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Design of fractional order Odd-Harmonics repetitive controller for Discrete-Time Linear Systems with experimental validations
Journal article   Open access   Peer reviewed

Design of fractional order Odd-Harmonics repetitive controller for Discrete-Time Linear Systems with experimental validations

Edi Kurniawan, Jalu A Prakosa, Hai Wang, Sensus Wijonarko, Tatik Maftukhah, Purwowibowo Purwowibowo, Harry Septanto, Enggar B Pratiwi and Dadang Rustandi
Sensors (Basel, Switzerland), Vol.22(22), Art. 8873
2022
PMID: 36433468
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Published3.15 MBDownloadView
CC BY V4.0 Open Access

Abstract

fractional stabilizing controller repetitive controller odd-harmonics internal model optimization
This paper presents a simple and straightforward design of a discrete-time fractional-order odd-harmonics repetitive controller (RC). Unlike general RC designs, the proposed method utilizes an internal model with a half-period delay and a stabilizing controller with a fractional phase lead compensator. First, the odd-harmonics internal model representing odd-harmonics frequencies is constructed by using the information of the reference's basis period and the preferred tracking bandwidth. Secondly, an optimization problem synthesized from the stability condition of the RC closed-loop system is solved to obtain the fractional phase lead compensator. Finally, the fractional term of the stabilizing controller is realized by using a causal and stable infinite impulse response (IIR) filter, where the filter coefficients are computed by applying the Thiran formula. Simulation and experimental validation on a servomotor system are conducted to verify the effectiveness of the proposed design.

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4 Electrical Engineering, Electronics & Computer Science
4.18 Power Systems & Electric Vehicles
4.18.101 Power Quality
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Chemistry, Analytical
Engineering, Electrical & Electronic
Instruments & Instrumentation
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Chemistry
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