학술논문

Nonlinear VAR control for damping multivariable swing equations
Document Type
Journal Article
Author
Source
IEEE Trans. Power Syst.; (United States); 3:3
Subject
24 POWER TRANSMISSION AND DISTRIBUTION
99 GENERAL AND MISCELLANEOUS//MATHEMATICS, COMPUTING, AND INFORMATION SCIENCE INTERCONNECTED POWER SYSTEMS
VAR CONTROL SYSTEMS
COMPUTERIZED SIMULATION
DAMPING
ELECTRICAL TRANSIENTS
EQUATIONS
NONLINEAR PROGRAMMING
CONTROL SYSTEMS
ENERGY SYSTEMS
POWER SYSTEMS
PROGRAMMING
SIMULATION
TRANSIENTS
VOLTAGE DROP 200300* -- Electric Power Engineering-- Power Transmission & Distribution-- (-1989)
990220 -- Computers, Computerized Models, & Computer Programs-- (1987-1989)
Language
English
Abstract
Idealized swing equations are used in the development of local control strategies for var units, with the objective of providing damping to all oscillatory modes of multimachine power systems. A one-machine infinite-bus system is used to introduce and motivate the method. The control strategy provides damping even during severe transients involving reverse power swings. For systems containing n machines, simulation results indicate that n-1 locally controlled var units, using only local output feedback, can be placed so as to dampen alloscillatory modes of the system, provided that a stable equilibrium point exists and that the initial disturbance is limited in severity.