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The Field Orientation Principle in Control of Induction Motors PDF

269 Pages·1994·16.49 MB·English
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The Field Orientation Principle in Control of Induction Motors THE KLUWER INTERNATIONAL SERIES IN ENGINEERING AND COMPUTER SCIENCE POWER ELECTRONICS AND POWER SYSTEMS Consulting Editor Thomas A. L1po University of Wisconsin-Madison Other books in the series: SPOT PRICING OF ELECTRICITY, F. C. Schweppe, M. C. Caramanis, R. D. Tabors, R. E. Bohn ISBN 0-89838-260-2 RELIABILITY ASSESSMENT OF LARGE ELECTRIC POWER SYSTEMS, R. Billington, R. N. Allan ISBN 0-89838-266-1 MODERN POWER SYSTEMS CONTROL AND OPERATION, A. S. Debs ISBN: 0-89838-265-3 ELECTROMAGNETIC MODELLING OF POWER ELECTRONIC CONVERTERS, J. A. FelTeira ISBN: 0-7923-9034-2 ENERGY FUNCTION ANALYSIS FOR POWER SYSTEM STABILITY, M. A. Pai ISBN: 0-7923-9035-0 INDUSTRIAL ENERGY MANAGEMENT: PRINCIPLES AND APPLICATIONS, G. Petrecca ISBN: 0-7923-9305-8 The Field Orientation Principle in Control of Induction Motors Andrzej M. Trzynadlowski University of Nevada, Reno .... " SPRINGER SCIENCE+BUSINESS MEDIA, LLC Llbrary of Congress Cataloglng·ln-Publicatlon Data Trzynadlowski, Andrzej. The field orientation principle in control of induction motors 1 Andrzej M. Trzynadlowski. p. cm. -- (The Kluwer international series in engineering and computer science : SECS 258. Power electronics and power systems) Includes bibliographical references (p. ) and index. ISBN 978-0-7923-9420-4 ISBN 978-1-4615-2730-5 (eBook) DOI 10.1007/978-1-4615-2730-5 1. Electric motors, Induction--Automatic control. 2. Field orientation principle (Electric engineering) 1. Title. II. Series: Kluwer international series in engineering and computer science : SECS 258. III. Series: Kluwer international series in engineering and computer science. Power electronics & power systems. TK2785.TI6 1994 621.46--dc20 93-33661 CIP Copyright © 1994 by Springer Science+Business Media New York Originally published by Kluwer Academic Publishers. in 1994 Softcover reprint of the hardcover 1s t edition 1994 AII rights reserved. No part of this publication may be reproduced, stored in a retrieval system or transmitted in any form or by any means, mechanical, photo-copying, record ing, or otherwise, without the prior written permission of the publisher, Springer Science+ Business Media, LLC. Printed on acid-free paper. To the memory of my Grandmother Izabela Prdszynska v ERRATA to the book "The Field Orientation Principle in Control of Induction Motors" by AM. Trzynadlowski Page xvii, 5th line from the bottom: replace "from" with "since" Page 4, 5th line from the top: replace "has to be" with "must" Page 5, 7th line from the bottom: replace "due to" with "because or' Page 8, 4th line from the bottom: replace "Eq. (1.6) with "Eq. (1.3)" Page 9: delete the top line Page 10, 4th line from the bottom: replace "like" with "such as" Page 12, Eq. (1.19): replace "jeo" with ". jeo" in the exponent of "e" Page 15, Eq. (1.34): replace "i~" with "i~" Page 15, Eq. (1.35): replace ". {j)oLaLm" in row 3 column 4 with L L " and "ir " with ''is'' ". (j) o s r ~ ~ Page 29, 3th line from the bottom: replace "vos = vQs = 0" with "VOR -- vQe R-- 0" Page 32, 7th line from the bottom: replace "n/30 x 1200" with "n/30 x 1164" Page 43, 11th line from the bottom: replace "CHV" with "CVH" Page 51, 10th line from the bottom: replace "CHV" with "CVH" Page 53, bottom line: replace "CHV" with "CVH" Page 66, top line: add "frequency does" before "not exceed" Page 99, 4th line from the bottom: replace "condition (3.18)" with "condition (3.8)" Page 112, 2nd line from the top: replace "Section 4.3" with "Section 4.2" Page 160, 3rd line from the bottom: replace "Eq. (1.50)" with "Eq. (1.90)" Page 162, Eq. (6.10): correct the equation to -A~S - Page 164, 7th line from the top: replace "Sections 4.3 and 4.4" with "Sections 4.2 and 4.3" Page 170, Eq. (6.29): correct the equation to Page 190, Fig. 6.20: interchange symbols "A.~" and "A.~s" Contents Nomenclature IX Preface xv 1 DYNAMIC MODEL OF THE INDUCTION MOTOR 1 1.1 Space Vectors in Stator Reference Frame 1 1.2 Direct and Inverse.Three·Phase to Stator Reference Frame Transformations 8 1.3 Voltage and Current Equations in Stator Reference Frame 11 1.4 Torque Equation 16 1.5 Dynamic Equivalent Circuit 20 1.6 Direct and Inverse Stator to Excitation Reference Frame Transformations 25 1.7 Motor Equations in Excitation Reference Frame 28 1.8 Examples and Simulations 30 2 SCALAR CONTROL OF INDUCTION MOTORS 43 2.1 The r Equivalent Circuit of an Induction Motor 44 2.2 Principles of the Constant VoltslHertz Control 47 2.3 Scalar Speed Control System 52 2.4 The r' Equivalent Circuit of an Induction Motor 54 2.5 Principles of the Torque Control 56 2.6 Scalar Torque Control System 59 2.7 Examples and Simulations 66 3 FIELD ORIENTATION PRINCIPLE 87 3.1 Optimal Torque Production Conditions 88 3.2 Dynamic Block Diagram of an Induction Motor in the Excitation Reference Frame 90 3.3 Field Orientation Conditions 93 4 CLASSIC FIELD ORIENTATION SCHEMES 97 4.1 Field Orientation with Respect to the Rotor Flux Vector 98 4.2 Direct Rotor Flux