Impedance modeling of three-phase grid-connected inverters and analysis of interaction stability in grid-connected system

Yuncheng Wang, Xin Chen, Yang Zhang, Jie Chen, Chunying Gong
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引用次数: 20

Abstract

In a distributed generation system, the stability of grid-connected inverters is directly related to the reliable operation of the grid-connected system. The impedance-based analysis method can be employed to effectively study the interaction stability between grid-connected inverters and grid, which means that it is necessary to obtain the impedance modeling of grid-connected inverters for the analysis of impedance stability. Based on the three-phase LCL-type grid-connected inverter, the harmonic linearization method was adopted in this paper to analyze the frequency characteristic of Phase-Locked Loop (PLL), and a design approach of PLL regulator parameters was proposed. Meanwhile, the impacts of the factors that include PLL and digital control delay on the impedance characteristic were considered, and the positive-sequence and negative-sequence impedance model of the grid-connected inverter was built by combining the harmonic linearization and symmetrical component methods. Then, the frequency characteristic of PLL was verified by the simulation results and the output impedance model of the grid-connected inverter was verified by the experimental results, which effectively proved the correctness of the theoretical analysis. Finally, based on the output impedance model of the grid-connected inverter, the impedance-based analysis method was adopted to make a theoretical analysis and experiment validation of the interaction stability of the grid-connected system.
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三相并网逆变器阻抗建模及并网系统相互作用稳定性分析
在分布式发电系统中,并网逆变器的稳定性直接关系到并网系统的可靠运行。基于阻抗的分析方法可以有效地研究并网逆变器与电网之间的相互作用稳定性,这意味着为了分析并网逆变器的阻抗稳定性,有必要获得并网逆变器的阻抗建模。本文以三相lcl型并网逆变器为研究对象,采用谐波线性化方法分析了锁相环的频率特性,提出了锁相环调节器参数的设计方法。同时,考虑了锁相环和数字控制延迟等因素对并网逆变器阻抗特性的影响,结合谐波线性化和对称分量法建立了并网逆变器的正序和负序阻抗模型。然后,通过仿真结果验证了锁相环的频率特性,并通过实验结果验证了并网逆变器的输出阻抗模型,有效地证明了理论分析的正确性。最后,在建立并网逆变器输出阻抗模型的基础上,采用基于阻抗的分析方法对并网系统的相互作用稳定性进行了理论分析和实验验证。
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