Analysis and Control of Electric Drives

Analysis and Control of Electric Drives
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A guide to drives essential to electric vehicles, wind turbines, and other  motor-driven systems   Analysis and Control of Electric Drives  is a practical and comprehensive text that offers a clear understanding of electric drives and their industrial applications in the real-world including electric vehicles and wind turbines. The authors—noted experts on the topic—review the basic knowledge needed to understand electric drives and include the pertinent material that examines DC and AC machines in steady state using a unique physics-based approach. The book also analyzes electric machine operation under dynamic conditions, assisted by Space Vectors.  The book is filled with illustrative examples and includes information on electric machines with Interior Permanent Magnets. To enhance learning, the book contains end-of-chapter problems and all topics covered use computer simulations with MATLAB Simulink® and Sciamble® Workbench software that is available free online for educational purposes. This important book:  Explores additional topics such as electric machines with Interior Permanent Magnets Includes multiple examples and end-of-chapter homework problems Provides simulations made using MATLAB Simulink® and Sciamble® Workbench, free software for educational purposes Contains helpful presentation slides and Solutions Manual for Instructors; simulation files are available on the associated website for easy implementation A unique feature of this book is that the simulations in Sciamble® Workbench software can seamlessly be used to control experiments in a hardware laboratory Written for undergraduate and graduate students,  Analysis and Control of Electric Drives  is an essential guide to understanding electric vehicles, wind turbines, and increased efficiency of motor-driven systems.

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Ned Mohan. Analysis and Control of Electric Drives

Table of Contents

List of Tables

List of Illustrations

Guide

Pages

ANALYSIS AND CONTROL OF ELECTRIC DRIVES. Simulations and Laboratory Implementation

