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L. Yathisha,S. Patilkulkarni.[en_title][J].Control Theory and Technology,2018,16(1):25~37.[Copy]
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LQR and LQG based optimal switching techniques for PSS and UPFC in power systems
L.Yathisha,S.Patilkulkarni
0
(E & C Department, ATME College of Engineering, VTU, Karnataka, India)
摘要:
Selection of better optimized unified power flow controller (UPFC) control inputs along with simultaneous coordinated design of power system stabilizer (PSS) is a challenge in the present scenario of power systems. Hence, in this paper, four sets of experiments performed are presented. First set of experiments are without disturbance scenario where switching is done using linear quadratic regulators (LQR’s). Second set is for power systems with disturbances using linear quadratic gaussian (LQG). Switching control algorithms presented here are tested on the single machine infinite bus (SMIB) linearised Phillips Heffron model of power system using MATLAB/SIMULINKr platform.
关键词:  LQR, LQG, UPFC, PSS, power system & SMIB
DOI:
基金项目:This work was supported by Sri Jayachamarajendra College of Engineering (JSSSTU), Mysuru, Karnataka, India.
LQR and LQG based optimal switching techniques for PSS and UPFC in power systems
L. Yathisha,S. Patilkulkarni
(E & C Department, ATME College of Engineering, VTU, Karnataka, India;E \& C Department, Sri Jayachamarajendra College of Engineering (JSSSTU), Karnataka, India)
Abstract:
Selection of better optimized unified power flow controller (UPFC) control inputs along with simultaneous coordinated design of power system stabilizer (PSS) is a challenge in the present scenario of power systems. Hence, in this paper, four sets of experiments performed are presented. First set of experiments are without disturbance scenario where switching is done using linear quadratic regulators (LQR’s). Second set is for power systems with disturbances using linear quadratic gaussian (LQG). Switching control algorithms presented here are tested on the single machine infinite bus (SMIB) linearised Phillips Heffron model of power system using MATLAB/SIMULINKr platform.
Key words:  LQR, LQG, UPFC, PSS, power system & SMIB