Impedance stability analysis and impedance remodelling of matrix converter grid-connected system

Matrix converter has become one of the research hotspots of power electronic converter due to its excellent input and output characteristics and adjustable power factor. To study the stability of the matrix converter grid-connected system, the harmonic linearisation method is adopted to model the po...

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Main Authors: Rutian Wang, Guoqing He, Bo Zhang
Format: Article
Language:English
Published: Wiley 2020-11-01
Series:The Journal of Engineering
Subjects:
Online Access:https://digital-library.theiet.org/content/journals/10.1049/joe.2020.0162
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spelling doaj-e394e443ee684cef894d62f3b252fc0a2021-04-02T16:31:16ZengWileyThe Journal of Engineering2051-33052020-11-0110.1049/joe.2020.0162JOE.2020.0162Impedance stability analysis and impedance remodelling of matrix converter grid-connected systemRutian Wang0Guoqing He1Bo Zhang2State Key Laboratory of Operation and Control of Renewable Energy & Storage SystemsState Key Laboratory of Operation and Control of Renewable Energy & Storage SystemsState Grid Liaoning Electric Power Co., Ltd, Anshan Power Supply CompanyMatrix converter has become one of the research hotspots of power electronic converter due to its excellent input and output characteristics and adjustable power factor. To study the stability of the matrix converter grid-connected system, the harmonic linearisation method is adopted to model the positive and negative sequence output impedance models of the matrix converter grid-connected system. The stability of the system is analysed by judging whether the plot of the ratio of the input impedance to the positive and negative sequence output impedance satisfies the Nyquist stability criterion. Also, an impedance remodelling method based on the positive sequence impedance is proposed to improve the stability of the system. Finally, the simulation verification is carried out by MATLAB/Simulink. The simulation results prove the correctness of the theoretical analysis and the feasibility of the impedance remodelling method.https://digital-library.theiet.org/content/journals/10.1049/joe.2020.0162nyquist stabilityelectric impedancepower factorpower gridspower system stabilitymatrix convertorspower system simulationmatlab-simulinknyquist stability criterionharmonic linearisation methodadjustable power factorinput characteristicsnegative sequence output impedance modelspositive sequence output impedance modelsoutput characteristicspower electronic converterimpedance stability analysisimpedance remodelling methodpositive sequence impedanceinput impedancematrix converter grid-connected system
collection DOAJ
language English
format Article
sources DOAJ
author Rutian Wang
Guoqing He
Bo Zhang
spellingShingle Rutian Wang
Guoqing He
Bo Zhang
Impedance stability analysis and impedance remodelling of matrix converter grid-connected system
The Journal of Engineering
nyquist stability
electric impedance
power factor
power grids
power system stability
matrix convertors
power system simulation
matlab-simulink
nyquist stability criterion
harmonic linearisation method
adjustable power factor
input characteristics
negative sequence output impedance models
positive sequence output impedance models
output characteristics
power electronic converter
impedance stability analysis
impedance remodelling method
positive sequence impedance
input impedance
matrix converter grid-connected system
author_facet Rutian Wang
Guoqing He
Bo Zhang
author_sort Rutian Wang
title Impedance stability analysis and impedance remodelling of matrix converter grid-connected system
title_short Impedance stability analysis and impedance remodelling of matrix converter grid-connected system
title_full Impedance stability analysis and impedance remodelling of matrix converter grid-connected system
title_fullStr Impedance stability analysis and impedance remodelling of matrix converter grid-connected system
title_full_unstemmed Impedance stability analysis and impedance remodelling of matrix converter grid-connected system
title_sort impedance stability analysis and impedance remodelling of matrix converter grid-connected system
publisher Wiley
series The Journal of Engineering
issn 2051-3305
publishDate 2020-11-01
description Matrix converter has become one of the research hotspots of power electronic converter due to its excellent input and output characteristics and adjustable power factor. To study the stability of the matrix converter grid-connected system, the harmonic linearisation method is adopted to model the positive and negative sequence output impedance models of the matrix converter grid-connected system. The stability of the system is analysed by judging whether the plot of the ratio of the input impedance to the positive and negative sequence output impedance satisfies the Nyquist stability criterion. Also, an impedance remodelling method based on the positive sequence impedance is proposed to improve the stability of the system. Finally, the simulation verification is carried out by MATLAB/Simulink. The simulation results prove the correctness of the theoretical analysis and the feasibility of the impedance remodelling method.
topic nyquist stability
electric impedance
power factor
power grids
power system stability
matrix convertors
power system simulation
matlab-simulink
nyquist stability criterion
harmonic linearisation method
adjustable power factor
input characteristics
negative sequence output impedance models
positive sequence output impedance models
output characteristics
power electronic converter
impedance stability analysis
impedance remodelling method
positive sequence impedance
input impedance
matrix converter grid-connected system
url https://digital-library.theiet.org/content/journals/10.1049/joe.2020.0162
work_keys_str_mv AT rutianwang impedancestabilityanalysisandimpedanceremodellingofmatrixconvertergridconnectedsystem
AT guoqinghe impedancestabilityanalysisandimpedanceremodellingofmatrixconvertergridconnectedsystem
AT bozhang impedancestabilityanalysisandimpedanceremodellingofmatrixconvertergridconnectedsystem
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