PREFACE

A NEW APPROACH

ACKNOWLEDGMENT

ABOUT THE COMPANION SITE

1 Electric Drives: Introduction and Motivation

1‐1 THE CLIMATE CRISIS AND THE ENERGY‐SAVING OPPORTUNITIES

1‐2 ENERGY SAVINGS IN GENERATION OF ELECTRICITY

1‐2‐1 Energy‐Saving Potential in Harnessing of Wind Energy

1‐3 ENERGY‐SAVING POTENTIAL IN THE END‐USE OF ELECTRICITY

1‐3‐1 Energy‐Saving Potential in the Process Industry

1‐3‐2 Energy‐Saving Potential in the Residential and Commercial Sectors

1‐4 ELECTRIC TRANSPORTATION

1‐5 PRECISE SPEED AND TORQUE CONTROL APPLICATIONS IN ROBOTICS, DRONES, AND THE PROCESS INDUSTRY

1‐6 RANGE OF ELECTRIC DRIVES

1‐7 THE MULTIDISCIPLINARY NATURE OF DRIVE SYSTEMS

1‐8 USE OF SIMULATION AND HARDWARE PROTOTYPING

1‐9 STRUCTURE OF THE TEXTBOOK

1‐10 REVIEW QUESTIONS

REFERENCES

FURTHER READING

PROBLEMS

Note

2. Understanding Mechanical System Requirements for Electric Drives. 2‐1 INTRODUCTION

2‐2 SYSTEMS WITH LINEAR MOTION

2‐3 ROTATING SYSTEMS

EXAMPLE 2‐1

Solution

EXAMPLE 2‐2

Solution

EXAMPLE 2‐3

Solution

EXAMPLE 2‐4

Solution

EXAMPLE 2‐5

Solution

2‐4 FRICTION

EXAMPLE 2‐6

Solution

2‐5 TORSIONAL RESONANCES

2‐6 ELECTRICAL ANALOGY

EXAMPLE 2‐7

Solution

2‐7 Coupling Mechanisms

2‐7‐1 Conversion Between Linear and Rotary Motion

EXAMPLE 2‐8

Solution

2‐7‐2 Gears

Optimum Gear Ratio

2‐8 TYPES OF LOADS

2‐9 FOUR‐QUADRANT OPERATION

2‐10 STEADY‐STATE AND DYNAMIC OPERATIONS

2‐11 REVIEW QUESTIONS

REFERENCES

FURTHER READING

PROBLEMS

Belt‐and‐Pulley Systems

Gears

Lead‐Screw Mechanism

Wind Turbines and Electric Vehicles

Simulation Problems

Note

3. Basic Concepts in Magnetics and Electromechanical Energy Conversion. 3‐1 INTRODUCTION

3‐2 MAGNETIC CIRCUIT CONCEPTS

3‐3 MAGNETIC FIELD PRODUCED BY CURRENT‐CARRYING CONDUCTORS

3‐3‐1 Ampere’s Law

EXAMPLE 3-1

Solution

3‐4 FLUX DENSITY B AND THE FLUX ϕ

3‐4‐1 Ferromagnetic Materials

3‐4‐2 Flux ϕ

3‐4‐3 Flux Linkage

EXAMPLE 3-2

Solution

3‐5 MAGNETIC STRUCTURES WITH AIR GAPS

EXAMPLE 3-3

Solution

3‐6 INDUCTANCES

EXAMPLE 3-4

Solution

3‐7 MAGNETIC ENERGY STORAGE IN INDUCTORS

EXAMPLE 3-5

Solution

3‐8 FARADAY’S LAW: INDUCED VOLTAGE IN A COIL DUE TO TIME‐RATE OF CHANGE OF FLUX LINKAGE

EXAMPLE 3-6

Solution

3‐8‐1 Relating e(t), ϕ(t), and i(t)

EXAMPLE 3-7

Solution

3‐9 LEAKAGE AND MAGNETIZING INDUCTANCES

3‐10 MUTUAL INDUCTANCES

3‐11 BASIC PRINCIPLES OF TORQUE PRODUCTION AND VOLTAGE INDUCTION

3‐11‐1 Basic Structure of ac Machines

3‐11‐2 Production of Magnetic Field

EXAMPLE 3-8

Solution

3‐11‐3 Basic Principles of Torque Production and EMF Induction

Electromagnetic Force

EXAMPLE 3-9

Solution

Induced EMF

EXAMPLE 3-10

Solution

Magnetic Shielding of Conductors in Slots

3‐11‐4 Application of the Basic Principles

3‐11‐5 Energy Conversion

EXAMPLE 3-11

Solution

Regenerative Braking

3‐11‐6 Power Losses and Energy Efficiency

3‐12 REVIEW QUESTIONS. 3‐12‐1 Magnetic Circuits

3‐12‐2 Electromechanical Energy Conversion

FURTHER READING

PROBLEMS. Magnetic Circuits

Electromechanical Energy Conversion

Note

4. Basic Understanding of Switch‐Mode Power Electronic Converters. 4‐1 INTRODUCTION

4‐2 OVERVIEW OF POWER ELECTRONIC CONVERTERS

4‐2‐1 Switch‐Mode Conversion: Switching Power‐Pole as the Building Block

4‐2‐2 PWM of the Switching Power‐Pole (Constant fs)

4‐2‐3 Bidirectional Switching Power‐Pole

4‐2‐4 PWM of the Bidirectional Switching Power‐Pole

4‐3 CONVERTERS FOR dc MOTOR DRIVES ()

EXAMPLE 4-1

Solution

EXAMPLE 4-2

Solution

4‐3‐1 Switching Waveforms in a Converter for dc Motor Drives

EXAMPLE 4-3

Solution

4‐4 SYNTHESIS OF LOW‐FREQUENCY ac

4‐5 THREE‐PHASE INVERTERS

4‐5‐1 Switching Waveforms in a Three‐Phase Inverter with Sine‐PWM

EXAMPLE 4-4

Solution

4‐6 POWER SEMICONDUCTOR DEVICES [2]

