采用非线性自适应控制器改善单相并网光伏系统电能质量

T. K. Roy, Md. Apel Mahmud, S. Islam, A. Oo
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引用次数: 3

摘要

提出了一种改善单相光伏并网系统电能质量的非线性自适应控制方案。为此,在单并网光伏系统的电压源逆变器(VSI)的输出端使用LCL滤波器。本文通过考虑VSI的平均模型而只考虑LCL滤波器的动态特性,设计了针对VSI的自适应控制器。该控制器利用自适应律估计LCL滤波器的参数,通过将总谐波失真(THDs)值保持在较低水平来提高系统的电能质量。这些自适应律是在这样一种方式下获得的,它不需要知道LCL滤波器的确切参数。通过与LCL滤波器动态相关的不同状态变量的跟踪性能,保证了所提方案的参数估计能力。利用李雅普诺夫稳定性分析技术保证了在控制器设计过程的不同阶段跟踪误差的收敛性,并对整个系统的稳定性进行了分析。在一个3.5 kW单相并网光伏系统上,通过考虑不同运行条件,验证了所提出的非线性自适应控制方案对电能质量的改善。结果主要从注入电网的电流的THDs角度进行了讨论,并与滑模控制器(SMC)进行了比较。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Power Quality Improvements in Single-Phase Grid-Connected Photovoltaic Systems using a Nonlinear Adaptive Controller
This paper presents nonlinear adaptive control scheme for improving the power quality in single-phase grid-connected photovoltaic (PV) systems. For this purpose, an LCL filter is used at the output-side of the voltage source inverter (VSI) in the single grid-connected PV system. In this paper, the proposed adaptive controller is designed for the VSI by considering the average model of the VSI while considering only the dynamics of the LCL filter. The proposed controller enhances the power quality of the system by maintaining the values of total harmonic distortions (THDs) at lower levels as it estimates the parameters of the LCL filter using adaptation laws. These adaption laws are obtained in such a way that it is not essential to know exact parameters of the LCL filter. The parameter estimation capabilities of the proposed scheme are ensured through the tracking performances of different state variables associated with the dynamics of the LCL filter. The convergences of tracking errors are ensured during the different stages of the controller design process using the Lyapunov stability analysis technique and the stability of the overall system is also analyzed in this paper. The improvements in the power quality, using the proposed nonlinear adaptive control scheme, are demonstrated on a 3.5 kW single-phase grid-connected PV system by considering different operating conditions. The results are mainly discussed in terms of THDs in the current injected into the grid and also compared with a sliding mode controller (SMC).
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