AKIF AKGUL
Articles written in Pramana – Journal of Physics
Volume 90 Issue 1 January 2018 Article ID 0006 Research Article
QIANG LAI XIAO-WEN ZHAO KARTHIKEYAN RAJAGOPAL GUANGHUI XU AKIF AKGUL EMRE GULERYUZ
This paper considers the generation of multi-butterfly chaotic attractors from a generalised Sprott C system with multiple non-hyperbolic equilibria. The system is constructed by introducing an additional variable whose derivative has a switching function to the Sprott C system. It is numerically found that the system creates two-, three-, four-, five-butterfly attractors and any other multi-butterfly attractors. First, the dynamic analyses of multi-butterfly chaotic attractors are presented. Secondly, the field programmable gate array implementation, electronic circuit realisation and random number generator are done with the multi-butterfly chaotic attractors.
Volume 90 Issue 4 April 2018 Article ID 0052 Research Article
KARTHIKEYAN RAJAGOPAL VIET-THANH PHAM FADHIL RAHMA TAHIR AKIF AKGUL HAMID REZA ABDOLMOHAMMADI SAJAD JAFARI
The literature on chaos has highlighted several chaotic systems with special features. In this work, a novel chaotic jerk system with non-hyperbolic equilibrium is proposed. The dynamics of this new system is revealed through equilibrium analysis, phase portrait, bifurcation diagram and Lyapunov exponents. In addition, we investigate the time-delay effects on the proposed system. Realisation of such a system is presented to verify its feasibility.
Volume 90 Issue 4 April 2018 Article ID 0054 Research Article
Control and synchronisation of a novel seven-dimensional hyperchaotic system with active control
In this work, active control method is proposed for controlling and synchronising seven-dimensional (7D) hyperchaotic systems. The seven-dimensional hyperchaotic system is considered for the implementation. Seven-dimensional hyperchaotic system is also investigated via time series, phase portraits and bifurcation diagrams. For understanding the impact of active controllers on global asymptotic stability of synchronisation and control errors, the Lyapunov function is used. Numerical analysis is done to reveal the effectiveness of applied active control method and the results are discussed.
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