Double extractor induction motor: Variational calculation using the Hamilton-Jacobi-Bellman formalism

Double extractor induction motor: Variational calculation using the Hamilton-Jacobi-Bellman formalism

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This contribution presents optimal control over a double extractor induction motor using formalism through variational model.The criterion is subject to non-stationary Kitchen Clothes equations of a reduced order (Dynamics equations of a reduced order model (DSIM)).As is well know, in this model the state variables are the rotor flow and motor speed in a circuit mechanical process.For non-stationary and stationary states, based on the theory of optimal control, this limit provides a high expensive function given as a weighted contribution of a DSIM theory.

To order to acquire a lowest energy rotor flow path, the idea is to minimize the function to a dynamic of two equations of the motor speed and rotor flow.This problem is solved using with the Hamilton-Jacobi-Bellman equation and a time dependent solution for the rotor flow Fenders is determined analytically.