Basic Concepts of Power System:
Introduction, Power System Stability, States of Operation and System Security, System Dynamic Problems.
Analysis of system stability:
System Model, Mathematical Preliminaries, Analysis of Steady State Stability and Transient Stability, Excitation Control.
Modelling of Synchronous Machine:
Introduction, Synchronous Machine, Park's Transformation, Analysis of Steady State Performance, Per Unit Quantities.
Modelling of Synchronous Machine (continued):
Equivalent Circuits of Synchronous Machine, Determination of Parameters of Equivalent Circuits, Measurements for obtaining Data, Saturation Models, Transient Analysis of a Synchronous Machine, Power System Dynamics - Stability and Control.
Excitation and Prime Mover Controllers:
Excitation System, Excitation System Modelling, Excitation Systems- Standard Block Diagram, System Representation by State Equations, PrimeMover Control System.
Transmission Lines, SVC and Loads:
Transmission Lines, D-Q Transformation using alpha and beta Variables), Static Var compensators, Loads.
Dynamics of a Synchronous Generator Connected to Infinite Bus:
System Model, Synchronous Machine Model, Application of Model 1.1, Calculation of Initial Conditions, System Simulation, Consideration of other Machine Models. Inclusion of SVC Model.
Analysis of Single Machine System:
Small Signal Analysis with Block Diagram Representation, Characteristic Equation and Application of Routh-Hurwitz Criterion, Synchronizing and Damping Torques Analysis, Small Signal Model: State Equations, Nonlinear Oscillations - Hopf Bifurcation.
Application of Power System Stabilizers:
Introduction, Basic concepts in applying PSS, Control Signals, Structure and tuning of PSS, Field implementation and operating experience, Examples of PSS Design and Application.
Analysis of Multimachine System:
A Simplified System Model, Detailed Models: Case I and Case II, Inclusion of Load and SVC Dynamics, Modal Analysis of Large Power Systems, Case Studies.
Simulation for Transient Stability Evaluation:
Mathematical Formulation, Solution Methods, Formulation of System Equations, Solution of System Equations, Simultaneous Solution, Case Studies, Dynamic Equivalents and Model Reduction.