Mitul Islam | University of Michigan (original) (raw)
Address: Kolkata, India
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Papers by Mitul Islam
The paper proposes a sliding mode control strategy-based scheme for achieving anti- synchronizati... more The paper proposes a sliding mode control strategy-based scheme for achieving anti-
synchronization between two coupled non-linear chaotic systems. The method works irrespective
of whether the systems under consideration possess or lack inverse symmetry. Using a linear sliding
surface, a sliding mode control input and a non-linear coupling function are designed that synchro-
nizes the systems antiphase. Finite-time convergence of the method is established. The controller is
also robust to all forms of bounded perturbations and this robustness can be easily achieved by tun-
ing of a single controller parameter and introduction of a control vector. The controller is also made
chattering-free by producing a continuous analogue of the discontinuous control input. The effec-
tiveness of the method is established by implementing it to antisynchronize chaotic Sprott systems
and Rossler systems. The results are also verified through numerical simulation work.
Conference Presentations by Mitul Islam
Projects by Mitul Islam
The paper proposes a sliding mode control strategy-based scheme for achieving anti- synchronizati... more The paper proposes a sliding mode control strategy-based scheme for achieving anti-
synchronization between two coupled non-linear chaotic systems. The method works irrespective
of whether the systems under consideration possess or lack inverse symmetry. Using a linear sliding
surface, a sliding mode control input and a non-linear coupling function are designed that synchro-
nizes the systems antiphase. Finite-time convergence of the method is established. The controller is
also robust to all forms of bounded perturbations and this robustness can be easily achieved by tun-
ing of a single controller parameter and introduction of a control vector. The controller is also made
chattering-free by producing a continuous analogue of the discontinuous control input. The effec-
tiveness of the method is established by implementing it to antisynchronize chaotic Sprott systems
and Rossler systems. The results are also verified through numerical simulation work.