Generating hyperchaotic multi-wing attractor in a 4D memristive circuit

Various Attractors, Coexisting Attractors and Antimonotonicity in a Simple Fourth-Order Memristive Twin-T Oscillator

“…Since the physical memristor has been fabricated by Hewlett-Packard Lab in 2008 [Strukov et al, 2008], it has attracted much attention of researchers. Due to its nonvolatility, nanosize, and low power consumption, memristor can be applied in various fields, such as nonvolatile memory [Strukov, 2016], neural networks [Soudry et al, 2015;Duan et al, 2015], nonlinear chaotic circuits [Zhou et al, 2016;Wu & Wang, 2016;Yuan et al, 2016;Wang et al, 2017;Corinto & Forti, 2017;Ma et al, 2017], and so on.…”

A Practical Synchronization Approach for Memristive Hyperchaotic System

“…Till now, the study of memristive system is hot, apply memristive system to realize hyperchaotic system is a very new research topic. Zhou proposed a memristive hyperchaotic system by replacing the resistor in modified Lv multiwing system [8]. Then, Ma proposed a memristive hyperchaotic system by adding a common smooth ux-controlled memristor and a cross product item into a 3D pseudo four-wing chaotic system [9], and the system can only exhibit four-wing attractor, and needs an extra cross-product item.…”

The Design and Realization of a Hyper-Chaotic Circuit Based on a Flux-Controlled Memristor with Linear Memductance

“…[4][5][6][7][8][9][10] In addition, memristor, which is a nonlinear element with small size and low power consumption, is a good choice for the study of chaotic circuit. More and more chaotic circuits based on memristor have been proposed [12][13][14][15][16][17][18][19][20][21][22][23][24][25] since the¯rst memristor-based chaotic circuit was proposed by Itoh and Chua 11 in 2008. After reading these literatures, we¯nd that almost all memristive chaotic systems are based on the memristor with piecewise linear memductance [12][13][14][15][16][17][18] or based on the memristor with smooth continuous nonlinearity memductance.…”

“…After reading these literatures, we¯nd that almost all memristive chaotic systems are based on the memristor with piecewise linear memductance [12][13][14][15][16][17][18] or based on the memristor with smooth continuous nonlinearity memductance. [19][20][21][22][23][24][25] Is there any other simple choice to study memristive chaotic circuit?…”

“…The memristor with linear memductance,which makes the memristor's mathematical model more simple and easy to implement,is di®erent from those above mentioned. [12][13][14][15][16][17][18][19][20][21][22][23][24][25] We use only one Multiplier and two Op-amps in the emulator which has lesser elements than the emulators. [17][18][19][20][21][22][23][24][25] By using the memristor proposed in this paper, we proposed a new 4D hyperchaotic circuit.…”