Hyperchaotic system
Web17 dec. 2011 · This system shows a hyper-chaotic attractor. There is no sink in this system as there is no equilibrium. The proposed system is investigated through numerical … WebFour discrete models, using the exact spectral derivative discretization finite difference (ESDDFD) method, are proposed for a chaotic five-dimensional, conformable fractional …
Hyperchaotic system
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Web1 jan. 2024 · Extensive research has shown that chaotic system is the subject of many studies in chaos-based applications such as chaos synchronization, motion control, … Web1 sep. 2024 · Compared with ordinary chaotic systems, hyperchaotic systems can show more complex behabior (for example, the extension and folding of evolutionary orbits) due to more positive Lyapunov exponents. Moreover, it can produce multiple groups of pseudo-random sequences with good statistical performance simultaneously.
WebAn Image Encryption Algorithm Based on Hyperchaotic System and Variable-Step Josephus Problem DC.Title.eng Un algoritmo de cifrado de imágenes basado en el … Web19 jun. 2024 · 超 超MATLAB A hyperchaos circuit was simulated in MATLAB 混沌基础知识 本文带有极强的主观色彩 混沌，是一种非线性现象，其典型的观测方式就是相图，所谓 …
Web11 apr. 2024 · This paper presents the dynamical aspects of a nonlinear multi-term pantograph-type system of fractional order. Pantograph equations are special differential equations with proportional delays that are employed in many scientific disciplines. WebTo identify the chaos existence of system , the 0–1 test algorithm for chaotic discrete dynamical system need redescription as follows [24–26]: consider the iteration times n =1, 2, ⋯, N as the sampling times in discrete dynamical system , where N is the total number of data points and ϕ (n) is an observable data, one can get a discrete time series ϕ (1), ϕ (2) …
Web9 dec. 2024 · The Lyapunov exponent method is generally used for classifying hyperchaotic, chaotic, and regular dynamics based on the equations modeling the …
Web1 nov. 2016 · The general chaotic system has only one positive Lyapunov exponent which means the phase path of the chaotic system separates only in one direction. While the hyperchaotic system has two or more positive Lyapunov exponents and the phase paths separate in more directions. Therefore, the hyperchaotic system has more complex … sketchup cityengineWebIn this article, a new nonlinear four-dimensional hyperchaotic model is presented. The dynamical aspects of the complex system are analyzed covering equilibrium points, linear stability, dissipation, bifurcations, Lyapunov exponent, phase portraits, Poincaré mapping, attractor projection, sensitivity and time series analysis. sketchup circular rampWeb16 aug. 2014 · @Abirami Anbalagan and Sir @Chris Taylor, I have also studied hyperchaotic system up to some extent. According to me, for system to be chaotic, … swab the deck songWebAbstract. In this article, a new nonlinear four-dimensional hyperchaotic model is presented. The dynamical aspects of the complex system are analyzed covering equilibrium points, … swab the deck youtubeWebA hyperchaotic attractor is typically defined as chaotic behavior with at least two positive Lyapunov exponents. Combined with one null exponent along the flow and one negative … swab the poop deck meaningWeb30 dec. 2024 · A novel model of high-dimensional (7D) system presents via adding nonlinear controller ; a 7D hyperchaotic model is constructed, which is described as … sketchup city generatorWebIn order to enhance the dynamic behaviors of chaotic maps, a novel 3D infinite collapse map (3D-ICM) is proposed, and the performance of the chaotic system is analyzed from three aspects: a phase diagram, the Lyapunov exponent, and Sample Entropy. The results show that the chaotic system has complex chaotic behavior and high complexity. swab the world foundation