Abstract
This article discusses a novel chaotic system possessing extreme multistability via modifying a simple Jerk system through typical memristor. Due to the influence of memristor, this system possesses numerous equilibria, which contributes to the generation of diverse dynamic behaviors. The properties of symmetrical, asymmetrical and infinite attractors are revealed by various bifurcations, which are further substantiated by Lyapunov exponents and depicted in phase graphs. The total amplitude modulation about parameter is investigated and visualized as well. Moreover, numerical simulation is highly sustained by the circuit realization. Finally, a encryption algorithm applied to remote sensing images is proposed utilizing the proposed system, which obtains satisfactory results in relevant tests.
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