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   An Inference of Optimal Control Law by using Adaptive Control   [View] 
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 Author(s)   Marian Gaiceanu 
 Abstract   The reduction of the energetic consumption over the dynamic regime period of the induction motor (IM) is an open question, available solutions being researched regarding both the industrial users and domestical ones. Optimal control and adaptive control fields are joint by a feed forward neural network, regarding the latter it was used for approximation of optimal control. The rotor field oriented IM is controlled at constant flux, the optimal control synthesis consisting of the determination of the statoric three-phase currents system, based on the longitudinal and transversal components of the statoric phasor current. The optimal control law provides dynamic regimes with minimal energy consumption. The parameter variation problem cannot be incorporated in the network with on-line training. In this paper, it will be shown the inference of the approximation optimal control solution by using a model reference adaptive control (MRAC). Thus, the huge advantages of these control fields are combined The experimental results show the advantage of application this control strategy versus classical control system in AC drives. The adaptive structure was used in direct form, such that the parametric estimator could provide the controller parameters on-line. The adjustment of parameters law used is obtained by additive composing of two terms: the first will support a gradient adjustment law (which assures the asymptotic performances) and the second will comport an adjustment that includes a sigmoid function (which depends on a single parameter, named k-sigmoid) specific for variable structure control. This component improves the transient response and eliminates the small oscillations of the loop response around the equilibrium state of zero tracking error. This additive composing of the adaptive law assures the robustness to the external disturbances and to the unmodelled dynamics. 
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 Type   Members Only 
 Date   Last modified 2006-02-20 by System