Synchronisation of cyclic coupled Josephson junctions and its microcontroller-based implementation

Dynamical Analysis and Microcontroller Implementation of Linear Resistor-Capacitor Shunted Josephson Junction Model

“…The authors of (Takougang Kingni et al 2017) have been studied the dynamical analysis of linear RCISJJ model and its fractional-order form as well as its application to digital cryptography. Synchronization of two coupled linear RCISJJ models via cyclic coupling and its microcontroller-based implementation was reported by Ojo and al (Ojo et al 2019). Few research works have been reported on RCSJJ models (Levi et al 1978;Likharev 1986;Salam and Sastry 1985;Bartuccelli et al 1986;Kautz and Monaco 1985).…”

Active control and electronic simulation of a novel fractional order chaotic jerk system

“…In such situations, it is desirable for two chaotic systems, either similar or dissimilar, to follow the same trajectory. Synchronization between two dynamical systems "refers to the tendency to have the same dynamical behaviour" [23], [44], [45]. Carroll et al [13] implemented the first chaos synchronization scheme in 1987.…”

Robust multiple-scroll dynamics in memristive-based generator system

“…In this regard, an hyperchaotic system is defined as a chaotic system with at least two positive Lyapunov exponents, high sensitivity to initial conditions, more randomness, higher unpredictability and at least four dimensional phase space. Obviously, hyperchaotic systems have wide applications and therefore more preferred than the chaotic systems in recent central topic researches including synchronization 2 , neural networks 3 , finance 4 , nonlinear circuits 2 – 5 , chaos-based secure communication 28 among others. Such systems exhibits multi-scroll and multi-wings attractors and therefore played a vital role in engineering and technology applications 6 – 8 .…”