Grid Connected Converters: Modeling, Stability and Control discusses the foundations and core applications of this diverse field, from structure, modeling and dynamic equivalencing through power and microgrids dynamics and stability, before moving on to controller synthesis methodologies for a powerful range of applications. The work opens with physical constraints and engineering aspects of advanced control schemes. Robust and adaptive control strategies are evaluated using real-time simulation and experimental studies. Once foundations have been established, the work goes on to address new technical challenges such as virtual synchronous generators and synergic inertia emulation in response to low inertia challenges in modern power grids.
The book also addresses advanced systematic control synthesis methodologies to enhance system stability and dynamic performance in the presence of uncertainties, practical constraints and cyberattacks.
1. 1. An introduction to renewable integrated power grids - p. 3 2. 2. Grid connected converters: fundamentals and configurations - p. 19 3. 3. Modeling and dynamic performance of grid connected converters - p. 45 4. 4. Grid connected converters: stability assessment and sensitivity analysis - p. 77 5. 5. Dynamic impacts modeling and evaluation of grid connected converters - p. 119 6. Part II: Control synthesis for stabilizing and performance enhancement - p. 139 7. 6. Control structure of grid connected converters - p. 143 8. 7. Stability and performance improvement of grid connected converters - p. 161 9. 8. Advanced control synthesis methods for grid connected converters - p. 197 10. Abstract - p. 197 11. 8.1 Optimal control design - p. 197 12. 8.2 Digital optimal control design - p. 206 13. 8.3 Lyapunov-based digital control design - p. 213 14. 8.4 Model predictive control-based controller design - p. 217 15. 8.5 Robust damping control - p. 236 16. 8.6 Summary - p. 243 17. References - p. 243 18. 9. Grid connected converters for grid dynamics shaping - p. 247 19. Index - p. 283
Grid Connected Converters: Modeling, Stability and Control discusses the foundations and core applications of this diverse field, from structure, modeling and dynamic equivalencing through power and microgrids dynamics and stability, before moving on to controller synthesis methodologies for a powerful range of applications. The work opens with physical constraints and engineering aspects of advanced control schemes. Robust and adaptive control strategies are evaluated using real-time simulation and experimental studies. Once foundations have been established, the work goes on to address new technical challenges such as virtual synchronous generators and synergic inertia emulation in response to low inertia challenges in modern power grids.
The book also addresses advanced systematic control synthesis methodologies to enhance system stability and dynamic performance in the presence of uncertainties, practical constraints and cyberattacks.
1. 1. An introduction to renewable integrated power grids - p. 3 2. 2. Grid connected converters: fundamentals and configurations - p. 19 3. 3. Modeling and dynamic performance of grid connected converters - p. 45 4. 4. Grid connected converters: stability assessment and sensitivity analysis - p. 77 5. 5. Dynamic impacts modeling and evaluation of grid connected converters - p. 119 6. Part II: Control synthesis for stabilizing and performance enhancement - p. 139 7. 6. Control structure of grid connected converters - p. 143 8. 7. Stability and performance improvement of grid connected converters - p. 161 9. 8. Advanced control synthesis methods for grid connected converters - p. 197 10. Abstract - p. 197 11. 8.1 Optimal control design - p. 197 12. 8.2 Digital optimal control design - p. 206 13. 8.3 Lyapunov-based digital control design - p. 213 14. 8.4 Model predictive control-based controller design - p. 217 15. 8.5 Robust damping control - p. 236 16. 8.6 Summary - p. 243 17. References - p. 243 18. 9. Grid connected converters for grid dynamics shaping - p. 247 19. Index - p. 283
