非理想电网无刷双馈感应发电机的建模与分析

Honglin Lu, Debin Zhang, C. Qu, Zhongsong Zhang
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摘要

无刷双馈感应发电机(BDFIG)由于取消了传统双馈感应发电机(DFIG)的电刷和滑环,提高了可靠性,降低了维护成本。它在发电系统中具有广泛的应用潜力。在发电系统中,电网电压的对称和不对称起伏等非理想特性是不可避免的。BDFIG在非理想电网中运行会产生低次谐波振荡,引起绕组电压畸变,导致电机绕组出现严重的过压过流故障,降低整个发电系统的可靠性。为了在非理想电网运行条件下对BDFIG提供更有针对性的保护,本文建立了具有非理想电网的BDFIG模型,并分析了其工作特性。首先,建立理想电网下的BDFIG模型,通过分析电网故障时控制绕组的电压特性;其次,建立非理想电网下的BDFIG模型,分别从低谐波平衡电网和低谐波不平衡电网两种情况进行分析。第三,分别推导了正负序列分量的关系方程,为正负序列分量的控制提供了理论依据;最后,利用Matlab/Simulink对非理想网格下BDFIG的特性进行了仿真验证。
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Modeling and Analysis of Brushless Doubly-Fed Induction Generators with Non-Ideal Grids
Brushless Doubly-Fed Induction Generators (BDFIG) increase reliability and decrease maintenance cost because it removes the brushes and slip rings of the traditional Doubly-Fed Induction Generator (DFIG). It has a potential for wide application in power generation systems. Non-ideal characteristics such as symmetrical and asymmetrical dips in the grid voltage are inevitable in power generation systems. Running BDFIG in a non-ideal grid will produce low-order harmonic oscillation, which will cause the distortion in the winding voltage, resulting in serious overvoltage and overcurrent faults in motor winding, reducing the reliability of the entire power generation system. In order to provide more targeted protection for BDFIG under non-ideal grid operating conditions, this paper establishes the BDFIG model with the non-ideal power grid and analyzes its working characteristics. Firstly, establish the BDFIG model under the ideal grid and obtain the voltage characteristics of the control winding from analysis of when the power grid fails; Secondly, establish the BDFIG model under the non-ideal grid and analyze from two cases of balanced grid with low harmonic voltage and unbalanced grid with low harmonic voltage respectively. Thirdly, the relational equations of the positive and negative sequence components are derived respectively, which provides a theoretical basis for the control of positive and negative sequence components; Finally, the characteristics of BDFIG under non-ideal grid are simulated and verified by Matlab/Simulink.
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