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Backstepping control for active power filter with LCL filter

机译:具有LCL滤波器的有源功率滤波器的Backstepping控制

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Active power filters are widely applied in power system to deal with distorted currents caused by nonlinear loads. As the active power filter (APF) with LCL filter is a serious nonlinear system, conventional control methods cannot have satisfactory performances. A nonlinear control method, backstepping control for active power filter with LCL filter is proposed in the paper. The control adopts backstepping method to design feedback control law based on the state space average model of APF. While introducing virtual control and forming Lyapunov function step by step, the nonlinear controller with global asymptotic stability is obtained at last. Compared with conventional local linearization methods, backstepping method does not ignore any high order nonlinear terms and maintain global system nonlinearity. Thus the proposed control method achieves better control effects such as suppressing LCL resonance without additional passive or active damping. Finally, simulation in MATLAB and experimental results on a 20kVA prototype verify the feasibility and stability of proposed control method.
机译:有源电力滤波器广泛应用于电力系统中,以应对由非线性负载引起的失真电流。由于带有LCL滤波器的有源功率滤波器(APF)是一个严重的非线性系统,因此传统的控制方法无法获得令人满意的性能。提出了一种非线性控制方法,即带LCL滤波器的有源电力滤波器的反步控制。控制系统采用反推法设计基于APF状态空间平均模型的反馈控制律。在逐步引入虚拟控制并逐步形成李雅普诺夫函数的同时,最终获得了具有全局渐近稳定性的非线性控制器。与传统的局部线性化方法相比,后推法不会忽略任何高阶非线性项并保持全局系统非线性。因此,所提出的控制方法实现了更好的控制效果,例如在没有附加的被动或主动阻尼的情况下抑制了LCL共振。最后,在MATLAB中进行仿真和在20kVA原型上的实验结果证明了所提出的控制方法的可行性和稳定性。

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