Bifurcation and The Influence parameters On A Novel Chaotic Dynamic System


In this paper introduces a novel nonlinear ten-dimensional system which has twelve positive real parameters, We analyzed the novel system behavior by means of phase portraits , equilibrium points , calculate Lyapunov exponents, fractional dimension and attractors of the system. Bifurcation and the influence parameters on a novel chaotic dynamic system . Numerical simulations using MATEMATICA are provided to illustrate phase portraits and the qualitative properties of the novel chaotic system.