Performance improvement of repetitive controlled PWM inverters: A phase-lead compensation solution

International Journal of Circuit Theory and Applications

Volumn 38, Issue 5, 2010, Pages 453-469

  Zhang, Bin ^a   Zhou, Keliang ^b   Wang, Yigang ^a   Wang, Danwei ^a  

^a NANYANG TECHNOLOGICAL UNIVERSITY   (Singapore)

^b SOUTHEAST UNIVERSITY   (China)

Author keywords

CVCF PWM DC AC inverters; Phase compensation; Repetitive control; Total harmonic distortion

Indexed keywords

CONSTANT VOLTAGE CONSTANT FREQUENCIES; CONVERGENCE RATES; DC-AC INVERTERS; FAST DYNAMIC RESPONSE; LINEAR PHASE; LOAD CHANGE; PERFORMANCE IMPROVEMENTS; PHASE COMPENSATION; PHASE LAGS; PHASE-LEAD COMPENSATION; PULSEWIDTHS; PWM INVERTER; REPETITIVE CONTROL; REPETITIVE CONTROLLER; TOTAL HARMONIC DISTORTIONS; TRACKING ACCURACY; TRACKING ERRORS; UNKNOWN DISTURBANCE;

CONTROLLERS; COUNTING CIRCUITS; DYNAMIC RESPONSE; FREQUENCY BANDS; HARMONIC ANALYSIS; HARMONIC DISTORTION; PULSE MODULATION; PULSE WIDTH MODULATION; SYSTEM STABILITY; WAVE FILTERS;

ERROR COMPENSATION;

EID: 77953090723     PISSN: 00989886     EISSN: 1097007X     Source Type: Journal    
DOI: 10.1002/cta.572     Document Type: Article

References (29)

1. Lo Y-K, Wang J-M, Lee T-P. Dead-time assignment for single-phase half-bridge PWM inverters. International Journal of Circuit Theory and Applications 2008; 36(2):211-217.
2. 2.Liu JCP, Tse CK, Poon NK, Pong MH, Lai YM. Synthesis of general impedance with simple DC/DC converters for power processing applications. International Journal of Circuit Theory and Applications 2008; 36(3):275-287.
3. Zhu M, Luo FL. Transient analysis of multi-state dc-dc converters using system energy characteristics. International Journal of Circuit Theory and Applications 2008; 36(3):327-344.
4. 4.Guesmi K, Hamzaoui A, Zaytoon J. Control of nonlinear phenomena in DC-DC converters: fuzzy logic approach. International Journal of Circuit Theory and Applications 2008; 36(7):857-874.
5. Hua C, Hoft RG. High performance deadbeat controlled PWM inverter using a current source compensator for nonlinear loads. IEEE PESC Conference Record, Toledo, Spain, 1992; 443-450.
6. 6.Jung SL, Tzou YY. Discrete sliding-mode control of a PWM inverter for sinusoidal output waveform with optimal sliding curve. IEEE Transactions on Power Electronics 1996; 11(4):567-577.
7. 7.Tzou YY, Ho LH, Ou RS. Fuzzy control of a closed-loop regulated PWM inverter under large load variations. IEEE IECON Conference Record, Maui, HI, U.S.A., 1993; 267-272.
8. Jung SL, Tzou YY. DSP-based digital control of a PWM inverter for sinusoidal wave synthesis by optimal state feedback approach. IEEE PESC Conference Record, Taipei, Taiwan, August 1994; 546-551.
9. 9.Hara S, Yamamoto Y, Omata T, Nakano M. Repetitive control system: a new type servo system for periodical exogenous signals. IEEE Transactions on Automatic Control 1988; 33(7):659-667.
10. Tomizuka M, Tsao T, Chew K, Analysis and synthesis of discrete-time repetitive controllers. Journal ofDynamic Systems, Measurement, and Control (ASME) 1988; 110:271-280.
11. Zhou K, Wang D. Periodic errors elimination in CVCF PWM DC/AC converter systems: repetitive control approach. IEE Proceedings-Control Theory and Applications 2000; 147(6):694-700.
12. Tomizuka M. Zero phase error tracking algorithm for digital control. Journal of Dynamic Systems, Measurement, and Control (ASME) 1987; 109(2):65-68. (Pubitemid 17554850)
13. Doh TY, Chung MJ. Repetitive control design for linear systems with time-varying uncertainties. IEE Proceedings- Control Theory and Applications 2003; 150(2):427-432.
14. Moon JH, Lee MN, Chung MJ. Repetitive control for the track-following servo system of an optical disk drive. IEEE Transactions on Control Systems Technology 1998; 6(5):663-670.
15. ∞ design. Automatica 1999; 35:1185-1199.
16. Li J, Tsao T-C. Robust performance repetitive control system. Journal ofDynamic Systems, Measurement, and Control (ASME) 2001; 123:330-337.
17. Li J, Tsao TC. Rejection of repeatable and non-repeatable disturbances for disk drive actuators. Proceedings of the American Control Conference, San Diego, CA, U.S.A., June 1999; 3615-3619.
18. Weiss G, Zhong Q-C, Green TC, Liang J. H∞ repetitive control of DC-AC converters in microgrids. IEEE Transactions on Power Electronics 2004; 19:219-230.
19. Arimoto S, Kawamura S, Miyazaki F. Bettering operation of robots by learning. Journal of Robotic Systems 1984; 1:123-140.
20. 20.Wang Y, Longman RW. Use of non-causal digital signal processing in learning and repetitive control. Advances in the Astronautical Sciences 1996; 90:649-668.
21. 21.Wang D. On D-type and P-type ILC designs and anticipatory approach. International Journal ofControl 2000; 73(10):890-901.
22. 22.Rech C, Pinheiro H, Grundling HA, Hey HL, Pinheiro JR. A modified discrete control law for UPS applications. IEEE Transactions on Power Electronics 2003; 18(5):1138-1145.
23. 23.Tzou YY, Ou RS, Jung SL, Chang MY. High-performance programmable AC power source with low harmonic distortion using DSP-based repetitive control technique. IEEE Transactions on Power Electronics 1997; 12(4): 715-725.
24. 24.Mattavelli P, Marafao F. Repetitive-based control for selective harmonic compensation in active power filters. IEEE Transactions on Industrial Electronics 2004; 51(5):1018-1024.
25. 25.Michels L, Pinheiro H, Grundling H. Design of plug-in repetitive controllers for single-phase PWM inverters. 2004 Industry Applications Conference, Seattle, WA, U.S.A., October 2004.
26. 26.Zhang B, Wang D, Zhou K, Wang Y. Linear phase lead compensation repetitive control of a CVCF PWM inverter. IEEE Transactions on Industrial Electronics 2008; 55(4):1595-1602.
27. 27.Cosner C, Anwar G, Tomizuka M. Plug in repetitive control for industrial robotic manipulators. Proceedings of the IEEE International Conference on Robotics and Automation, Cincinnati, OH, U.S.A., May 1990; 1970-1975.
28. 28.Chew KK, Tomizuka M. Digital control of repetitive errors in disk drive systems. American Control Conference, Pittsburgh, PA, U.S.A., June 1989; 540-548.
29. 29.Wang D, Ye Y. Design and experiments of anticipatory learning control: frequency domain approach. IEEE/ASME Transactions on Mechatronics 2005; 10(3):305-313.