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Power Harmonics Measurements Based on Modified Newton-Raphson Procedure

机译:基于改进的Newton-Raphson程序的电力谐波测量

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The paper proposes new algorithm for power harmonics parameters measurement based on modified Newton-Raphson method. The main modification is achieved through reconfiguration of the Jacobian matrix, and direct calculation of its characteristic coefficients without need to obtain inversion. The zero-crossing method is used to compute the frequency roughly for initial frequency estimation. With additional digital filtering, the parameters can be initialized properly and the updating steps can be supervised for fast convergence of Newton-Raphson iterations. With this combined approach, both high accuracy and good tracking speed can be achieved. It significantly reduces the computation complexity and makes the programming easier as well. The proposed algorithm has the quadratic convergence. Reliability and effectiveness of the proposed method was confirmed through simulation tests and results.
机译:本文提出了基于改进牛顿 - 拉赛方法的电力谐波参数测量算法。通过重新配置Jacobian矩阵来实现主要修改,并直接计算其特征系数,而无需获得反转。零交叉方法用于计算初始频率估计的频率。通过额外的数字滤波,可以正确初始化参数,可以监控更新步骤以快速收敛牛顿 - 拉文申迭代。利用这种组合方法,可以实现高精度和良好的跟踪速度。它显着降低了计算复杂性,并使编程更容易。该算法具有二次收敛。通过模拟试验和结果确认了所提出的方法的可靠性和有效性。

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