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The discretized dynamic equations of motion are transformed into a nonlinear coupled-modal equation by using the proper modal coordinates and the nonlinear coupled-modal equations are then transformed into a state space model in order to design controller.
The discretized dynamic equations of motion are transformed into a nonlinear coupled-modal equation by using the proper modal coordinates and then the equation is transformed into a state space model in order to design controller.
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Several reduced-order modal models are constructed in the frequency domain using the proper orthogonal decomposition technique.
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