Cover image for Power system control and stability
Title:
Power system control and stability
Personal Author:
Series:
IEEE series on power engineering
Edition:
2nd ed.
Publication Information:
Haboken, New Jersey : John Wiley & Sons, 2003
ISBN:
9780471238621
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30000004807891 TK1055 A53 2003 Open Access Book Book
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Summary

Summary

Analyzes the dynamic performance of interconnected powersystems.
* Examines the characteristics of the various components of a powersystem during normal operating conditions and duringdisturbances.
* Explores the detailed mathematical models of system componentsand analyzes the system behavior using the necessary computationaltools.


Author Notes

Paul M. Anderson has over forty years of experience in power system engineering and research, power education, technical writing, and research management. His areas of interest are power system analysis, computer applications, and system dynamic performance. Currently a consultant, Dr. Anderson served as a professor of engineering at Iowa State University. Arizona State University, and Washington State University, where he was the Schweitzer Visiting Professor.
A. A. Fouad is Distinguished Professor Emeritus of Engineering at Iowa State University. He has had more than 40 years experience in power system dynamics in teaching, research, and in industry. He is a fellow of IEEE, and is the recipient of the 1993 IEEE Power Engineering Educator Award, and the 1994 IEEE Herman Halperin Transmission and Distribution Award. In 1996 he was elected to membership of the US National Academy of Engineering.


