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Lyapunov-Function and Proportional-Resonant-Based Control Strategy for Single-Phase Grid-Connected VSI With LCL Filter

机译:具有LCL滤波器的单相并网VSI的基于Lyapunov函数和基于比例共振的控制策略

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摘要

This paper presents a new control strategy based on Lyapunov-function and proportional-resonant (PR) controller for single-phase grid-connected LCL-filtered voltage-source inverters (VSIs). While Lyapunov-function-based control guarantees the global stability of the system, the PR controller is employed to process the grid current error and determine the inverter current reference. However, it is shown that the conventional Lyapunov-function-based control (CLFBC) together with the PR control cannot damp the inherent resonance of the LCL filter. Therefore, this control approach is modified by adding a capacitor voltage loop so as to achieve the desired resonance damping. In addition, a transfer function from the reference grid current to actual grid current is formulated in terms of the LCL-filter parameters and their possible variations in the proposed control strategy. An important consequence of using the PR controller is that the need for performing first and second derivative operations in the generation of inverter current reference is eliminated. Also, a zero steady-state error in the grid current is guaranteed in the case of variations in the LCL-filter parameters. The computer simulations and experimental results obtained from a 3.3-kW system show that the proposed control strategy exhibits a good performance in achieving the required control objectives such as fast dynamic response, zero steady-state error, global stability, and sinusoidal grid current with low total harmonic distortion (THD).
机译:本文提出了一种基于李雅普诺夫函数和比例谐振(PR)控制器的单相并网LCL滤波电压源逆变器(VSI)的新控制策略。基于Lyapunov功能的控制可确保系统的整体稳定性,而PR控制器可用于处理电网电流误差并确定逆变器电流参考。但是,已经表明,常规的基于李雅普诺夫函数的控制(CLFBC)与PR控制一起不能抑制LCL滤波器的固有共振。因此,通过添加电容器电压环路来修改此控制方法,以实现所需的谐振阻尼。此外,根据LCL滤波器参数及其在建议的控制策略中可能的变化,可以确定从参考电网电流到实际电网电流的传递函数。使用PR控制器的重要结果是消除了在生成逆变器电流参考时执行一阶和二阶微分运算的需要。而且,在LCL滤波器参数变化的情况下,可以确保电网电流的稳态误差为零。从3.3 kW系统获得的计算机仿真和实验结果表明,所提出的控制策略在实现所需的控制目标(例如快速动态响应,零稳态误差,全局稳定性和低正弦电网电流)方面表现出良好的性能。总谐波失真(THD)。

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