Parameter tuning method of power system stabilizer
A power system and stabilizer technology, applied in the direction of circuit devices, AC network circuits, reducing/preventing power oscillation, etc., can solve the problems of inability to ensure the validity of parameters, increase damping, and inaccurate evaluation results, etc., to increase algorithm convergence and rapidity, increasing system damping, overcoming the effects of effectiveness
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[0034] The invention will be described in further detail below in conjunction with the accompanying drawings.
[0035] Based on the mathematical model established by the single-machine infinite system, the third-order model of the synchronous generator is taken, namely: the transient electromotive force E' of the generator q , angular velocity ω, and rotor power angle δ are state variables; the excitation system is regarded as a simple proportional inertia link: that is, considering the excitation feedback voltage E fd is a state variable. Then the entire power system link can be regarded as a fourth-order model. In the case of small disturbances, the linearization equation of the entire system can be obtained as follows:
[0036]
[0037] In the formula: Δω is the incremental change of generator speed, Δδ is the incremental change of generator power angle, ΔE' q is the incremental change of the transient electromotive force of the generator, ΔE fd is the incremental cha...
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