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A POWER SYSTEM STABILIZER BASED ON H_∞ CONTROL THEORY

Qi Wang

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Abstract

The basic method of H ∞ optimal control theory and its application to the design of power system stabilizer is presented in this paper. Studying the selection principle of weighting function and by use of the toolbox of MATLAB a power system stabilizer based on H ∞ control theory is successfully developed. Simulation results show that assorted with routine PID voltage regulator this kind of power system stabilizer possesses good dynamic character and regulation precision, and can restrain oscillation and improve dynamic stability of power system.

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What this paper is about

The basic method of H ∞ optimal control theory and its application to the design of power system stabilizer is presented in this paper. Studying the selection principle of weighting function and by use of the toolbox of MATLAB a power system stabilizer based on H ∞ control theory is successfully developed. Simulation results show that assorted with routine PID voltage regulator this kind of power system stabilizer possesses good dynamic character and regulation precision, and can restrain oscillation and improve dynamic stability of power system.

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Available abstract

The basic method of H ∞ optimal control theory and its application to the design of power system stabilizer is presented in this paper. Studying the selection principle of weighting function and by use of the toolbox of MATLAB a power system stabilizer based on H ∞ control theory is successfully developed. Simulation results show that assorted with routine PID voltage regulator this kind of power system stabilizer possesses good dynamic character and regulation precision, and can restrain oscillation and improve dynamic stability of power system.

Key concepts: Control theory (sociology), Stabilizer (aeronautics), Electric power system, Weighting, MATLAB, PID controller, Power (physics), Stability (learning theory)

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