基于阻抗模型的并联三相PWM并网变换器Hopf分岔分析

Xiao-ling Yuan, Chengyang Fu, Hao Cai
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引用次数: 0

摘要

三相电压PWM整流器被广泛用作直流电压源,以提供恒定和可调节的输出电压。然而,如果多个整流器在同一共耦合点(PCC)接入电网,则可能导致变流器进入低频振荡的不稳定区域。本文研究了并网变流器中的一种低频振荡现象,即hopf型分岔。变流器输出电压振荡、线路电流出现大量谐波等不稳定现象。建立了变换器的输入导纳模型和非理想电网的输出阻抗模型,推导了系统输入电流与输入电压之间的传递矩阵函数。采用奈奎斯特稳定性判据来判断系统的稳定性。通过MATLAB仿真验证了这一现象。
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Analysis of Hopf bifurcation in paralleled three-phase PWM grid-connected converters based on impendence model
Three-phase voltage PWM rectifiers are widely used as DC voltage source to provide constant and regulated output voltage. However, if multiple rectifiers connected to power grid at the same point of common coupling (PCC), it may drive the converters to enter instability region of low-frequency oscillation. This paper studies a low-frequency oscillation phenomenon that is also a Hopf-type bifurcation in grid-connected converters. The instability phenomenon characterized by the oscillation of converters' output voltage, and large amount of harmonics appear on the line current. The input admittance model of converter and output impendence model of non-ideal grid have been established, and transfer matrix function between input current and input voltage of the system is derived. Nyquist stability criterion is adopted to judge the stability of the system. The phenomenon is verified by simulations in MATLAB.
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