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Partial Least-Squares Regression Based Modeling Research as Applied to Harmonic Source Analysis

机译:基于偏最小二乘回归的模型研究在谐波源分析中的应用

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摘要

Through the identification and filtering of the useful information in multivariable system, and the distillation of comprehensive variables which can explain the system performance most effectively, we can remove the interference of the overlapping and insignificant information, as well overcome the disadvantage of multiple correlation characteristics in establishing of the system model, which is important for the modeling research in power system with high dimensionality. This paper proposes a new modeling research method, called PLSR(Partial Least-squares Regression), which can solve the above problems effectively. The fundamental principle and thought of the proposed method are introduced in the paper; the comprehensive and filtering functions of the method to multivariable information are analyzed with an example. The proposed method is used to quantitative analysis of the harmonic sources. Utilizing the signals of harmonic voltage and harmonic current measured synchronously, regression coefficients are worked out through PLSR, and then the supply harmonic impedance is got; consequently the harmonic emission level of customer is calculated. The simulation results show that the proposed method is valid and feasible for the evaluation of supply harmonic impedance and harmonic emission level.
机译:通过对多变量系统中有用信息的识别和过滤,以及可以最有效地解释系统性能的综合变量的提炼,可以消除重叠和无关紧要的信息的干扰,并克服了多相关性特征的缺点。系统模型的建立,对于高维电力系统的建模研究具有重要意义。本文提出了一种新的建模研究方法,称为PLSR(偏最小二乘回归),可以有效地解决上述问题。介绍了该方法的基本原理和思想。通过实例分析了该方法对多变量信息的综合和过滤功能。该方法用于谐波源的定量分析。利用同步测得的谐波电压和谐波电流信号,通过PLSR求出回归系数,得到电源谐波阻抗。因此,计算出用户的谐波发射水平。仿真结果表明,该方法对电源谐波阻抗和谐波发射水平的评估是有效可行的。

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