Chameleon Chaotic Systems With Quadratic Nonlinearities: An Adaptive Finite-Time Sliding Mode Control Approach and Circuit Simulation

A chameleon chaotic system is a in which the attractor can change between hidden and self-excited depending on values of parameters. In this work, we construct family nine new systems by introducing two parameters to 3-D with quadratic nonlinearities exhibiting line equilibrium points analyzed Jafari Sprott (2013). analysis flow systems, discover three categories attractors (no equilibria, one stable equilibrium) attractor. The proposed novel class interesting dynamic properties. Moreover, study motivates adaptive finite time sliding mode control category these subjected uncertainties disturbances. As an engineering application, have built electronic circuit design using MultiSim.