一种新的分数阶忆阻模拟器电路设计

Zehra Gulru Cam Taskiran, M. Taskiran
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引用次数: 1

摘要

本文对先前定义的整数阶忆阻器元件方程进行了修正,并给出了分数阶忆阻器的类似形式。在得到的数学方程中,得到了与频率相关的缩紧迟滞曲线。提出了一种提供上述数学关系的忆阻模拟器电路。所提出的电路可以用市场上可用的集成电路元件来实现。近年来,由于分数阶演算具有非易失性记忆、非局域性和弱奇异性等特点,分数阶演算已成功地应用于人工神经网络中。因此,该电路可用于分数阶神经网络的物理实现。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A New Fractional Order Memristance Simulator Circuit Design
In this study, a previously defined integer order memristor element equation has been modified and a similar form of fractional order memristor is given. In the resulting mathematical equation, frequency dependent pinched hysteresis curves are obtained. A memristance simulator circuit providing the proposed mathematical relationship is proposed. The proposed circuit can be implemented with the integrated circuit elements commercially available in the market. In recent years, due to the non-volatile memory, nonlocality, and weak singularity characteristics, fractional calculus has been successfully applied to ANN s. Thus, this circuit can be useful for physical realization of the fractional order neural networks.
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