TY - JOUR
T1 - Extremum co-energy principle for analyzing AC current distribution in parallel-Connected wires of high-Frequency power inductors
AU - Shirakawa, Tomohide
AU - Yamasaki, Genki
AU - Umetani, Kazuhiro
AU - Hiraki, Eiji
N1 - Funding Information:
Parallel-connected wires are commonly utilized for the inductor winding to suppress the copper loss. However, the proximity effect can cause concentration of AC current in one wire, hindering effective suppression of the AC copper loss. Therefore, predicting the AC current distribution is required to optimize the inductor structure. In order to provide a straightforward method to predict the AC current distribution, this paper proposed a novel analysis method based on the extremum co-energy principle. The experiment supported appropriateness of the proposed method. Furthermore, the experiment suggested that the proposed method can be utilized to choose the winding disposition with least AC resistance. Consequently, the proposed method is promising for analyzing the AC current distribution in parallel-connected wires to optimize the inductor structure. Acknowledgment This work was supported by Electric Technology Research Foundation of Chugoku.
PY - 2018
Y1 - 2018
N2 - Inductor winding is often comprised of parallel-connected wires to suppress copper loss. However, in high-frequency inductors, the proximity effect can cause concentrated AC current distribution, hindering the suppression of the copper loss. Therefore, optimization of the physical inductor structure requires predicting the AC current distribution caused by the proximity effect. Certainly, simulators have been commonly employed for predicting the AC current distribution. However, simple analytical methods are also required for efficient design or invention of inductor structures that have more uniform AC current distribution among the parallel-connected wires. The paper proposes a novel simple analysis method for AC current distribution in parallel-connected wires of high-frequency inductors. The proposed method is based on a novel insight that AC current is distributed to give an extremum of the magnetic co-energy contributed by the AC flux under the given total AC current. Analysis of basic inductor structures revealed that the proposed method can derive the AC current distribution by straightforward calculation. In addition, experiments supported the analysis results. Consequently, the proposed method is suggested to be promising for developing inductor structures with less copper loss.
AB - Inductor winding is often comprised of parallel-connected wires to suppress copper loss. However, in high-frequency inductors, the proximity effect can cause concentrated AC current distribution, hindering the suppression of the copper loss. Therefore, optimization of the physical inductor structure requires predicting the AC current distribution caused by the proximity effect. Certainly, simulators have been commonly employed for predicting the AC current distribution. However, simple analytical methods are also required for efficient design or invention of inductor structures that have more uniform AC current distribution among the parallel-connected wires. The paper proposes a novel simple analysis method for AC current distribution in parallel-connected wires of high-frequency inductors. The proposed method is based on a novel insight that AC current is distributed to give an extremum of the magnetic co-energy contributed by the AC flux under the given total AC current. Analysis of basic inductor structures revealed that the proposed method can derive the AC current distribution by straightforward calculation. In addition, experiments supported the analysis results. Consequently, the proposed method is suggested to be promising for developing inductor structures with less copper loss.
KW - AC current distribution
KW - Inductor
KW - Magnetic circuit
KW - Magnetic co-energy
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U2 - 10.1541/ieejjia.7.35
DO - 10.1541/ieejjia.7.35
M3 - Article
AN - SCOPUS:85041961049
SN - 2187-1094
VL - 7
SP - 35
EP - 42
JO - IEEJ Journal of Industry Applications
JF - IEEJ Journal of Industry Applications
IS - 1
ER -