Dados Gerais do Componente Curricular
| Tipo do Componente Curricular: |
DISCIPLINA |
| Tipo de Disciplina: |
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| Forma de Participação: |
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| Unidade Responsável: |
COORDENAÇÃO DE CURSO DE PÓS-GRADUAÇÃO DE ENGENHARIA ELÉTRICA (11.45.15) |
| Código: |
EP412E |
| Nome: |
STABILITY ON POWER SYSTEMS |
| Carga Horária Teórica: |
45 h. |
| Carga Horária Prática: |
0 h. |
| Carga Horária Total: |
45 h. |
| Pré-Requisitos: |
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| Co-Requisitos: |
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| Equivalências: |
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| Excluir da Avaliação Institucional: |
Não |
| Matriculável On-Line: |
Sim |
| Horário Flexível da Turma: |
Não |
| Horário Flexível do Docente: |
Sim |
| Obrigatoriedade de Nota Final: |
Sim |
| Pode Criar Turma Sem Solicitação: |
Não |
| Necessita de Orientador: |
Não |
| Exige Horário: |
Sim |
| Permite CH Compartilhada: |
Não |
| Quantidade de Avaliações: |
1 |
| Ementa/Descrição: |
BASICS CHARACTERISTICS OF THE
SYNCHRONOUS MACHINES
1.1 Synchronous Machine Parameters
1.2 Flux Linkage and Voltage Equations in Phase Coordinates
1.3 Park´s Transformation
1.4 Steady-State Phasor Diagram
1.5 Per Unit Conversion
1.7 Subtransient and Transient Inductances and Time Constants
1.8 Damper Windings of the Synchronous Machine
1.9 The E’q Model
1.10 Symmetrical Short-Circuit
EP412E – STABILITY ON POWER SYSTEMS
Topics Ref.
Titles Bibl.
STABILITY BASIC CONCEPTS
2.1 Electrical Power System
2.2 Rotor Angle Stability Analysis
2.3 Voltage Stability Analysis
2.4 Long Term Stability Analysis
2.5 Elementary Mathematical Model
POWER SYSTEMS DEVICE MODELS
3.1 Introduction
3.2 Device Models for Stability Analysis
THE SWING EQUATION OF
THE SYNCHRONOUS MACHINE
4.1 Introduction
4.2 Rotor Equation of the Synchronous Machine
4.3 Time Constants of the Synchronous Machine
4.4 State Equations
STEADY-STATE SYNCHRONOUS MACHINE
MODEL
5.1 Introduction
5.2 Round Pole Rotor Synchronous Machine
5.3 Salient Pole Rotor Synchronous Machine
5.4 The Classical Model
5.5 Power-Angle Curve of the Synchronous Machine
THE MACHINE CONNECTED TO AN
INFINITE BUS THROUGH A TRANSMISSION
LINE
6.1 Introduction
6.2 The Simplified Power System
6.3 Synchronous Machine Representation
STEADY-STATE ANGULAR STABILITY
ANALYSIS OF A SIMPLIFIED SYSTEM
7.1 Introduction
7.2 Linear Model of the Synchronous Machine
7.3 Eigenvalues and Eigenvectors Analysis
7.4 Steady-State Angular Stability
7.5 Laplace’s Transformation
7.6 State-Space Representation
7.7 Example
TRANSIENT ANGULAR STABILITY
ANALYSIS OF A SIMPLIFIED SYSTEM
8.1 Introduction
8.2 The Simplified System
8.3 Equal Area Criterion
8.4 Time-Domain Simulation
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| Referências: |
1. P. Kundur, Power System Stability and Control, EPRI, McGraw-Hill, (1994)
2. P. M. Anderson, A. A. Fouad, Power System Control and Stability, IEEE Press / Wiley, (2003)
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