On finite time resonance entrainment in multi-DOF systems

Abstract : The mechanism of entrainment to natural oscillations in a class of (bio)mechanical systems described by linear models is investigated. A nonlinear control strategy (based on the speed gradient control algorithm) is analyzed providing the system oscillation in resonance mode with a natural frequency. It ensures an energy-optimal entrainment performance robustly against perturbations in system parameters in a finite time. The obtained controller equations can be interpreted as equations of a dynamical neural network. Assuming that the resetting mechanism in animals is selected to ensure a suboptimal entrainment performance, the neural network interpretation may be helpful for understanding the entrainment phenomenon in nature. Efficiency of the proposed entrainment solutions is demonstrated by examples of computer simulation.
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Communication dans un congrès
ACC 2012, Jun 2012, Montreal, Canada. 2012
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  • HAL Id : hal-00678974, version 1



Denis Efimov, Alexander Fradkov, Tetsuya Iwasaki. On finite time resonance entrainment in multi-DOF systems. ACC 2012, Jun 2012, Montreal, Canada. 2012. 〈hal-00678974〉



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