The simplest chaotic circuit containing a memristor involves a capacitor C, an inductor L, and two parameters, alpha and beta, characterizing the memristor. Chaos was observed experimentally for three combinations of these parameters. Here, we report high resolution stability diagrams displaying an abundance of tunable ranges of periodic and chaotic self-oscillations for this circuit, in all six possible control planes. We predict dynamically rich and intricate sequences of oscillations that are experimentally accessible in the system
This paper proposes a modified Chua Corsage Memristor endowed with two symmetrical locally active do...
This work presents a comparative study of two new chaotic systems obtained from a LCM (inductor-capa...
<div><p>In this paper, a new four-variable dynamical system is proposed to set chaotic circuit compo...
The simplest chaotic circuit containing a memristor involves a capacitor C, an inductor L, and two p...
This paper proposes a globally passive but locally active memristor, which has three stable equilibr...
This paper proposes a simple autonomous memristor-based oscillator for generating periodic signals. ...
This paper is expected to introduce a novel memductor-based chaotic system. The local dynamical enti...
In this paper, a single-T chaotic circuit with physical memristor is designed. The dynamic propertie...
In this paper, we build a simple chaotic circuit by introducing a new magnetic flux-controlled memri...
Over the last three decades, theoretical design and circuitry implementation of various chaotic gene...
Abstract-Linear system theory provides an inadequate char-acterization of sustained oscillation in n...
In 1971, Leon Chua theoretically postulated that the memristor is the fourth fundamental circuit ele...
This paper presents a novel memristor-based Wien-bridge oscillator and investigates its parameter-in...
This report investigates the stability problem of memristive systems with a line of equilibria on th...
By introducing an ideal and active flux-controlled memristor and tangent function into an existing c...
This paper proposes a modified Chua Corsage Memristor endowed with two symmetrical locally active do...
This work presents a comparative study of two new chaotic systems obtained from a LCM (inductor-capa...
<div><p>In this paper, a new four-variable dynamical system is proposed to set chaotic circuit compo...
The simplest chaotic circuit containing a memristor involves a capacitor C, an inductor L, and two p...
This paper proposes a globally passive but locally active memristor, which has three stable equilibr...
This paper proposes a simple autonomous memristor-based oscillator for generating periodic signals. ...
This paper is expected to introduce a novel memductor-based chaotic system. The local dynamical enti...
In this paper, a single-T chaotic circuit with physical memristor is designed. The dynamic propertie...
In this paper, we build a simple chaotic circuit by introducing a new magnetic flux-controlled memri...
Over the last three decades, theoretical design and circuitry implementation of various chaotic gene...
Abstract-Linear system theory provides an inadequate char-acterization of sustained oscillation in n...
In 1971, Leon Chua theoretically postulated that the memristor is the fourth fundamental circuit ele...
This paper presents a novel memristor-based Wien-bridge oscillator and investigates its parameter-in...
This report investigates the stability problem of memristive systems with a line of equilibria on th...
By introducing an ideal and active flux-controlled memristor and tangent function into an existing c...
This paper proposes a modified Chua Corsage Memristor endowed with two symmetrical locally active do...
This work presents a comparative study of two new chaotic systems obtained from a LCM (inductor-capa...
<div><p>In this paper, a new four-variable dynamical system is proposed to set chaotic circuit compo...