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Analysis and Modeling of Zero-Voltage-Switching Condition for LCC Resonant Converter in Above-Resonance Operation Mode

The LCC resonant converter in the above-resonance operation mode is gaining popularity in high-voltage generator applications due to its favorable characteristics, including zero-voltage switching (ZVS), step-up capability, and the absorption of parasitics. Nevertheless, with the increase of the vol...

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Bibliographic Details
Published in:IEEE transactions on power electronics 2024-09, Vol.39 (9), p.10950-10961
Main Authors: Wang, Runze, Mao, Saijun, Yin, Shan, Liu, Hongyao, Tan, Qiuyang, Fan, Jiajie
Format: Article
Language:English
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Summary:The LCC resonant converter in the above-resonance operation mode is gaining popularity in high-voltage generator applications due to its favorable characteristics, including zero-voltage switching (ZVS), step-up capability, and the absorption of parasitics. Nevertheless, with the increase of the voltage gain G_{o} of the resonant tank, the ZVS condition is undermined for the LCC resonant converter. This study aims to characterize the ZVS condition of the LCC resonant converter in the above-resonance operation mode. For this purpose, a two-step-based ZVS analysis is carried out, incorporating the partial steady-state analysis and the dead-time analysis. The outcome of this analysis is the derivation of a set of three necessary conditions that define a sufficient ZVS condition model of the LCC resonant converter in the above-resonance operation mode. According to the analytical dead-time analysis, a discriminator \Delta representing the ZVS performance of the LCC resonant converter is demonstrated, and the ZVS condition can only be achieved when \Delta > 0. Moreover, the analysis of the sign of \Delta reveals that the LCC resonant converter exhibits a weaker ZVS condition when G_{o} > 1 than when G_{o} \leq 1. On the basis of the proposed ZVS condition model, a design method is proposed to illustrate the influence of the ZVS condition on the output of the step-up LCC resonant converter. Finally, experimental resul
ISSN:0885-8993
1941-0107
DOI:10.1109/TPEL.2024.3411553