4‐6‐1 Device Ratings

4‐6‐2 Power Diodes

4‐6‐3 Controllable Switches

MOSFETs

Insulated‐Gate Bipolar Transistors

4‐6‐4 “Smart Power” Modules Including Gate Drivers and Wide Bandgap Devices

4‐7 HARDWARE PROTOTYPING OF PWM

4‐8 REVIEW QUESTIONS

REFERENCES

FURTHER READING

PROBLEMS

dc–dc Converters (Four‐Quadrant Capability)

dc‐to‐Three‐Phase ac Inverters

Simulation Problems

dc–dc Converters

dc‐Three‐Phase ac Inverters

Note

5. Control in Electric Drives. 5‐1 INTRODUCTION

5‐2 dc MOTORS

5‐2‐1 Requirements Imposed by dc Machines on the PPU

5‐3 DESIGNING FEEDBACK CONTROLLERS FOR MOTOR DRIVES. 5‐3‐1 Control Objectives

EXAMPLE 5-1

Solution

5‐3‐2 Cascade Control Structure

5‐3‐3 Steps in Designing the Feedback Controller

5‐3‐4 System Representation for Small‐Signal Analysis

The Average Representation of the PPU

The Modeling of the dc Machine and the Mechanical Load

5‐4 CONTROLLER DESIGN

5‐4‐1 Proportional‐Integral Controllers

5‐4‐2 Example of a Controller Design

Design of the Torque (Current) Control Loop

EXAMPLE 5-2

Solution

The Design of the Speed Loop

EXAMPLE 5-3

Solution

5‐4‐3 The Design of the Position Control Loop

EXAMPLE 5-4

Solution

5‐5 THE ROLE OF FEED‐FORWARD

5‐6 EFFECTS OF LIMITS

5‐7 ANTI‐WINDUP (NON‐WINDUP) INTEGRATION

5‐8 HARDWARE PROTOTYPING OF dc MOTOR SPEED CONTROL

5‐9 REVIEW QUESTIONS

REFERENCES

FURTHER READING

PROBLEMS AND SIMULATIONS. dc Motors

Controller Design

Note

6. Using Space Vectors to Analyze ac Machines. 6‐1 INTRODUCTION

6‐2 SINUSOIDALLY DISTRIBUTED STATOR WINDINGS

EXAMPLE 6‐1

EXAMPLE 6‐2

Solution

6‐2‐1 Three‐Phase, Sinusoidally Distributed Stator Windings

EXAMPLE 6‐3

Solution

6‐3 THE USE OF SPACE VECTORS TO REPRESENT SINUSOIDAL FIELD DISTRIBUTIONS IN THE AIR GAP

EXAMPLE 6‐4

Solution

6‐4 SPACE‐VECTOR REPRESENTATION OF COMBINED TERMINAL CURRENTS AND VOLTAGES

6‐4‐1 Physical Interpretation of the Stator Current Space Vector

EXAMPLE 6‐5

Solution

6‐4‐2 Phase Components of Space Vectors and

EXAMPLE 6‐6

Solution

6‐5 BALANCED SINUSOIDAL STEADY‐STATE EXCITATION (ROTOR OPEN‐CIRCUITED)

6‐5‐1 Rotating Stator MMF Space Vector

EXAMPLE 6‐7

Solution

6‐5‐2 Rotating Stator MMF Space Vector in Multipole Machines

6‐5‐3 The Relationship Between Space Vectors and Phasors in Balanced Three‐Phase Sinusoidal Steady State ( and )

6‐5‐4 Induced Voltages in Stator Windings

EXAMPLE 6‐8

Solution

6‐6 REVIEW QUESTIONS

REFERENCES

FURTHER READING

PROBLEMS

Note

7. Space Vector Pulse‐Width‐Modulated (SV‐PWM) Inverters. 7‐1 INTRODUCTION

7‐2 SYNTHESIS OF STATOR VOLTAGE SPACE VECTOR

7‐3 COMPUTER SIMULATION OF SV‐PWM INVERTER

EXAMPLE 7-1

Solution

7‐4 LIMIT ON THE AMPLITUDE OF THE STATOR VOLTAGE SPACE VECTOR

7‐5 Hardware Prototyping of Space Vector Pulse Width Modulation

7‐6 SUMMARY

REFERENCE

FURTHER READING

PROBLEMS

Note

8. Sinusoidal Permanent‐Magnet ac (PMAC) Drives in Steady State. 8‐1 INTRODUCTION

8‐2 THE BASIC STRUCTURE OF PMAC MACHINES

8‐3 PRINCIPLE OF OPERATION. 8‐3‐1 Rotor‐Produced Flux‐Density Distribution

8‐3‐2 Torque Production

Generator Mode

8‐3‐3 Mechanical System of PMAC Drives

8‐3‐4 Calculation of the Reference Values , , and of the Stator Currents

EXAMPLE 8‐1

Solution

8‐3‐5 Induced EMFs in the Stator Windings During Balanced Sinusoidal Steady State

