New chaotic system reveals rich dynamics and sensitivity to parameters.
A new chaotic system with an exponential term was created in this study, with three parameters and two nonlinear terms. The researchers analyzed the stability of the equilibrium point and found that the system is sensitive to changes in parameters. By using Matlab, they studied the bifurcation diagram, Lyapunov exponent, and Poincare of the system, revealing rich dynamic characteristics of the chaotic system.