A dynamic core loss model for soft ferromagnetic and power ferrite materials in transient finite element analysis

By D. Lin, Ping Zhou, Weinong Fu, Z. Badics, Zoltan J. Cendes. IEEE transactions on magnetics, 2004

407 citations recorded by the source corpus.

Subfields: Electrical and Electronic Engineering, Electronic, Optical and Magnetic Materials, Mechanical Engineering

View Paper: https://www.semanticscholar.org/paper/fc6660aa5d2ed2069aee41420c6bb3d581d07ac6

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

In Electrical and Electronic Engineering

1. J. W. Kolar
2. Jürgen Biela
3. Michael A. E. Andersen
4. Gabriel Ortiz
5. Ole C. Thomsen
6. Ziwei Ouyang
7. Yun Wei Li
8. Nie Hou

In Electronic, Optical and Magnetic Materials

1. J. W. Kolar
2. Michael A. E. Andersen
3. Gabriel Ortiz
4. Ole C. Thomsen
5. Ziwei Ouyang
6. Jürgen Biela

In Mechanical Engineering

1. Michael A. E. Andersen
2. J. W. Kolar
3. Ole C. Thomsen
4. Ziwei Ouyang
5. Jürgen Biela

Citations in the corpus

• Quantitative Comparison of Novel Vernier Permanent Magnet Machines (2010, methodology): “The core loss calculation in the frequency domain is based on the following equation [6]:”
• Optimized design of medium frequency transformers with high isolation requirements (2010, background): “1) Core Losses: Considerable effort has been devoted to calculation of core losses under non-sinusoidal excitation [20–22].”
• Optimal Design and Tradeoff Analysis of Planar Transformer in High-Power DC–DC Converters (2012, methodology): “In order to deal with any waveforms, some modified expressions including modified Steinmetz expression (MSE) [14], generalized Steinmetz equation (GSE) [15], improved GSE (IGSE) [16], natural Steinmetz extension [17], equivalent elliptical loop [18], and waveform coefficient Steinmetz equation [19] ”