Chaotic Dynamics by Some Quadratic Jerk Systems
This paper is about the dynamical evolution of a family of chaotic jerk systems, which have different attractors for varying values of parameter a.By using Hopf bifurcation analysis, bifurcation diagrams, Lyapunov exponents, and cross sections, both self-excited and hidden attractors are explored.The self-exited chaotic attractors are found Home Ph