RTN is characterized by the time constants of carrier capture and emission, and associated changes of threshold voltage. Because trap activities are projected on to the threshold voltage, the separation of time constants and amplitude for each trap is an ill-posed problem. The proposed method solves this problem by statistical method that can reflect the physical generation process of RTN. By using Gibbs sampling algorithm developed in statistical machine learning community, we decompose the measured threshold voltage sequence to time constants and amplitude of each trap. We also demonstrate that the proposed method estimates time constants about 2.1 times more accurately than the existing work that uses hidden Markov model, which contributes to enhance the accuracy of reliability-aware circuit simulation.
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