Design of Nonlinear Feedback Voltage Regulator for Power Systems by Approximate Solution of HJB Equation
Publish place: 18th International Power System Conference
Publish Year: 1382
Type: Conference paper
Language: English
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Document National Code:
PSC18_015
Index date: 18 May 2007
Design of Nonlinear Feedback Voltage Regulator for Power Systems by Approximate Solution of HJB Equation abstract
Design of an optimal nonlinear state feedback voltage regulator for power systems is proposed in this paper. In order to obtain the nonlinear control law the Hamilton-Jacobi- Belman (HJB) equation is solved using Taylor series expansion of its nonlinear terms. The performance of the proposed controller in a single machine-infinite bus power system is simulated and the advantages of the nonlinear feedback controllers in some
grounds like increasing the fault tolerance and domain of validity of the close-loop system are investigated. Also, the advantages of the proposed controller in the presence of some disturbances are shown. Simulation results reveal the effectiveness of the proposed controller.
Design of Nonlinear Feedback Voltage Regulator for Power Systems by Approximate Solution of HJB Equation Keywords:
Design of Nonlinear Feedback Voltage Regulator for Power Systems by Approximate Solution of HJB Equation authors
Hossein Rouhani
Young Researchers Center of Azad University
Mahdi Jalili-Kharaajoo
Young Researchers Center of Azad University
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