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Locally-optimal control for resonance oscillations in a nonlinear system with bounded perturbations

Agnessa Kovaleva
Locally-optimal control is designed to minimize the phase and frequency deviations from resonance in a nonlinear system with bounded perturbation. The control strategy is independent of the shape of perturbations and the structure of the conservative subsystem. As an example, the phase and frequency control of forced oscillations in a system of weakly coupled oscillators is constructed.
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