提高皮克特隧穿势垒记忆电阻器模型的精度

Ahmad Daoud, Ahmed A. S. Dessouki, S. Abuelenin
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引用次数: 2

摘要

二氧化钛(TiO2)忆阻器具有复杂的传导机制。为了模拟在忆阻器器件中观察到的物理行为的实验结果,已经开发了几种不同复杂性的模型。Pickett的隧道势垒模型描述了TiO2忆阻器,并利用隧道势垒宽度的复导数。它在ON开关区产生较大的误差。各种研究都将其作为TiO2忆阻器的参考模型。本文首先分析了忆阻器的工作原理,讨论了Pickett模型。然后,我们提出了对其导数函数的修正,以提供更小的误差和更接近物理行为。这种修正由两个额外的拟合参数来表示,以阻尼或加速隧道宽度导数。此外,我们还加入了一个硬限制条件,将隧道宽度限制在其物理极限1nm和2nm。我们运行模拟来测试模型的修改,并将结果与实验和原始Pickett模型的结果进行比较。修正后的模型更接近于TiO2忆阻器的实验行为,并有可能使忆阻器用作多电平存储器。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Accuracy enhancement of pickett tunnelling barrier memristor model
Titanium dioxide (TiO2) memristors exhibit complex conduction mechanism. Several models of different complexity have been developed in order to mimic the experimental results for physical behaviors observed in memristor devices. Pickett's tunneling barrier model describes the TiO2 memristors, and utilizes complex derivative of tunnel barrier width. It attains a large error in the ON switching region. Variety of research consider it as the reference model for the TiO2 memristors. In this paper, we first analyze the theory of operation of the memristor and discuss Pickett's model. Then, we propose a modification to its derivative functions to provide a lower error and closer agreement with physical behavior. This modification is represented by two additional fitting parameters to damp or accelerate the tunnel width derivative. Also, we incorporate a hard limiter term to limit the tunnel width to its physical extremes 1 nm and 2 nm. We run simulations to test the model modifications and we compare the results to the experimental and original Pickett's model results. The modified model more closely resembles the experimental behavior of TiO2 memristors and potentially enables the memristor to be used as a multilevel memory.
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