Induced EMF in the Stator Windings Due to Rotating

Induced EMF in the Stator Windings Due to Rotating : Armature Reaction

Superposition of the Induced EMFs in the Stator Windings

Per‐Phase Equivalent Circuit

EXAMPLE 8‐2

Solution

8‐3‐6 Generator‐Mode of Operation of PMAC Drives

8‐4 THE CONTROLLER AND THE PPU

8‐5 HARDWARE PROTOTYPING OF PMAC MOTOR HYSTERESIS CURRENT CONTROL

8‐6 REVIEW QUESTIONS

REFERENCE

FURTHER READING

PROBLEMS

Note

9. Induction Motors in Sinusoidal Steady-State. 9‐1 INTRODUCTION

9‐2 THE STRUCTURE OF THREE‐PHASE, SQUIRREL‐CAGE INDUCTION MOTORS

9‐3 THE PRINCIPLES OF INDUCTION MOTOR OPERATION

9‐3‐1 Electrically Open‐Circuited Rotor

EXAMPLE 9‐1

Solution

9‐3‐2 The Short‐Circuited Rotor

Transformer Analogy

The Assumption of Rotor Leakage

EXAMPLE 9‐2

Solution

Revisiting the Transformer Analogy

The Slip Frequency, fslip, in the Rotor Circuit

EXAMPLE 9‐3

Solution

Electromagnetic Torque

EXAMPLE 9‐4

Solution

The Generator (Regenerative Braking) Mode of Operation

EXAMPLE 9‐5

Solution

Reversing the Direction of Rotation

Including the Rotor Leakage Inductance

9‐3‐3 Per‐Phase Steady‐State Equivalent Circuit (Including Rotor Leakage)

EXAMPLE 9‐6

Solution

Including the Stator Winding Resistance Rs and Leakage Inductance L

9‐4 TESTS TO OBTAIN THE PARAMETERS OF THE PER‐PHASE EQUIVALENT CIRCUIT

9‐4‐1 dc‐Resistance Test to Estimate Rs

9‐4‐2 The No‐Load Test to Estimate Lm

9‐4‐3 Blocked‐Rotor Test to Estimate and the Leakage Inductances

9‐5 INDUCTION MOTOR CHARACTERISTICS AT RATED VOLTAGES IN MAGNITUDE AND FREQUENCY

9‐6 INDUCTION MOTORS OF NEMA DESIGN A, B, C, AND D

9‐7 LINE START

9‐8 HARDWARE PROTOTYPING OF INDUCTION MOTOR PARAMETER ESTIMATION

9‐9 REVIEW QUESTIONS

REFERENCES

FURTHER READING

PROBLEMS

Note

10. Induction‐Motor Drives: Speed Control. 10‐1 INTRODUCTION

10‐2 CONDITIONS FOR EFFICIENT SPEED CONTROL OVER A WIDE RANGE

EXAMPLE 10‐1

Solution

10‐3 APPLIED VOLTAGE AMPLITUDES TO KEEP

EXAMPLE 10‐2

Solution

10‐4 STARTING CONSIDERATIONS IN DRIVES

EXAMPLE 10‐3

Solution

10‐5 CAPABILITY TO OPERATE BELOW AND ABOVE THE RATED SPEED

10‐5‐1 Rated Torque Capability Below the Rated Speed (With )

