Study of a Fractional-Order Chaotic System Represented by the Caputo Operator

This paper is presented on the theory and applications of fractional-order chaotic system described by Caputo fractional derivative. Considering new model, it important to establish presence or absence behaviors. The Lyapunov exponents in context will be our fundamental tool arrive at conclusions. variations model’s parameters generate behavior, general, which established using bifurcation diagrams. For system’s phase portrait, we present apply an interesting numerical discretization. confirmation results provided this paper, circuit schematic drawn simulated. As observed, obtained after simulation scheme with Multisim are good agreement.