Core Loss Calculation of Nanocrystalline High-Frequency Transformer Under Non-Sinusoidal Excitation

Accurate calculation of core loss under non-sinusoidal excitation (NSE) is crucial for the optimal design of high-frequency transformers (HFTs). In this paper, a Generalized Waveform coefficient Steinmetz Equation (GWcSE) is proposed, which accounts for the rate of change in magnetic flux intensity, providing a more accurate model for calculating core losses under NSE conditions. The validity and effectiveness of the proposed method are demonstrated by comparing analytical values derived from the measurements. Compared with the traditional WcSE, this method improves the loss calculation accuracy by 6.23%.

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Published
2024-11-26
DOI
https://doi.org/10.23919/icems60997.2024.10921131
Primary Topic
Welding Techniques and Residual Stresses
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article
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Core Loss Calculation of Nanocrystalline High-Frequency Transformer Under Non-Sinusoidal Excitation

Haibo Ding, Wenliang Zhao, Minglei Dou, Zhang Li et al.
Welding Techniques and Residual Stresses
article

Core Loss Calculation of Nanocrystalline High-Frequency Transformer Under Non-Sinusoidal Excitation

Haibo Ding, Wenliang Zhao, Minglei Dou, Zhang Li, Zhiwei Sui
article en

Abstract

Accurate calculation of core loss under non-sinusoidal excitation (NSE) is crucial for the optimal design of high-frequency transformers (HFTs). In this paper, a Generalized Waveform coefficient Steinmetz Equation (GWcSE) is proposed, which accounts for the rate of change in magnetic flux intensity, providing a more accurate model for calculating core losses under NSE conditions. The validity and effectiveness of the proposed method are demonstrated by comparing analytical values derived from the measurements. Compared with the traditional WcSE, this method improves the loss calculation accuracy by 6.23%.

Shandong University (CN)
Affordable and clean energy
Openalex Percentile: Top 72%
Welding Techniques and Residual Stresses
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