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논문 기본 정보

자료유형
학술저널
저자정보
Jian Wu (Harbin Institute of Technology) Wanqin Han (Harbin Institute of Technology) Tao Chen (Harbin Institute of Technology) Jiaqi Zhao (Harbin Institute of Technology) Binbin Li (Harbin Institute of Technology) Dianguo Xu (Harbin Institute of Technology)
저널정보
전력전자학회 JOURNAL OF POWER ELECTRONICS JOURNAL OF POWER ELECTRONICS Vol.18 No.3
발행연도
2018.5
수록면
746 - 756 (11page)

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초록· 키워드

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Harmonic resonance exists in grid-connected inverter systems. In order to determine the network components that contribute to harmonic resonance and the composition of the resonant circuit, sensitivity theory is applied to the resonance characteristic analysis. Based on the modal analysis, the theory of sensitivity is applied to derive a formula for determining the sensitivities of each network component parameter under a resonance circumstance that reflects the participation of the network component. The solving formula is derived for both parallel harmonic resonance and series harmonic resonance. This formula is adopted to a 4-node grid-connected test system. The analysis results reveal that for a certain frequency, the participation of parallel resonance and series resonance are not the same. Finally, experimental results demonstrate that the solving formula for sensitivity is feasible for grid-connected systems.

목차

Abstract
I. INTRODUCTION
II. MODEL OF A GRID-CONNECTED INVERTER
III. RESONANCE SENSITIVITY ANALYSIS THEORY
IV. RESONANCE ANALYSIS OF AN ACTIVE DISTRIBUTION NETWORK
V. EXPERIMENTAL RESULTS ANALYSIS
VI. CONCLUSIONS
REFERENCES

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