A Locally-Active Memristor and its Application in Chaotic Circuit

Peipei Jin; Guangyi Wang; Herbert Ho Ching Iu; Tyrone Fernando

doi:10.1109/TCSII.2017.2735448

A Locally-Active Memristor and its Application in Chaotic Circuit

Peipei Jin, Guangyi Wang, Herbert Ho Ching Iu, Tyrone Fernando

Research output: Contribution to journal › Article › peer-review

76 Citations (Scopus)

Abstract

In this paper, we propose a novel locally-active memristor based on a voltage-controlled generic memristor model and use the analysis methods of standard nonlinear theory to analyze its characteristics and illustrate the concept of local activity via the DC v-i loci of memristor and non-volatile memory via the Power-Off Plot of memristor. A chaotic attractor is observed with a simple nonlinear circuit that only includes three circuit elements in parallel: a nonlinear locally-active memristor, a linear passive inductor and a linear passive capacitor. Then, we analyze the dynamical characteristics of the above circuit and show complex bifurcation behaviors.

Original language	English
Article number	8000583
Pages (from-to)	246-250
Number of pages	5
Journal	IEEE Transactions on Circuits and Systems II: Express Briefs
Volume	65
Issue number	2
DOIs	https://doi.org/10.1109/TCSII.2017.2735448
Publication status	Published - Feb 2018

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title = "A Locally-Active Memristor and its Application in Chaotic Circuit",

abstract = "In this paper, we propose a novel locally-active memristor based on a voltage-controlled generic memristor model and use the analysis methods of standard nonlinear theory to analyze its characteristics and illustrate the concept of local activity via the DC v-i loci of memristor and non-volatile memory via the Power-Off Plot of memristor. A chaotic attractor is observed with a simple nonlinear circuit that only includes three circuit elements in parallel: a nonlinear locally-active memristor, a linear passive inductor and a linear passive capacitor. Then, we analyze the dynamical characteristics of the above circuit and show complex bifurcation behaviors.",

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AU - Iu, Herbert Ho Ching

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AB - In this paper, we propose a novel locally-active memristor based on a voltage-controlled generic memristor model and use the analysis methods of standard nonlinear theory to analyze its characteristics and illustrate the concept of local activity via the DC v-i loci of memristor and non-volatile memory via the Power-Off Plot of memristor. A chaotic attractor is observed with a simple nonlinear circuit that only includes three circuit elements in parallel: a nonlinear locally-active memristor, a linear passive inductor and a linear passive capacitor. Then, we analyze the dynamical characteristics of the above circuit and show complex bifurcation behaviors.

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KW - Integrated circuit modeling

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A Locally-Active Memristor and its Application in Chaotic Circuit

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