Chaos and its passivity control simulation of single-machine infinite systems. (Chinese. English summary) Zbl 1313.93161
Summary: Firstly, a three-order mathematical model of single-machine infinite power system is established and its dynamic behavior is discussed in brief. It is pointed out that the system may emerge chaos under certain conditions. Then, the passivity method is adopted to design a feedback stabilization controller and \(L_2\)-gain is adopted to restrain the disturbances, so as to stabilize the system in global approximately. The simulation results demonstrate the validity of this method. The studies show that the application of the method of excitation controller designed to improve the stability of power systems has a certain reference value. In the meantime, it has positive role in promoting the simulation application of Matlab in power system.
MSC:
93D15 | Stabilization of systems by feedback |
93C10 | Nonlinear systems in control theory |
37D45 | Strange attractors, chaotic dynamics of systems with hyperbolic behavior |