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Maintaining the reliable and efficient generation, transmission and
distribution of electrical power is of the utmost importance in a
world where electricity is the inevitable means of energy
acquisition, transportation, and utilization, and the principle
mode of communicating media. Our modern society is entirely
dependent on electricity, so problems involving the continuous
delivery of power can lead to the disruption and breakdown of vital
economic and social infrastructures.
This book brings together comprehensive technical information on
power system engineering, covering the fundamental theory of power
systems and their components, and the related analytical
approaches.
Key features:
Presents detailed theoretical explanations of simple power
systems as an accessible basis for understanding the larger, more
complex power systems.
Examines widely the theory, practices and implementation of
several power sub-systems such as generating plants, over-head
transmission lines and power cable lines, sub-stations, including
over-voltage protection, insulation coordination as well as power
systems control and protection.
Discusses steady-state and transient phenomena from basic
power-frequency range to lightning- and switching-surge ranges,
including system faults, wave-form distortion and lower-order
harmonic resonance.
Explains the dynamics of generators and power systems through
essential mathematical equations, with many numerical
examples.
Analyses the historical progression of power system
engineering, in particular the descriptive methods of electrical
circuits for power systems.
Written by an author with a wealth of experience in the field,
both in industry and academia, the Handbook of Power System
Engineering provides a single reference work for practicing
engineers, researchers and those working in industry that want to
gain knowledge of all aspects of power systems. It is also valuable
for advanced students taking courses or modules in power system
engineering.
Résumé
Maintaining the reliable and efficient generation, transmission and distribution of electrical power is of the utmost importance in a world where electricity is the inevitable means of energy acquisition, transportation, and utilization, and the principle mode of communicating media. Our modern society is entirely dependent on electricity, so problems involving the continuous delivery of power can lead to the disruption and breakdown of vital economic and social infrastructures.This book brings together comprehensive technical information on power system engineering, covering the fundamental theory of power systems and their components, and the related analytical approaches.Key features:
Contenu
PREFACE.ACKNOWLEDGEMENTS.ABOUT THE AUTHOR.INTRODUCTION.1 OVERHEAD TRANSMISSION LINES AND THEIR CIRCUIT CONSTANTS.1.1 Overhead Transmission Lines with LR Constants.1.2 Stray Capacitance of Overhead Transmission Lines.1.3 Supplement: Additional Explanation for Equation 1.27.2 SYMMETRICAL COORDINATE METHOD (SYMMETRICAL COMPONENTS).2.1 Fundamental Concept of Symmetrical Components.2.2 Definition of Symmetrical Components.2.3 Conversion of Three-phase Circuit into Symmetrical Coordinated Circuit.2.4 Transmission Lines by Symmetrical Components.2.5 Typical Transmission Line Constants.2.6 Generator by Symmetrical Components (Easy Description).2.7 Description of Three-phase Load Circuit by Symmetrical Components.3 FAULT ANALYSIS BY SYMMETRICAL COMPONENTS.3.1 Fundamental Concept of Symmetrical Coordinate Method.3.2 Line-to-ground Fault (Phase a to Ground Fault: 1øG).3.3 Fault Analysis at Various Fault Modes.3.4 Conductor Opening.4 FAULT ANALYSIS OF PARALLEL CIRCUIT LINES (INCLUDING SIMULTANEOUS DOUBLE CIRCUIT FAULT).4.1 Two-phase Circuit and its Symmetrical Coordinate Method.4.2 Double Circuit Line by Two-phase Symmetrical Transformation.4.3 Fault Analysis of Double Circuit Line (General Process).4.4 Single Circuit Fault on the Double Circuit Line.4.5 Double Circuit Fault at Single Point f.4.6 Simultaneous Double Circuit Faults at Different Points f, F on the Same Line.5 PER UNIT METHOD AND INTRODUCTION OF TRANSFORMER CIRCUIT.5.1 Fundamental Concept of the PU Method.5.2 PU Method for Three-phase Circuits.5.3 Three-phase Three-winding Transformer, its Symmetrical Components Equations and the Equivalent Circuit.5.4 Base Quantity Modification of Unitized Impedance.5.5 Autotransformer.5.6 Numerical Example to Find the Unitized Symmetrical Equivalent Circuit.5.7 Supplement: Transformation from Equation 5.18 to Equation 5.19.6 The α–β–0 COORDINATE METHOD (CLARKE COMPONENTS) AND ITS APPLICATION.6.1 Definition of α–β–0 Coordinate Method (α–β–0 Components).6.2 Interrelation Between α–β–0 Components and Symmetrical Components.6.3 Circuit Equation and Impedance by the α–β–0 Coordinate Method.6.4 Three-phase Circuit in α–β–0 Components.6.5 Fault Analysis by α–β–0 Components.7 SYMMETRICAL AND α–β–0 COMPONENTS AS ANALYTICAL TOOLS FOR TRANSIENT PHENOMENA.7.1 The Symbolic Method and its Application to Transient Phenomena.7.2 Transient Analysis by Symmetrical and α–β–0 Components.7.3 Comparison of Transient Analysis by Symmetrical and α–β–0 Components.8 NEUTRAL GROUNDING METHODS.8.1 Comparison of Neutral Grounding Methods.8.2 Overvoltages on the Unfaulted Phases Caused by a Line-to-ground Fault.8.3 Possibility of Voltage Resonance.8.4 Supplement: Arc-suppression Coil (Petersen Coil) Neutral Grounded Method.9 VISUAL VECTOR DIAGRAMS OF VOLTAGES AND CURRENTS UNDER FAULT CONDITIONS.9.1 Three-phase Fault: 3øS, 3øG (Solidly Neutral Grounding System, High-resistive Neutral Grounding System).9.2 Phase b–c Fault: 2øS (for Solidly Neutral Grounding System, High-resistive Neutral Grounding System).9.3 Phase a to Ground Fault: 1øG (Solidly Neutral Grounding System).9.4 Double Line-to-ground (Phases b and c) Fault: 2øG (Solidly Neutral Grounding System).9.5 Phase a Line-to-ground Fault: 1øG (High-resistive Neutral Grounding System).9.6 Double Line-to-ground (Phases b and c) Fault: 2øG (High-resistive Neutral Grounding System).10 THEORY OF GENERATORS.10.1 Mathematical Description of a Synchronous Generator.10.2 Introduction of d–q–0 Method (d–q–0 Comp…