In this paper, we propose a novel 3-D jerk system with three quadratic nonlinear terms and
demonstrate the dynamical properties of the proposed jerk system in terms of phase …

This paper introduces a new chaotic jerk system with three cubic nonlinear terms. The
stability properties of the three equilibrium points of the proposed jerk system are analyzed …

In this work, we announce a new 3-D jerk system and show that it is chaotic and dissipative
with the calculation of the Lyapunov exponents of the system. By performing a detailed …

This paper constructs a six-term new simple 3D jerk system modeled by chaotic model
memory oscillators with four parameters that control the behavior. The suitable choice of one …

A hyperjerk system pertains to a dynamical system regulated by an ordinary differential
equation of th order, where. The main contribution of this work is the finding of a new …

An electronic implementation of a novel chaotic oscillator with quintic nonlinearity is
proposed herein. Dynamical behaviors of the system are investigated using well‐known …

This work presents a new chaotic jerk system having two quadratic nonlinearities.
Dynamical properties of the new jerk system are discovered through dissipativity …

Application of chaos in modeling natural phenomena and encryption encourages
researchers to design new chaotic systems with exciting features. Here a chaotic jerk …

This paper announces a novel three-dimensional chaotic system with line equilibrium and
discusses its dynamic properties such as Lyapunov exponents, phase portraits, equilibrium …

A novel symmetrical four-wing fourth-order chaotic system is constructed. The basic dynamic
characteristics of the system were analyzed by phase diagram, bifurcation diagram …