Conventional rectifier systems often face complexities in both control and modeling. In contrast, the single-phase Vienna rectifier simplifies power conversion control and offers more straightforward implementation. However, due to the time-varying nature of the input signal, the steady-state operating point of the converter also varies, making the modeling process more difficult. To address this challenge, the average state-space model is further averaged over a half-line cycle, allowing for a steady-state representation of the input. This paper develops an averaged state-space model for the single-phase Vienna rectifier, derives the corresponding transfer function, and presents its Bode plot for analysis. The resulting model provides better insight into the system’s dynamic behavior. It also serves as a foundation for controller design and performance evaluation. This approach enhances the accuracy of the small-signal model and supports robust control strategies. The methodology can be extended to analyze other AC-DC converter topologies with similar characteristics.

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Averaged State-Space Analysis of Single-Phase Vienna Rectifier

  • Vinod Kumar Yadav,
  • Pravin Kumar,
  • Akhouri Prateek Sinha,
  • Abhinay Pratap Singh

摘要

Conventional rectifier systems often face complexities in both control and modeling. In contrast, the single-phase Vienna rectifier simplifies power conversion control and offers more straightforward implementation. However, due to the time-varying nature of the input signal, the steady-state operating point of the converter also varies, making the modeling process more difficult. To address this challenge, the average state-space model is further averaged over a half-line cycle, allowing for a steady-state representation of the input. This paper develops an averaged state-space model for the single-phase Vienna rectifier, derives the corresponding transfer function, and presents its Bode plot for analysis. The resulting model provides better insight into the system’s dynamic behavior. It also serves as a foundation for controller design and performance evaluation. This approach enhances the accuracy of the small-signal model and supports robust control strategies. The methodology can be extended to analyze other AC-DC converter topologies with similar characteristics.