101. The analytical model of modular multilevel converter based on the harmonic balance theory
- Author
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Liangzhong Yao, Yan Li, Chengxi Liu, Beilin Mao, Lijun Xie, and Fan Cheng
- Subjects
Internal harmonic interaction ,Computer science ,020209 energy ,02 engineering and technology ,Topology ,Analytical model ,law.invention ,Harmonic balance ,Matrix (mathematics) ,020401 chemical engineering ,law ,0202 electrical engineering, electronic engineering, information engineering ,0204 chemical engineering ,Coefficient matrix ,Fourier series ,business.industry ,Modular design ,Converters ,Modular multilevel converter ,General Energy ,Invertible matrix ,Harmonic balance theory ,Harmonic ,lcsh:Electrical engineering. Electronics. Nuclear engineering ,business ,lcsh:TK1-9971 - Abstract
This paper proposes an analytical model for the modular multilevel converter (MMC) based on the theory of harmonic balance, which removes the iteration process for traditional models. The proposed model considers dynamic harmonic interactions between the modulation of converters and passive elements in the MMC. By transferring the equations into frequency-domain as complex Fourier series, a steady-state harmonic model is created with singular coefficients matrix. Then, through the elimination of all DC components in dynamic model, the singular coefficient matrix can be derived to nonsingular one, and the order of it can be reduced. Finally, the typical open-loop analytical model with DC neutral grounded MMC is derived aim, and the time-domain simulations is used to validate the effectiveness of proposed model. The proposed model can be used to accelerate the simulation and analyze the influence of parameters to guide the design of MMC.
- Published
- 2020