微网互联系统中背靠背变流器协调阻抗优化控制
Coordinated Impedance Optimized Control for Back-to-back Converter in Microgrid Interconnection System
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摘要: 通过背靠背变流器进行微网之间的互联,可以实现故障隔离、有功无功解耦控制、微网互联系统内功率双向传输控制等,但是背靠背变流器中,采用定功率控制的变流器作为恒功率负载时,其端口阻抗呈负阻抗特性,这会降低系统稳定性,导致系统发生振荡。针对这一问题,在已有单阻抗优化控制的基础上,提出了一种协调阻抗优化控制,通过消除两侧端口阻抗的相位差,在更大程度的提升了系统稳定性。首先,介绍了微网互联系统的结构以及背靠背变流器的拓扑和控制。其次,对传统控制下的两侧变流器直流侧端口阻抗进行了小信号建模,分析阻抗特性。然后,在单阻抗优化控制的基础上,分析了协调阻抗优化控制的工作原理,并重新对优化后的端口阻抗进行建模。通过最小环路比和奈奎斯特稳定性判据,对比分析了三种控制下系统的稳定性。结果表明:协调阻抗优化控制能使两侧变流器直流侧阻抗在低频段均呈正阻抗特性,消除相位差,使系统具有更大的稳定裕度,保持更好的稳定性。最后通过Matlab/Simulink仿真对所提控制的有效性进行了验证。Abstract: The interconnection between microgrids through back-to-back converters can realize fault isolation, active and reactive power decoupling control, and two-way power transmission control in the microgrid interconnection system. However, in the back-to-back converters, when one constant power-controlled converter is used as a constant power load, its port impedance will show negative impedance characteristic. This will reduce the stability of the system and cause the system to oscillate. To solve this problem, this paper proposes a coordinated impedance optimized control based on the existing single-impedance optimized control, which improves the system stability by eliminating the phase difference between two ports. Firstly, the structure of microgrid interconnection system and topology and control of back-to-back converters were introduced. Secondly, a small signal modeling of DC side port impedance of bilateral converter under traditional control was constructed to analyze the impedance characteristics. Then, based on the single-impedance optimized control, we analyzed the working principle of coordinated impedance optimized control and remodeled the optimized port impedance. With the minimum loop ratio and the Nyquist stability criterion, we analyzed the system stability under three control system. The results show that the optimized control can make the converters impedance show positive impedance characteristics in the low frequency band, eliminate the phase difference, and make the system have a larger stability margin to maintain better stability. Finally, the effectiveness of the proposed control strategy is verified by Matlab/Simulink simulations and experiments.