Orientation Scheme 100 4.3 Indirect Rotor Flux Orientation Scheme 106 vii CONI'ENI'S 4.4 Examples and Simulations 108 5 INVERTERS 125 5.1 Voltage Source Inverter 126 5.2 Voltage Control in Voltage Source Inverters 130 5.3 Current Control in Voltage Source Inverters 138 5.4 Current Source Inverter 141 5.5 Examples and Simulations 144 6 REVIEW OF VECTOR CONTROL SYSTEMS 159 6.1 Systems with Stator Flux Orientation 160 6.2 Systems with Airgap Flux Orientation 168 6.3 Systems with Current Source Inverters 175 6.4 Observers for Vector Control Systems 176 6.5 Adaptive Schemes 185 6.6 Position and Speed Control of Field-Oriented Induction Motors 189 6.7 Examples and Simulations 197 Bibliography 225 Index 253 viii N <nJenclature Principal Symbds a, b, c switching variables of an inverter dx, dy, dz duty ratios of states X, Y, Z of an inverter 9'M,~, ~ vectors of magnetomotive forces produced by the stator phase currents, Alph vector of stator magnetomotive force in the stator reference frame, A magnitude of the vector of stator magnetomotive force, A components of the vector of stator magnetomotive force in the excitation reference frame, A ~.,~. components of the vector of stator magnetomotive force in the stator reference frame, A supply frequency, Hz rated supply frequency, Hz current tolerance band of an inverter, A phasor of magnetizing current in the steady-state r equivalent circuit, Nph phasor of magnetizing current in the steady-state f' equivalent circuit, Nph phasor of magnetizing current in the steady-state T equivalent circuit, Nph phasor of rotor current in the steady-state r equivalent circuit, Alph phasor of rotor current in the steady-state f' equivalent circuit, Nph phasor of rotor current in the steady-state T equivalent circuit, Nph phasor of stator current, Nph d.c. supply current of a current source inverter, A r.m.s. value of magnetizing current in the steady-state r equivalent circuit, Nph 1M r.m.s. value of magnetizing current in the steady-state f' equivalent circuit, Nph r.m.s. value of magnetizing current in the steady-state Tequivalent circuit, Nph ImCJ% amplitude of fundamental output current of an inverter, A IR r.m.s. value of rotor current in the steady-state r equivalent circuit, Nph Ii r.m.s. value ofrotor current in the steady-state f' equivalent circuit, Nph Ir r.m.s. value ofrotor current in the steady-state Tequivalent circuit, Alph Is r.m.s. value of stator current, Nph I.,all maximum allowable r.m.s. value of stator current, Nph I.,mCJ% peak value of stator current, Nph I.,ral rated r.m.s. value of stator current, Nph I.1l> r.m.s. value of flux-producing current, Alph 1sT r.m.s. value of torque-producing current, Nph fundamental phase-A current of an inverter, A ~al ix NOMENCLATURE vector of magnetizing current in the dynamic r equivalent circuit and stator reference frame, A ;;,.' vector of magnetizing current in the dynamic I" equivalent circuit and stator reference frame, A vector of magnetizing current in the dynamic T equivalent circuit and stator reference frame, A vector of rotor current in the excitation reference frame, A vector of rotor current in the dynamic r equivalent circuit and stator reference frame, A ;;" vector of rotor current in the dynamic I" equivalent circuit and stator reference frame, A vector of actual rotor current, A vector of rotor current in the dynamic T equivalent circuit and stator reference frame, A .; vector of stator current in the excitation frame, A ( vector of stator current in the stator reference frame, A "a' ~, ". output currents of an inverter, A ial fundamental current in phase A of an inverter, A ias, 4.., i.s stator phase currents, A i~R> iQa components of the vector ofrotor current in the excitation reference frame, A components of the vector of stator current in the excitation reference frame, A components of the vector of rotor current in the stator reference frame, A components of the vector of stator current in the stator reference frame, A magnitude of the vector of rotor current, A magnitude of the vector of stator current, A. mass moment inertia of the rotor, kg mil mass moment inertia of the load, kg mil torque constant, N mlWbiA leakage inductance in the r equivalent circuit, H/ph leakage inductance in the I" equivalent circuit, H/ph rotor leakage inductance, H/ph stator leakage inductance, H/ph mutual inductance in the r equivalent circuit, H/ph mutual inductance in the r' equivalent circuit, H/ph mutual inductance in the T equivalent circuit, H/ph rotor inductance in the r equivalent circuit, H/ph rotor inductance in the T equivalent circuit, H/ph stator inductance in the T equivalent circuit, H/ph stator inductance in the I" equivalent circuit, H/ph modulation index (magnitude control ratio) of an inverter number of switching intervals per cycle of the output voltage of an inverter x

Description:
The Field Orientation Principle was fIrst formulated by Haase, in 1968, and Blaschke, in 1970. At that time, their ideas seemed impractical because of the insufficient means of implementation. However, in the early eighties, technological advances in static power converters and microprocessor-based
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