Title :
Comparison of VRFT, NCbT and VRFT with spline fitting
Author :
Kubota, Keisuke ; Koyama, Nobuhiko ; Kitamuki, Ichiro ; Nitta, Masuhiro ; Kato, Kiyotaka
Author_Institution :
Dept. of Electr. Eng., Tokyo Univ. of Sci., Tokyo, Japan
Abstract :
In order to design an optimal controller for a feedback system with an unknown plant, it is a common way to identify the plant by performing plural experiments. On the contrary, certain methods used to design a controller using the data from one-time experiments have been proposed. Such methods include Virtual Reference Feedback Tuning (VRFT) and Noniterative Correlation-based Tuning (NCbT). These methods are expected to reduce the design cost. However, VRFT cannot be used to design an optimal controller from a data with noise and NCbT is limited in that there is no correlation of a reference signal with noise. An actual plant often has higher harmonics of an input signal as noise. Such noises are correlated with a reference signal. Therefore, a controller design must be able to deal with various kinds of noises. This paper proposes a method of applying spline fitting to VRFT. To verify the effectiveness of this technique, we compared the response of the proposed method with that of VRFT and NCbT on a simulator. Then, we designed each controller using VRFT, NCbT, and VRFT+SF, respectively, by providing white Gaussian noise and periodic noise. As a result, this paper shows that the proposed method surpasses the original VRFT and NCbT based on overall experimental results.
Keywords :
Gaussian noise; control system synthesis; correlation methods; feedback; optimal control; periodic control; splines (mathematics); white noise; NCbT; VRFT; design cost reduction; feedback system; harmonics; noniterative correlation-based tuning; optimal controller design; periodic noise; reference signal; spline fitting; unknown plant; virtual reference feedback tuning; white Gaussian noise; Control systems; Feedback control; Fitting; Gaussian noise; Splines (mathematics); Tuning; NCbT; VRFT; controller design; feedback control system; linear system; spline function;
Conference_Titel :
Control, Automation and Systems (ICCAS), 2012 12th International Conference on
Conference_Location :
JeJu Island
Print_ISBN :
978-1-4673-2247-8