Synchronization of N-Nonlinear Chaotic or Comple Systems by Feedback Controller
Abstract
In this paper, our core purpose is to study the synchronization of two different systems by the feedback controller technique. These two systems are dynamically nonlinear systems having different time delays in the presence of disturbance. The master state of the system have the energy-bounded input noise. This proposed technique is exceptionally advanced. In this scheme, it can synchronize the nonlinear time-delayed master and slave system very precisely with free of error. The synchronizing time and the minimization of the error rate depend upon the gain factor of the controller. The applicability and effectiveness of the given controller topology are verified by the simulation example of phase-locked loops in our research paper. The simulation results witness that the error converges to origin with time. The systems get synchronized after the error becomes zero between the states of the master and slave system.
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