| Authors | سید عباس طاهر,رضا همتی,علی عبدلعلی پور,شهاب الدین اکبری |
| Journal | International Journal of Electrical Power and Energy Systems |
| Page number | 173 |
| Volume number | 43 |
| IF | 3.25 |
| Paper Type | Full Paper |
| Published At | 2012-06-18 |
| Journal Grade | Scientific - research |
| Journal Type | Typographic |
| Journal Country | Iran, Islamic Republic Of |
| Journal Index | SCOPUS ,JCR |
Abstract
The unified power flow controller (UPFC) integrates properties of both shunt and series compensations,
and can effectively alter power system parameters in such a way that increases power transfer capability
and enhances system stability. In practice, simple proportional–integral (PI) controllers are used to con-
trol the UPFC. However, the PI control parameters are usually tuned based on classical or trial-and-error
approaches and as such, they are incapable of obtaining good dynamic performance for a wide range of
operating conditions and various loads in power systems. Hence, in this article robust control approaches
are proposed based on the quantitative feedback theory (QFT), H1 loop-shaping and l-synthesis, to
design UPFC controllers (power-flow and DC-voltage regulator). The three mentioned methods are com-
pared with each other and a supplementary damping controller is developed to improve damping power
system oscillations. Here, a single-machine infinite-bus (SMIB) power system, installed with a UPFC (with
system parametric uncertainties) is considered as a case study. The system parametric uncertainties are
obtained following 40% simultaneous alterations in parameters and load from their typical values. The
simulation results indicate satisfactory verifications of the robust control methods in dealing with the
uncertainties considered. When the above three methods and the PI controller are compared in perfor-
mance in several time-domain simulation tests, the results show clear superiority of the three methods
over the PI controller, with the QFT presenting the best performance amongst the three robust control.