Sen Zhang
Xiangtan University
14 Papers
24 Citations
Sen Zhang is an academic researcher from Xiangtan University. The author has contributed to research in topics: Attractor & Chaotic. The author has an hindex of 9, co-authored 10 publications.
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Papers
Generating one to four-wing hidden attractors in a novel 4D no-equilibrium chaotic system with extreme multistability
TL;DR: By using a simple state feedback controller in a three-dimensional chaotic system, a novel 4D chaotic system is derived and the unusual and striking dynamic behavior of the coexistence of infinitely many hidden attractors is revealed by selecting the different initial values of the system, which means that extreme multistability arises.
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A Self-Reproduction Hyperchaotic Map With Compound Lattice Dynamics
TL;DR: In this article , sinusoidal functions are introduced to a discrete map for hyperchaos generation and attractor self-reproduction, which exhibits compound lattice dynamics, including 1-D and 2-D attractor growth.
103
A Novel 3D Chaotic System With Line Equilibrium: Multistability, Integral Sliding Mode Control, Electronic Circuit, FPGA Implementation and Its Image Encryption
Aceng Sambas,Sundarapandian Vaidyanathan,Xuncai lt Zhang,Ismail Koyuncu,Talal Bonny,Murat Tuna,Murat Alcin,Sen Zhang,Ibrahim Mohammed Sulaiman,Aliyu Muhammed Awwal,Poom Kumam +10 more
TL;DR: A novel three-dimensional chaotic system with line equilibrium is announced and its dynamic properties such as Lyapunov exponents, phase portraits, equilibrium points, bifurcation diagram, multistability and coexisting attractors are discussed.
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A novel simple no-equilibrium chaotic system with complex hidden dynamics
TL;DR: By utilizing a linear state feedback controller in the famous Sprott-S system, a novel no-equilibrium autonomous chaotic system is introduced, which exhibits extremely rich and complex hidden dynamical behaviors such as hidden multistability and invariable Lyapunov exponents.
33
Generating hidden extreme multistability in memristive chaotic oscillator via micro-perturbation
TL;DR: By introducing a tiny perturbation into a memristive chaotic oscillator, the resulting attractors are all hidden as mentioned in this paper, therefore, the attractive phenomenon of hidden extreme multistability is observed.
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