峰值电流控制的PFC变换器快时标分岔控制

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Abstract The peak current control is widely used in controlling power factor correction (PFC) converters. The fast time scale bifurcations appear in zero-crossing of input alternating current due to the time variation of input voltage. This instable phenomenon can seriously affect the performance of PFC converters. It is very important to take some measures to control the bifurcations in PFC. Theory of operation of PFC based on peak current control is analyzed in detail. The basic theory of causing the bifurcations in PFC converters is derived from theory analysis. The optimal method of selecting parameters of controller is proposed based on the resonant bifurcation control theory. The performance of PFC converters can be improved by eliminating the bifurcations of input current. The method of controlling bifurcations in PFC is verified by the numeric analysis simulations and experimental result.

Key words： PFC converters peak current control control of fast time scale bifurcations

Received: 21 August 2009 Published: 04 March 2014

PACS:

TM46

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	Lei Tao
	Zhang Xiaobin
	Lin Hui

Cite this article:

Lei Tao,Zhang Xiaobin,Lin Hui. Control of Fast Time Scale Bifurcations in PFC Converters Based on Peak Current Control[J]. Transactions of China Electrotechnical Society, 2010, 25(8): 91-98.

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http://dgjsxb.ces-transaction.com/EN/ OR http://dgjsxb.ces-transaction.com/EN/Y2010/V25/I8/91

[1] Iu H H C, Zhou Y, Tse C K. Fast-scale instability in a PFC boost converter under average current-mode control[J]. Int.J.Circuit Theory Appl., 2003, 31: 611- 624.
[2] Orabi M, Ninomiya T. Nonlinear dynamics of power- factor-correction converter[J]. IEEE Trans. on Ind. Electron., 2003, 50(6): 1116-1125.
[3] Zhang Hao, Ma Xikui, Liu Weizeng. Study of intermittent bifurcations and chaos in boost PFC converters by nonlinear discrete models[J]. Chaos, Solitions and Fractals, 2005, 23: 431-444.
[4] Roberto Santos Bueno, Jose Luis Rodriguez Marrero. Application of the OGY method to the control of chaotic dc-dc converters: theory and experiments[C]. IEEE International Symposium on Circuits and Systems, Geneva, 2000: 369-372.
[5] Zhu Ning, Wu Weilin. Two-parameter chaotic control in the voltage controlled Buck converter[J]. The fifth International Conference on Power Electronics and Drive Systems, 2003, 2: 1329-1333.
[6] Feki M, Robert B, Iu H H C. A proportional plus extended time-delayed feedback controller for a PWM inverter[C]. The 35th Annual IEEE Power Electronics Specialists Conference, Aachen, 2004: 3317- 3320.
[7] Andrievskii B R, Fradkov A L. Control of chaos: methods and applications I: mothods [J]. Automation and Remote Control, 2003, 64(5): 673-713.
[8] Zhou Yufei, Iu Herbert H C, Chi K Tse, et al. Controlling chaos in DC/DC converters using optimal resonant parametric perturbation[J]. The International Symposium on Circuits and Systems, 2005: 2481-2484.
[9] Ke Yijing, Zhou Yufei, Chen Junning. Control bifurcation in PFC Boost converter under peak current-mode control[C]. IEEE 5th International Power Electronics and Motion Control Conference, 2006, 2: 1-5.
[10] Damian Giaouris, Abdulmajed Elbkosh, Bashar Zahawi, et al. Control of fast scale bifurcations in DC-DC converetrs[C]. Proc. Int. Control Conf., Glasgow, 2006: 1-5.
[11] Damian Giaouris, Soumirtro Banerjee, Bashar Zahawi, et al. Control of switching circuit using complete- cycle solution matrices[C]. Proc. Int. Control Conf., Glasgow, Mumbai: 2006.
[12] Guesmi K, Essounbouli N, Hamzaoui A, et al. Shifting nonlinear phenomena in a DC-DC converter using a fuzzy logic controller[J]. Mathematics and Computers in Simulation, 2008, 76: 398-409.