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- Title
Synthesis of robust interconnected power system stabilizers for turbine generators in sugar factories.
- Authors
Kuievda, Yuliia; Baliuta, Sergii
- Abstract
Introduction. This research aims to develop the method of synthesis of interconnected robust power system stabilizer (IRPSS) for power supply systems of sugar factories with own turbine generators. Materials and methods. The mathematical tools of H∞ synthesis with pole placement and the linear matrix inequalities (LMI) are used for developing the method of IRPSS synthesis. MATLAB Simulink is used to verify synthesized regulator by computer simulation. Results and discussion. A model of power supply system with own generator, automatic exciter regulator, turbine and speed governor is constructed. The controlled object nonlinear differential equations model is linearized and simplified by reducing of its order using Schur's method. The model is extended with chosen weighting functions preparing for H∞ synthesis procedure. The LMI region is chosen in the form of a conic sector for satisfying condition of lower oscillability of transient process, which is the main goal of such a regulator to optimize turbine generator operation process. The IRPSS for extended model was synthesized, using H∞ synthesis procedure with poles placement. The regulator is presented in the form of matrix continuous transfer function. The transition process of 3-phase short-circuit fault behind the transformer and subsequent automatic re-closing is simulated with full-order nonlinear model with IRPSS and compared with standard system stabilizer and the system without stabilizer. The graphs of modelled transients demonstrate effectiveness of IRPSS. Conclusion. The developed method can be used for operation process optimization of turbine generators in sugar factories. The synthesized IRPSS was found to have satisfying robust stability and performance qualities for given structure of power system.
- Subjects
SUGAR factories; TURBINE generators; VOLTAGE regulators; TURBOGENERATORS; LINEAR matrix inequalities; NONLINEAR differential equations
- Publication
Ukrainian Journal of Food Science, 2017, Vol 5, Issue 2, p256
- ISSN
2310-1008
- Publication type
Article
- DOI
10.24263/2310-1008-2017-5-2-10