10‐5‐2 Rated Power Capability Above the Rated Speed by Flux‐Weakening

10‐6 INDUCTION‐GENERATOR DRIVES

10‐7 SPEED CONTROL OF INDUCTION‐MOTOR DRIVES

10‐7‐1 Limiting of Acceleration/Deceleration

10‐7‐2 Current‐Limiting

10‐7‐3 Slip Compensation

10‐7‐4 Voltage Boost

10‐8 PULSE‐WIDTH‐MODULATED PPU

10‐9 Harmonics in the PPU Output Voltages

10‐9‐1 Modeling the PPU‐Supplied Induction Motors in Steady State

10‐10 REDUCTION OF AT LIGHT LOADS

10‐11 HARDWARE PROTOTYPING OF CLOSED‐LOOP SPEED CONTROL OF INDUCTION MOTOR

10‐12 SUMMARY/REVIEW QUESTIONS

REFERENCE

FURTHER READING

PROBLEMS

SIMULATION PROBLEM

Note

11. Induction Machine Equations in Phase Quantities: Assisted by Space Vectors. 11‐1 INTRODUCTION

11‐2 SINUSOIDALLY DISTRIBUTED STATOR WINDINGS

11‐2‐1 Three‐Phase, Sinusoidally Distributed Stator Windings

11‐3 STATOR INDUCTANCES (ROTOR OPEN‐CIRCUITED)

11‐3‐1 Stator Single‐Phase Magnetizing Inductance Lm,one‐phase

11‐3‐2 Stator Mutual‐Inductance Lmutual

11‐3‐3 Per‐Phase Magnetizing‐Inductance Lm

11‐3‐4 Stator‐Inductance Ls

11‐4 EQUIVALENT WINDINGS IN A SQUIRREL‐CAGE ROTOR

11‐4‐1 Rotor‐Winding Inductances (Stator Open‐Circuited)

11‐5 MUTUAL INDUCTANCES BETWEEN THE STATOR AND THE ROTOR PHASE WINDINGS

11‐6 REVIEW OF SPACE VECTORS

11‐6‐1 Relationship Between Phasors and Space Vectors in Sinusoidal Steady State

11‐7 FLUX LINKAGES

11‐7‐1 Stator Flux Linkage (Rotor Open‐Circuited)

11‐7‐2 Rotor Flux Linkage (Stator Open‐Circuited)

11‐7‐3 Stator and Rotor Flux Linkages (Simultaneous Stator and Rotor Currents)

11‐8 STATOR AND ROTOR VOLTAGE EQUATIONS IN TERMS OF SPACE VECTORS

11‐9 MAKING A CASE FOR A dq‐WINDING ANALYSIS

EXAMPLE 11‐1

Solution

EXAMPLE 11-2

Solution

EXAMPLE 11-3

Solution

11‐10 SUMMARY

PROBLEMS

Note

12. Dynamic Analysis of Induction Machines in Terms of dq‐Windings. 12‐1 INTRODUCTION

12‐2 dq‐WINDING REPRESENTATION

12‐2‐1 Stator dq‐Winding Representation

12‐2‐2 Rotor dq‐Windings (Along the Same dq‐Axes as in the Stator)

12‐2‐3 Mutual Inductance Between dq‐Windings on the Stator and the Rotor

12‐3 MATHEMATICAL RELATIONSHIPS OF THE dq‐WINDINGS (AT AN ARBITRARY SPEED ωd)

12‐3‐1 Relating dq‐Winding Variables to Phase Winding Variables

12‐3‐2 Flux Linkages of dq‐Windings in Terms of Their Currents

Stator Windings

Rotor Windings

12‐3‐3 dq‐Winding Voltage Equations. Stator Windings

Rotor Windings

12‐3‐4 Obtaining Fluxes and Currents with Voltages as Inputs

12‐4 CHOICE OF THE dq‐WINDING SPEED ωd

12‐5 ELECTROMAGNETIC TORQUE. 12‐5‐1 Torque on the Rotor d‐Axis Winding

12‐5‐2 Torque on the Rotor q‐Axis Winding

12‐5‐3 Net Electromagnetic Torque Tem on the Rotor

12‐6 ELECTRODYNAMICS

12‐7 d‐ AND q‐AXIS EQUIVALENT CIRCUITS

12‐8 RELATIONSHIP BETWEEN THE dq‐WINDINGS AND THE PER‐PHASE PHASOR‐DOMAIN EQUIVALENT CIRCUIT IN BALANCED SINUSOIDAL STEADY STATE

