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Orthogonal Decoupling Control of the Error of a New-Type Phase-Locked Loop under Unbalanced Grid Conditions

机译:电网不平衡条件下新型锁相环误差的正交解耦控制

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This paper proposes a new-type phase-locked loop (PLL) based on Tan-Sun coordinate transformation system, which can realize the fast synchronization under unbalanced grid conditions. The phase detector's (PD) error of the proposed PLL is selected as the linear function of three-phase grid voltages, which can be further expressed as the linear function of the estimated parameter errors by using Taylor expansion. In Hilbert space, by selecting the unit vector perpendicular to the other estimated parameter errors' coefficients of PD's error, the result derived by making the inner product of the unit vector and PD's error is related to only one estimated parameter error, which means the decoupling control for each estimated parameter value becomes possible. Therefore, the standard first-order or second-order closed-loop control system can be designed for each estimated parameter value with the same settling time. The simulation and experimental results in the end indicate the effectiveness and speediness of the proposed Tan-Sun based PLL under unbalanced grid conditions.
机译:提出了一种基于Tan-Sun坐标变换系统的新型锁相环(PLL),可以在不平衡电网条件下实现快速同步。选择拟议PLL的鉴相器(PD)误差作为三相电网电压的线性函数,可以通过泰勒展开将其进一步表示为估计参数误差的线性函数。在希尔伯特空间中,通过选择与其他估计参数误差的PD误差系数垂直的单位向量,将单位向量与PD误差的内积相乘得出的结果仅与一个估计参数误差有关,这意味着去耦每个估计参数值的控制成为可能。因此,可以为每个估计的参数值在相同的建立时间下设计标准的一阶或二阶闭环控制系统。最后的仿真和实验结果表明了所提出的基于Tan-Sun的PLL在不平衡电网条件下的有效性和快速性。

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