| Titre : | Subsynchronous resonance in power systems | | Type de document : | texte imprimé | | Auteurs : | P.M. Anderson, Auteur ; Basant L. Agrawal, Auteur ; J. E. Van Ness, Auteur | | Editeur : | New York : The Institution of Electrical and Electronics Engineers,inc. | | Année de publication : | 1990 | | Collection : | IEEE press | | Importance : | 268 p. | | Présentation : | couv. ill. en coul., ill. | | Format : | 24 cm. | | ISBN/ISSN/EAN : | 978-0-7803-5350-3 | | Langues : | Anglais (eng) | | Index. décimale : | 10-05 Electronique de puissance et industrielle | | Résumé : | Subsynchronous Resonance in Power Systems provides in-depth guidance toward the parameters, modeling, and analysis of this complex subclass of power systems. Emphasizing field testing to determine the data required, this book facilitates thorough and efficient oscillation and damping modeling using eigenvalues of a system's linear model. Expert discussion provides step-by-step instruction for generator, network, and turbine-generator shaft models, followed by detailed tutorials for model testing and analysis based on IEEE, CORPALS, and SSR eigenvalue analysis. Comprehensive in scope and practical in focus, this book is an invaluable resource for anyone working with frequencies below 60 Hz. | | Note de contenu : | Table of contents:
PART 1: INTRODUCTION.
Chapter 1: Introduction.
PART 2: SYSTEM MODELING.
Chapter 2: The Generator Model.
2.1 The Synchronous Machine Structure.
2.2 The Machine Circuit Inductances.
2.3 Park's Transformation.
2.4 The Voltage Equations.
2.5 The Power and Torque Equations.
2.6 Normalization of the Equations.
2.7 Analysis of the Direct Axis Equations.
2.8 Analysis of the Quadrature Axis Equations.
2.9 Summary of Machine Equations.
2.10 Machine-Network Interface Equations.
2.11 Linear State-Space Machine Equations.
2.12 Excitation Systems.
2.13 Synchronous Machine Saturation.
Chapter 3: The Network Model.
3.1 An Introductory Example.
3.2 The Degenerate Network.
3.3 The Order of Complexity of the Network.
3.4 Finding the Network State Equations.
3.5 Transforming the State Equations.
3.6 Generator Frequency Transformation.
3.7 Modulation of the 60 Hz Network Response.
Chapter 4: The Turbine-Generator Shaft Model.
4.1 Definitions and Conventions.
4.2 The Shaft Torque Equations.
4.3 The Shaft Power Equations.
4.4 Normalization of the Shaft Equations.
4.5 The Incremental Shaft Equations.
4.6 The Turbine Model.
4.7 The Complete Turbine and Shaft Model.
PART 3: SYSTEM PARAMETERS.
Chapter 5: Synchronous Generator Model Parameters.
5.1 Conventional Stability Data.
5.1.1 Approximations Involved in Parameter Computation.
5.2 Measured Data from Field Tests.
5.3 Parameter Fitting from Test Results.
5.4 Sample Test Results.
5.5 Frequency Dependent R and X Data.
5.6 Other Sources of Data.
Chapter 6: Turbine-Generator Shaft Model Parameters.
6.1 The Shaft Spring-Mass Model.
6.2 The Modal Model.
6.3 Field Tests for Frequencies and Damping.
6.4 Damping Tests.
PART 4: SYSTEM ANALYSIS.
Chapter 7: Eigen Analysis.
7.1 State-Space Form of System Equations.
7.2 Solution of the State Equations.
7.3 Finding Eigenvalues and Eigenvectors.
Chapter 8: SSR Eigenvalue Analysis.
8.1 The IEEE First Benchmark Model.
8.2 The IEEE Second Benchmark Model.
8.3 The CORPALS Benchmark Model.
8.4 An Example of SSR Eigenvalue Analysis.
Index. |
Subsynchronous resonance in power systems [texte imprimé] / P.M. Anderson, Auteur ; Basant L. Agrawal, Auteur ; J. E. Van Ness, Auteur . - New York : The Institution of Electrical and Electronics Engineers,inc., 1990 . - 268 p. : couv. ill. en coul., ill. ; 24 cm.. - ( IEEE press) . ISBN : 978-0-7803-5350-3 Langues : Anglais ( eng) | Index. décimale : | 10-05 Electronique de puissance et industrielle | | Résumé : | Subsynchronous Resonance in Power Systems provides in-depth guidance toward the parameters, modeling, and analysis of this complex subclass of power systems. Emphasizing field testing to determine the data required, this book facilitates thorough and efficient oscillation and damping modeling using eigenvalues of a system's linear model. Expert discussion provides step-by-step instruction for generator, network, and turbine-generator shaft models, followed by detailed tutorials for model testing and analysis based on IEEE, CORPALS, and SSR eigenvalue analysis. Comprehensive in scope and practical in focus, this book is an invaluable resource for anyone working with frequencies below 60 Hz. | | Note de contenu : | Table of contents:
PART 1: INTRODUCTION.
Chapter 1: Introduction.
PART 2: SYSTEM MODELING.
Chapter 2: The Generator Model.
2.1 The Synchronous Machine Structure.
2.2 The Machine Circuit Inductances.
2.3 Park's Transformation.
2.4 The Voltage Equations.
2.5 The Power and Torque Equations.
2.6 Normalization of the Equations.
2.7 Analysis of the Direct Axis Equations.
2.8 Analysis of the Quadrature Axis Equations.
2.9 Summary of Machine Equations.
2.10 Machine-Network Interface Equations.
2.11 Linear State-Space Machine Equations.
2.12 Excitation Systems.
2.13 Synchronous Machine Saturation.
Chapter 3: The Network Model.
3.1 An Introductory Example.
3.2 The Degenerate Network.
3.3 The Order of Complexity of the Network.
3.4 Finding the Network State Equations.
3.5 Transforming the State Equations.
3.6 Generator Frequency Transformation.
3.7 Modulation of the 60 Hz Network Response.
Chapter 4: The Turbine-Generator Shaft Model.
4.1 Definitions and Conventions.
4.2 The Shaft Torque Equations.
4.3 The Shaft Power Equations.
4.4 Normalization of the Shaft Equations.
4.5 The Incremental Shaft Equations.
4.6 The Turbine Model.
4.7 The Complete Turbine and Shaft Model.
PART 3: SYSTEM PARAMETERS.
Chapter 5: Synchronous Generator Model Parameters.
5.1 Conventional Stability Data.
5.1.1 Approximations Involved in Parameter Computation.
5.2 Measured Data from Field Tests.
5.3 Parameter Fitting from Test Results.
5.4 Sample Test Results.
5.5 Frequency Dependent R and X Data.
5.6 Other Sources of Data.
Chapter 6: Turbine-Generator Shaft Model Parameters.
6.1 The Shaft Spring-Mass Model.
6.2 The Modal Model.
6.3 Field Tests for Frequencies and Damping.
6.4 Damping Tests.
PART 4: SYSTEM ANALYSIS.
Chapter 7: Eigen Analysis.
7.1 State-Space Form of System Equations.
7.2 Solution of the State Equations.
7.3 Finding Eigenvalues and Eigenvectors.
Chapter 8: SSR Eigenvalue Analysis.
8.1 The IEEE First Benchmark Model.
8.2 The IEEE Second Benchmark Model.
8.3 The CORPALS Benchmark Model.
8.4 An Example of SSR Eigenvalue Analysis.
Index. |
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