Dynamic modeling, stability analysis, and control of multi-machine power systems. Single-machine dynamic modeling, multi-machine dynamic modeling, network differential-algebraic equations and solution methods, small-signal stability analysis, and design of power system stabilizers.
Why take this course?
Operators and planners for electric power utilities routinely perform dynamic stability analysis to assess the stability margins of their power systems and take preventive actions in case these margins are insufficient. They also design controllers and protection schemes to enable their power systems to dampen instabilities and withstand disturbances. Therefore, it is essential that the students be exposed to these modeling and design tools. This course will expose them to various models, methodologies and simulation techniques for multi-machine systems and their controllers. This topic is not covered in other courses.
Major Measurable Learning Objectives
Derive synchronous machine models
Analyze synchronous machine automatic voltage controllers
Analyze turbine models and speed governors
Derive single machine two-axis and flux-decay dynamic models and study their underlying hypotheses
Derive multi-machine power system dynamic models
Evaluate and apply numerical solution methods of differential-algebraic equations governing multi-machine power systems
Analyze methods of small-signal stability analysis of multi-machine power systems
Design power system stabilizers to dampen inter-area modes of oscillation
Percentage of Course
1. Synchronous machine models
2. Synchronous machine control models
3. Single-machine dynamic models: two-axis and flux-decay models
4. Multi-machine dynamic models
5. Network differential-algebraic equations and solution methods
6. Basic linearization techniques of differential equations