Periodization and Synchronization of Duffing Oscillators Suspended on Elastic Beam
We consider the dynamics of chaotic oscillators suspended on the elastic beam. We show that for the given conditions of the beam oscillations, initially uncorrelated chaotic oscillators become periodic and synchronous. In the case of the mismatch of the excitation frequency in each oscillator we observe beating-like behavior. We argue that the observed phenomena are generic in the parameter space and independent of the number of oscillators and their location on the elastic structure.
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