Web15 okt. 2024 · In this article, a coupled hyper-chaotic Lorenz system can be described by the ordinary differential equations of an ideal formal reaction network, which is … Web23 aug. 2011 · This hyperchaotic system is not only visualized by computer simulation but also verified with bifurcation analysis and realized with an electronic circuit. Moreover, …
Nonlinear analysis of a novel three-scroll chaotic system
WebThis paper introduces and analyzes new hyperchaotic complex Lorenz systems. These systems are 6-dimensional systems of real first order autonomous differential equations … WebA design method of model reference adaptive control system was established based on the theory of super stability. By ensuring the global stability and asymptotic stability of the system, the adaptive controller of aeroengine was carried out by using this method. The tracking performance, anti-interference ability... chavalandia
State feedback-based secure image cryptosystem using hyperchaotic …
WebThe Lorenz system is a system of ordinary differential equations first studied by mathematician and meteorologist Edward Lorenz.It is notable for having chaotic solutions for certain parameter values and initial … WebThe model is a system of three ordinary differential equations now known as the Lorenz equations (see [ 1 – 3 ]): with the initial conditions where is proportional to the rate of … WebAbstract. In this article, a new nonlinear four-dimensional hyperchaotic model is presented. The dynamical aspects of the complex system are analyzed covering equilibrium points, linear stability, dissipation, bifurcations, Lyapunov exponent, phase portraits, Poincaré mapping, attractor projection, sensitivity and time series analysis. custom photo birthday banner