Abstract

Load modeling plays an important role in accessing and enhancing the dynamic stability of power systems. Though the Synthesis Load Model Considering Voltage Regulation of Distribution Network ( $\pi $ model) has high accuracy, its parameters are too many. In order to improve the identification efficiency and reduce the difficulty of identification, a simplified model identification strategy based on parameter sensitivity analysis is proposed. Firstly, based on the global sensitivity analysis, the sensitivity analysis of the model parameters is carried out to obtain the First Order Sensitivity Indices ( FSI )and Total Sensitivity Indices ( TSI ). Secondly, the FSI and TSI of each parameter are analyzed, and the effect on the output of model of each parameter is determined by FSI . For less influential parameters, whether the parameter should be fixed as constant is determined by the value of TSI . The parameter whose TSI equal or approximately equal to zero should be fixed as a constant. Finally, the improved genetic algorithm is used to identify the parameter-simplified model, and the effectiveness of the simplified identification strategy is verified by comparing the fitting effects with the measured curve and the residual and the integrated parameter models.

Highlights

  • Load model is one of the most important parts in power system simulation and control

  • A comprehensive load model that takes into account the distribution network voltage regulation is proposed in [4]

  • This paper obtained the First Order Sensitivity Indices (FSI) and Total Sensitivity Indices (TSI) of each parameter based on the Sobol method because of the advantages of the Sobol method and the non-linear characteristics of the power system load model

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Summary

SPECIAL SECTION ON KEY ENABLING TECHNOLOGIES FOR PROSUMER ENERGY MANAGEMENT

Received June 16, 2020, accepted July 2, 2020, date of publication July 7, 2020, date of current version July 28, 2020. Simplified Identification Strategy of Load Model Based on Global Sensitivity Analysis. XIN TIAN1, XUELIANG LII1, LONG ZHAO1, ZUOYUN TAN2, SHUCHEN LUO2, AND CANBING LI 3, (Senior Member, IEEE)

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