12‐9 COMPUTER SIMULATION

12‐9‐1 Calculation of Initial Conditions

12‐10 Phasor Analysis

EXAMPLE 12‐1

Solution

EXAMPLE 12‐2

Solution

EXAMPLE 12‐3

Solution

EXAMPLE 12‐4

Solution

EXAMPLE 12‐5

Solution

EXAMPLE 12‐6

Solution

EXAMPLE 12‐7

Solution

12‐11 SUMMARY

FURTHER READING

PROBLEMS

Test Machine

Note

13 Mathematical Description of Vector Control in Induction Machines. 13‐1 INTRODUCTION

13‐2 MOTOR MODEL WITH THE d‐AXIS ALIGNED ALONG THE ROTOR FLUX LINKAGE ‐AXIS

13‐2‐1 Calculation of ωdA

13‐2‐2 Calculation of Tem

13‐2‐3 d‐Axis Rotor Flux‐Linkage Dynamics

13‐2‐4 Motor Model

EXAMPLE 13‐1

Solution

13‐3 VECTOR CONTROL

13‐3‐1 Speed and Position Control Loops

EXAMPLE 13‐2

Solution

13‐3‐2 Initial Startup

13‐3‐3 Calculating the Stator Voltages to be Applied

13‐3‐4 Designing the PI Controllers

EXAMPLE 13‐3

Solution

13‐4 HARDWARE PROTOTYPING OF VECTOR CONTROL OF INDUCTION MOTOR

13‐5 SUMMARY

REFERENCE

PROBLEMS

Note

14. Speed‐Sensorless Vector Control of Induction Motor. 14‐1 INTRODUCTION

14‐2 OPEN‐LOOP SPEED ESTIMATOR

EXAMPLE 14‐1

Solution

14‐3 MODEL‐REFERENCE ADAPTIVE SYSTEM (MRAS) ESTIMATOR

14‐3‐1 Rotor Speed Estimation

14‐3‐2 Stator d‐ and q‐Axis Current Reference

14‐3‐3 Estimation of ωdA and θda

EXAMPLE 14‐2

Solution

14‐3‐4 Designing the PI controller

EXAMPLE 14‐3

Solution

14‐4 PARAMETER SENSITIVITY OF OPEN‐LOOP ESTIMATOR AND MRAS ESTIMATOR

EXAMPLE 14‐4

Solution

14‐5 PRACTICAL IMPLEMENTATION

14‐6 SUMMARY

REFERENCES

FURTHER READING

PROBLEMS

14‐A APPENDIX. 14‐A‐1 MRAS Linearized Error Function

15 Analysis of Doubly Fed Generators (DFIGs) in Steady State and Their Vector Control. 15‐1 INTRODUCTION

15‐2 STEADY‐STATE ANALYSIS

15‐3 UNDERSTANDING DFIG OPERATION IN dq AXIS

15‐3‐1 Stator Voltages

15‐3‐2 Flux Linkages and Currents

15‐3‐3 Rotor Voltages

15‐3‐4 Stator and Rotor Power Inputs

15‐3‐5 Electromagnetic Torque

15‐3‐6 Relationships of Stator and Rotor Real and Reactive Powers

EXAMPLE 15‐1

Solution

EXAMPLE 15‐2

Solution

15‐4 DYNAMIC ANALYSIS OF DFIG

15‐5 VECTOR CONTROL OF DFIG

15‐5‐1 Rotor Current Controller

15‐5‐2 Rotor Speed Controller

15‐5‐3 Stator Reactive Power Controller

15‐5‐4 Rotor Position Estimator

EXAMPLE 15‐3

Solution

15‐6 SUMMARY

REFERENCES

FURTHER READING

PROBLEMS

Note

16. Direct Torque Control (DTC) and Encoder‐Less Operation of Induction Motor Drives. 16‐1 INTRODUCTION

16‐2 SYSTEM OVERVIEW

16‐3 PRINCIPLE OF ENCODER‐LESS DTC OPERATION

16‐4 CALCULATION OF s, r, Tem, AND ωm. 16‐4‐1 Calculation of the Stator Flux

16‐4‐2 Calculation of the Rotor Flux

