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Modified hyperbolic sine model for titanium dioxide-based memristive thin films

机译:基于二氧化钛的椎体薄膜改性双曲正弦模型

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Since the emergence of memristor as the newest fundamental circuit elements, studies on memristormodeling have been evolved. To date, the developed models were based on the linear model, linear ionic drift model using different window functions, tunnelling barrier model and hyperbolic-sine function based model. Although using hyperbolic-sine function model could predict the memristor electrical properties, the model was not well fitted to the experimental data. In order to improve the performance of the hyperbolic-sine function model, the state variable equation was modified. On the one hand, the addition of window function cannot provide an improved fitting. By multiplying the Yakopcic's state variable model to Chang's model on the other hand resulted in the closer agreement with the TiO2 thin film experimental data. The percentage error was approximately 2.15%.
机译:由于忆阻器的出现作为最新的基本电路元素,因此已经演化了对忆体的研究。迄今为止,开发的模型基于使用不同窗口功能,隧道屏障模型和双曲线函数模型的线性模型,线性离子漂移模型。虽然使用双曲线 - 正弦功能模型可以预测映射器电性能,但该模型不适合实验数据。为了提高双曲线函数模型的性能,修改了状态变量方程。一方面,添加窗口功能不能提供改进的配件。另一方面,通过将yakopcic的状态变量模型乘以Chang的模型,导致与TiO2薄膜实验数据更仔细。百分比误差约为2.15%。

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