Active Disturbance rejection Hopf bifurcation suppression strategy based on DC microgrid DC-DC converter
-
Published:2023-09-01
Issue:1
Volume:2584
Page:012156
-
ISSN:1742-6588
-
Container-title:Journal of Physics: Conference Series
-
language:
-
Short-container-title:J. Phys.: Conf. Ser.
Author:
Zhang Jiangong,Zhou Xuesong,Ma Youjie,Yuan Yecang,Duan Jianxiong,Wang Bo
Abstract
Abstract
To solve the problem that the output voltage of the Buck converter is easily affected by the change of system parameters, which reduces the energy transmission quality, a linear active disturbance rejection control strategy is proposed in this paper. Firstly, a discrete mathematical model is established to analyze that Hopf bifurcation disturbance is the cause of low-frequency oscillation of output voltage, and the existence of Hopf bifurcation disturbance is verified by simulation. Secondly, based on the theoretical analysis, the suppression effect of improving the error feedback control rate on Hopf bifurcation disturbance is designed. Moreover, the stability of the control strategy under Hopf bifurcation disturbance is analyzed by using frequency-domain theory. Finally, the suppression of Hopf bifurcation disturbance by the proposed control strategy and the traditional PI control strategy under different working conditions is compared by simulation analysis. The results show that the proposed linear active disturbance rejection control strategy can effectively suppress Hopf bifurcation disturbance and guarantee the performance of the Buck converter.
Subject
Computer Science Applications,History,Education
Reference7 articles.
1. Smale horseshoes and symbolic dynamics in the Buck-Boost DC-DC converter[J];Wang;IEEE Transactions on Industrial Electronics,2018
2. Pulse cross modulation continuous conduction mode Buck converter low frequency fluctuation in the study[J];Zhong;Acta Physica Sinica,2014
3. Chaos control of voltage buck-boost Converter[J];Lianqing;Acta Physica Sinica,2016
4. Complex behavior in switching power converters[J];Tse;Proceeding ofthe IEEE (S0018-9219),2002
5. Observer-based PI fixed time adaptive sliding mode control for chaotic power systems[J];Ming;Power System Protection and Control,2022