16‐4‐3 Calculation of the Electromagnetic Torque Tem

16‐4‐4 Calculation of the Rotor Speed ωm

16‐5 CALCULATION OF THE STATOR VOLTAGE SPACE VECTOR

EXAMPLE 16‐1

Solution

16‐6 DIRECT TORQUE CONTROL USING dq‐AXES

16‐7 SUMMARY

REFERENCE

FURTHER READING

PROBLEMS

TEST MACHINE

16‐A APPENDIX. 16‐A‐1 Derivation of Torque Expressions

Note

17. Vector Control of Permanent‐Magnet Synchronous Motor Drives. 17‐1 INTRODUCTION

17‐2 dq‐ANALYSIS OF PERMANENT‐MAGNET SYNCHRONOUS MACHINES

17‐2‐1 Flux Linkages

17‐2‐2 Stator dq‐Winding Voltages

17‐2‐3 Electromagnetic Torque

17‐2‐4 Electrodynamics

17‐3 NON‐SALIENT POLE SYNCHRONOUS MACHINES

17‐3‐1 Relationship Between the dq Circuits and the Per‐Phase Phasor‐Domain Equivalent Circuit in Balanced Sinusoidal Steady State

Relationship Between kE and λfd

17‐3‐2 dq‐Based Dynamic Controller for “Brush‐less dc” Drives

Flux Weakening

EXAMPLE 17‐1

Solution

17‐4 SALIENT‐POLE SYNCHRONOUS MACHINES

17‐4‐1 Rotor Position Estimation Using High‐Frequency Injection

17‐4‐2 Speed‐Sensorless Dynamic Controller for IPM Motor

17‐4‐3 Designing PID Controller

EXAMPLE 17‐2

Solution

EXAMPLE 17‐3

Solution

17‐4‐4 Electromagnetic Torque

EXAMPLE 17‐4

Solution

17‐5 HARDWARE PROTOTYPING OF VECTOR CONTROL OF SPM SYNCHRONOUS MOTOR

17‐6 SUMMARY

REFERENCES

PROBLEMS

17‐A APPENDIX. 17‐A‐1 Transformation of Stator Flux‐Linkage From Rotating dq Frame to Stationary Frame

Note

18. Reluctance Drives: Stepper‐Motors and Switched‐Reluctance Drives. 18‐1 INTRODUCTION

18‐2 THE OPERATING PRINCIPLE OF RELUCTANCE MOTORS

18‐3 STEPPER‐MOTOR DRIVES

18‐3‐1 Variable‐Reluctance Stepper‐Motors

18‐3‐2 Permanent‐Magnet Stepper‐Motors

18‐3‐3 Hybrid Stepper‐Motors

18‐3‐4 Equivalent‐Circuit Representation of a Stepper‐Motor

18‐3‐5 Half‐Stepping and Micro‐Stepping

18‐3‐6 Power Electronic Converters for Stepper‐Motors

18‐4 SRM DRIVES

18‐4‐1 Switched‐Reluctance Motor

18‐4‐2 Electromagnetic Torque Tem

18‐4‐3 Induced Back‐EMF ea

18‐5 INSTANTANEOUS WAVEFORMS

18‐6 ROLE OF MAGNETIC SATURATION [1]

18‐7 POWER ELECTRONIC CONVERTERS FOR SRM DRIVES

18‐8 DETERMINING THE ROTOR POSITION FOR ENCODER‐LESS OPERATION

18‐9 CONTROL IN MOTORING MODE

18‐10 SUMMARY/REVIEW QUESTIONS

REFERENCE

FURTHER READING

PROBLEMS

Note

INDEX

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Ned Mohan

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If this differential rotation takes place in a differential time dt, the power can be expressed as

(2-27)

.....

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