Analysis and modified function projective synchronization of integer and fractional-order autonomous Morse jerk oscillator

Dynamical analysis and modified function projective synchronization (MFPS) of integer fractional-order Morse jerk oscillator are investigated in this paper. Integer-order generates periodic behaviors, spiking two different shapes chaotic attractors. The behaviors obtained during numerical simulations integer-order is ascertained by using electronic implementation. results qualitatively agree with the Orcad-PSpice results. Moreover, MFPS identical mismatched oscillators numerically investigated. At last, theoretical investigation reveals existence chaos for order greater or equal to 2.85.