双曲正切无源电阻神经元的cmos -忆阻电路分析

M. Kenzhina, I. Dolzhikova
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引用次数: 2

摘要

s型函数和双曲正切函数是神经网络的计算元素,应用非常广泛。本文旨在提出一种简单的设计,通过引入忆阻器来改进类钽无源电阻型神经元。漏电流小、片上面积小、功耗低、非易失性存储器等特点使忆阻器在电路设计中具有强大的应用前景。然而,由于忆阻器件不能为电路提供能量,它们应该与传统的CMOS器件耦合,从而形成混合电路结构。在本研究的框架内,我们检查了先前提出的被动神经元电路。元件被忆阻器取代以产生激活函数。就性能指标而言,最有效的电路配置有待确定。我们的设计证明,用忆阻器元件代替CMOS器件,通过降低芯片的总功率、面积和THD水平来提高电路性能。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Analysis of Hyperbolic Tangent Passive Resistive Neuron With CMOS-Memristor Circuit
Sigmoid and hyperbolic tangent functions are the computational elements of neural networks, which are applied very widely. This paper aims to propose a simple design for improving the tanh-like passive resistive-type neuron by introducing memristor. Minimal leakage current and small on-chip area, low power consumption and non-volatile memory are the features that make the memristor promising and powerful tool in circuit design. However since memristive devices are not capable to supply energy to a circuit, they should be coupled with conventional CMOS devices, thus forming hybrid circuit configurations. In the frame of this study, we examine the previously proposed circuit for passive neuron. The elements are replaced by memristor to produce tanh activation function. The most efficient circuit configuration in terms performance metrics is to be determined. Our design proves that replacing CMOS device by memristor element improves the circuit performance by reducing the total power, area of the chip and THD level.
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