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A Four-Scroll Chaotic Generator based on Two Nonlinear Functions
Author(s)
Date Issued
January 1, 2022
Type
Conference Paper
Abstract
This paper presents a new three dimensions four-scroll chaotic generator with two unique nonlinear functions. The modified jerk model is utilized with the traditional signum and modified rectangular functions. The proposed system can generate two-scroll and four-scroll attractors by adjusting only one coefficient (k). The fundamental dynamical behaviors of the system are investigated by the bifurcation, Lyapunov spectrum, and Kaplan-Yorke dimension. The one chaotic system can generate double-scroll and complex four-scroll chaotic attractors with variations of a single parameter and without multipliers that are highlighted in this paper. MATLAB carries out the simulation results, and the results confirmed that this is a new three dimensions chaotic jerk model which deserves further detailed investigation.
Citation
19th International Conference on Electrical Engineering Electronics Computer Telecommunications and Information Technology Ecti Con 2022, 2022