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The numerical simulation shows that the designed synchronization method can effectively synchronize the fractional logistic map.
The designed synchronization method numerically can effectively synchronize the fractional logistic map.
The phase synchronization method assumes that two dynamic systems may have their phases synchronized, even if their amplitudes are zero correlated (Mormann et al. 2000; Sakkalis 2011).
You will find condition variables to be the most useful synchronization method for this problem.
The proposed synchronization method is based on universal controllers.
Numerical simulations show the united synchronization method works well.
The synchronization method is based on carrier frequency extraction from DC-bus voltage ripple.
Additionally, some experiments are operated to validate the proposed composite synchronization method again.
The numerical simulation is employed to confirm the feasibility of the composite synchronization method.
Brucoli, M., Cafagna, D., Carnimeo, L. "Synchronization method of hyperchaotic circuits based on a scalar transmitted signal," Proceedings of the European Conference on Circuit Theory and Design.
Simulation results are used to visualize and illustrate the effectiveness of the proposed synchronization method.
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