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Mathematical models and circuit implementations of memristive systems

机译:忆阻系统的数学模型和电路实现

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In this paper we first present a novel, simple and general boundary condition-based model for nano-scale switching resistances with memory. The boundary conditions are embedded into a switching function modulating the rate of ionic transport, and, on the basis of the memristor under modeling, may be suitably chosen through an optimization procedure minimizing some reference parameter such as the mean squared error between observed and modeled data. The versatile nature of the switching function enables the model to detect complex dynamics from a number of memristive nano-structures, including the Hewlett-Packard memristor. In the second part of the manuscript, we explain how to use the switching dynamics of appropriate nonlinear two-ports to synthesize simple memristive electronic circuits employing purely-passive already-existing components.
机译:在本文中,我们首先提出一种新颖,简单且基于边界条件的具有存储器的纳米级开关电阻模型。边界条件被嵌入到调节离子传输速率的开关函数中,并且可以基于建模过程中的忆阻器,通过优化程序来适当选择,该优化程序将某些参考参数(例如观测数据和建模数据之间的均方误差)最小化。开关功能的通用性使模型能够从包括Hewlett-Packard忆阻器在内的许多忆阻纳米结构中检测复杂的动力学。在手稿的第二部分中,我们说明了如何使用适当的非线性双端口的开关动力学来合成采用纯无源已有元件的简单忆阻电子电路。

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