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A Root-Locus Design Methodology Derived from the Impedance/Admittance Stability Formulation and Its Application for LCL Grid-Connected Converters in Wind Turbines

机译:基于阻抗/导纳稳定性公式的根轨设计方法及其在风力发电机LCL并网逆变器中的应用

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摘要

This paper presents a systematic methodology for design and tuning of the current controller in LCL gridconnected converters for wind turbine applications. The design target is formulated as a minimization of the current loop dominant time constant, which is in accordance with standard design guidelines for wind turbine controllers (fast time response and high stability margins). The proposed approach is derived from the impedance/admittance stability formulation, which, on one hand, has been proved to be suitable for controller design when active damping is implemented and, on the other hand, it has been also proved to be very suitable for system level studies in applications with a high penetration of renewable energy resources. The tuning methodology is as follows: firstly, the physical system is modelled in terms of the converter admittanceand its equivalent grid impedance; then, a sensitivity transfer function is derived, from which the closed-loop eigenvalues can be calculated; finally, the set of control gains that minimize the dominant time constant are obtained by direct search optimization. A case study that models the target system in a low power scale is provided and experimental verification validates the theoretical analysis. More specifically, it has been found that the solution that solves the minimization of the current controller time constant (wind turbine controller target) also corresponds to a highly damped electrical response (robustness provided by the active damping).
机译:本文提出了一种用于风力涡轮机应用的LCL并网转换器中电流控制器设计和调整的系统方法。设计目标被制定为使电流环路主导时间常数最小化,这符合风力涡轮机控制器的标准设计准则(快速时间响应和高稳定性裕度)。所提出的方法是从阻抗/导纳稳定性公式得出的,该公式一方面被证明适用于采用主动阻尼的控制器设计,另一方面也被证明非常适用于在可再生能源资源渗透率很高的应用中进行系统级研究。调整方法如下:首先,根据转换器的导纳及其等效电网阻抗对物理系统进行建模。然后,推导灵敏度传递函数,由此可以计算出闭环特征值。最后,通过直接搜索优化获得最小化主导时间常数的控制增益集。提供了一个以低功耗模型为目标系统建模的案例研究,并且实验验证验证了理论分析。更具体地,已经发现解决电流控制器时间常数(风轮机控制器目标)的最小化的解决方案还对应于高度阻尼的电响应(由主动阻尼提供的鲁棒性)。

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