A Simple Technique for Studying Chaos Using Jerk Equation with Discrete Time Sine Map

Over the past decade, chaotic systems have found their immense application in different fields, which has led to various generalized, novel, and modified systems. In this paper, general jerk equation is combined with a scaled sine map, been approximated terms of polynomial using Taylor series expansion for exhibiting behavior. The paper based on numerical simulation experimental verification system four control parameters. proposed system’s behavior verified by calculating invariants MATLAB, such as bifurcation diagram, 2-D attractor, Fourier spectra, correlation dimension, Maximum Lyapunov Exponent. Experimental was carried out Op-Amps analog multipliers.