Induction Machine

The chapter 1 describes a new dead-beat (one sampling time response) control law for three-phase induction machines, based on the motor discrete-time state-space equation system of non-salient pole machines, using the eigenvalues of the transition matrix. The algebraic calculation of the control vol...

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1. Verfasser: Alacoque, Jean Claude
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description The chapter 1 describes a new dead-beat (one sampling time response) control law for three-phase induction machines, based on the motor discrete-time state-space equation system of non-salient pole machines, using the eigenvalues of the transition matrix. The algebraic calculation of the control voltage vector takes account of motor parameters, of stator current measures, of torque, rotor flux and stator current set-points, and of torque, voltage, flux and current limits. A real-time implementation of algorithms is proposed with a Kalman observer. The total uncoupling between torque and rotor flux controls is shown, as well as the torque accuracy and dynamics. The PWM and sampling periods can be chosen regardless of control law, in order to optimize inverter switching frequency and motor current shape factor.
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The algebraic calculation of the control voltage vector takes account of motor parameters, of stator current measures, of torque, rotor flux and stator current set-points, and of torque, voltage, flux and current limits. A real-time implementation of algorithms is proposed with a Kalman observer. The total uncoupling between torque and rotor flux controls is shown, as well as the torque accuracy and dynamics. 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identifier ISBN: 1119942705
ispartof Direct Eigen Control for Induction Machines and Synchronous Motors, 2012, p.1-64
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source Wiley Online Library All Obooks; O'Reilly Online Learning: Academic/Public Library Edition
subjects control law
dead‐beat control
discrete‐time state‐space equations
flux torque independence
induction machine
pulse width modulation switching frequency
sampling period
torque control accuracy
torque control dynamics
transition matrix eigenvalues and eigenvectors
title Induction Machine
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