Table of Contents

Prefacep. xiii
Part I IntroductionP. M. Anderson and A. A. Fouad
Chapter 1. Power System Stability
1.1 Introductionp. 3
1.2 Requirements of a Reliable Electrical Power Servicep. 3
1.3 Statement of the Problemp. 4
1.4 Effect of an Impact upon System Componentsp. 8
1.5 Methods of Simulationp. 10
Problemsp. 11
Chapter 2. The Elementary Mathematical Model
2.1 Swing Equationp. 13
2.2 Unitsp. 15
2.3 Mechanical Torquep. 16
2.4 Electrical Torquep. 20
2.5 Power-Angle Curve of a Synchronous Machinep. 21
2.6 Natural Frequencies of Oscillation of a Synchronous Machinep. 24
2.7 System of One Machine against an Infinite Bus--The Classical Modelp. 26
2.8 Equal Area Criterionp. 31
2.9 Classical Model of a Multimachine Systemp. 35
2.10 Classical Stability Study of a Nine-Bus Systemp. 37
2.11 Shortcomings of the Classical Modelp. 45
2.12 Block Diagram of One Machinep. 47
Problemsp. 48
Referencesp. 52
Chapter 3. System Response to Small Disturbances
3.1 Introductionp. 53
3.2 Types of Problems Studiedp. 54
3.3 The Unregulated Synchronous Machinep. 55
3.4 Modes of Oscillation of an Unregulated Multimachine Systemp. 59
3.5 Regulated Synchronous Machinep. 66
3.6 Distribution of Power impactsp. 69
Problemsp. 80
Referencesp. 80
Part II The Electromagnetic TorqueP. M. Anderson and A. A. Fouad
Chapter 4. The Synchronous Machine
4.1 Introductionp. 83
4.2 Park's Transformationp. 83
4.3 Flux Linkage Equationsp. 85
4.4 Voltage Equationsp. 88
4.5 Formulation of State-Space Equationsp. 91
4.6 Current Formulationp. 91
4.7 Per Unit Conversionp. 92
4.8 Normalizing the Voltage Equationsp. 99
4.9 Normalizing the Torque Equationsp. 103
4.10 Torque and Powerp. 105
4.11 Equivalent Circuit of a Synchronous Machinep. 107
4.12 The Flux Linkage State-Space Modelp. 109
4.13 Load Equationsp. 114
4.14 Subtransient and Transient Inductances and Time Constantsp. 122
4.15 Simplified Models of the Synchronous Machinep. 127
4.16 Turbine Generator Dynamic Modelsp. 143
Problemsp. 146
Referencesp. 148
Chapter 5. The Simulation of Synchronous Machines
5.1 Introductionp. 150
5.2 Steady-State Equations and Phasor Diagramsp. 150
5.3 Machine Connected to an Infinite Bus through a Transmission Linep. 153
5.4 Machine Connected to an Infinite Bus with Local Load at Machine Terminalp. 154
5.5 Determining Steady-State Conditionsp. 157
5.6 Examplesp. 159
5.7 Initial Conditions for a Multimachine Systemp. 165
5.8 Determination of Machine Parameters from Manufacturers' Datap. 166
5.9 Analog Computer Simulation of the Synchronous Machinep. 170
5.10 Digital Simulation of Synchronous Machinesp. 184
Problemsp. 206
Referencesp. 206
Chapter 6. Linear Models of the Synchronous Machine
6.1 Introductionp. 208
6.2 Linearization of the Generator State-Space Current Modelp. 209
6.3 Linearization of the Load Equation for the One-Machine Problemp. 213
6.4 Linearization of the Flux Linkage Modelp. 217
6.5 Simplified Linear Modelp. 222
6.6 Block Diagramsp. 231
6.7 State-Space Representation of Simplified Modelp. 231
Problemsp. 232
Referencesp. 232
Chapter 7. Excitation Systems
7.1 Simplified View of Excitation Controlp. 233
7.2 Control Configurationsp. 235
7.3 Typical Excitation Configurationsp. 236
7.4 Excitation Control System Definitionsp. 243
7.5 Voltage Regulatorp. 250
7.6 Exciter Buildupp. 254
7.7 Excitation System Responsep. 268
7.8 State-Space Description of the Excitation Systemp. 285
7.9 Computer Representation of Excitation Systemsp. 292
7.10 Typical System Constantsp. 299
7.11 The Effect of Excitation on Generator Performancep. 304
Problemsp. 304
Referencesp. 307
Chapter 8. Effect of Excitation on Stability
8.1 Introductionp. 309
8.2 Effect of Excitation on Generator Power Limitsp. 311
8.3 Effect of the Excitation System on Transient Stabilityp. 315
8.4 Effect of Excitation on Dynamic Stabilityp. 321
8.5 Root-Locus Analysis of a Regulated Machine Connected to an Infinite Busp. 327
8.6 Approximate System Representationp. 333
8.7 Supplementary Stabilizing Signalsp. 338
8.8 Linear Analysis of the Stabilized Generatorp. 344
8.9 Analog Computer Studiesp. 347
8.10 Digital Computer Transient Stability Studiesp. 353
8.11 Some General Comments on the Effect of Excitation on Stabilityp. 363
Problemsp. 365
Referencesp. 366
Chapter 9. Multimachine Systems with Constant Impedance Loads
9.1 Introductionp. 368
9.2 Statement of the Problemp. 368
9.3 Matrix Representation of a Passive Networkp. 369
9.4 Converting Machine Coordinates to System Referencep. 373
9.5 Relation Between Machine Currents and Voltagesp. 374
9.6 System Orderp. 377
9.7 Machines Represented by Classical Methodsp. 378
9.8 Linearized Model for the Networkp. 381
9.9 Hybrid Formulationp. 386
9.10 Network Equations with Flux Linkage Modelp. 388
9.11 Total System Equationsp. 390
9.12 Multimachine System Studyp. 392
Problemsp. 396
Referencesp. 397
Part III The Mechanical Torque Power System Control and StabilityP.M. Anderson
Chapter 10. Speed Governing
10.1 The Flyball Governorp. 402
10.2 The Isochronous Governorp. 408
10.3 Incremental Equations of the Turbinep. 410
10.4 The Speed Droop Governorp. 413
10.5 The Floating-Lever Speed Droop Governorp. 419
10.6 The Compensated Governorp. 421
Problemsp. 428
Referencesp. 428
Chapter 11. Steam Turbine Prime Movers
11.1 Introductionp. 430
11.2 Power Plant Control Modesp. 432
11.3 Thermal Generationp. 435
11.4 A Steam Power Plant Modelp. 436
11.5 Steam Turbinesp. 437
11.6 Steam Turbine Control Operationsp. 444
11.7 Steam Turbine Control Functionsp. 446
11.8 Steam Generator Controlp. 458
11.9 Fossil-Fuel Boilersp. 461
11.10 Nuclear Steam Supply Systemsp. 476
Problemsp. 480
Referencesp. 481
Chapter 12. Hydraulic Turbine Prime Movers
12.1 Introductionp. 484
12.2 The Impulse Turbinep. 484
12.3 The Reaction Turbinep. 486
12.4 Propeller-Type Turbinesp. 489
12.5 The Deriaz Turbinep. 489
12.6 Conduits, Surge Tanks, and Penstocksp. 489
12.7 Hydraulic System Equationsp. 498
12.8 Hydraulic System Transfer Functionp. 503
12.9 Simplifying Assumptionsp. 506
12.10 Block Diagram for a Hydro Systemp. 509
12.11 Pumped Storage Hydro Systemsp. 510
Problemsp. 511
Referencesp. 512
Chapter 13. Combustion Turbine and Combined-Cycle Power Plants
13.1 Introductionp. 513
13.2 The Combustion Turbine Prime Moverp. 513
13.3 The Combined-Cycle Prime Moverp. 518
Problemsp. 527
Referencesp. 527
Appendix A. Trigonometric Identities for Three-Phase Systemsp. 529
Appendix B. Some Computer Methods for Solving Differential Equationsp. 531
Appendix C. Normalizationp. 545
Appendix D. Typical System Datap. 555
Appendix E. Excitation Control System Definitionsp. 582
Appendix F. Control System Componentsp. 590
Appendix G. Pressure Control Systemsp. 614
Appendix H. The Governor Equationsp. 622
Appendix I. Wave Equations for a Hydraulic Conduitp. 631
Appendix J. Hydraulic Servomotorsp. 640
Indexp. 651