DocumentCode
3095416
Title
Leakage inductance calculation for high power density converters applications
Author
Blanchette, Handy Fortin ; Al-Haddad, Kamal
Author_Institution
Ecole de Technol. Super., Montreal
fYear
2007
fDate
5-8 Nov. 2007
Firstpage
1402
Lastpage
1407
Abstract
This work presents a complete procedure to compute the leakage inductance of high power density printed circuit board used in power electronic converters. By the magnetic field study, the proposed method gives an intuitive way to design a power PCB board by managing adequately the current densities. The proposed procedure is based on the three dimensional finite element method and the Biot-Savart integral law. By combining these two concepts, it is possible to determine a zero field path used to define the integration surface for the flux computation and consequently the leakage inductance. The method efficiency is demonstrated on a 24 V - 417 A buck converter printed circuit board used in low voltage high current applications. A detailed method used to estimates the leakage inductance during the hard switching process is also presented. Numerical as well as experimental results are shown and compared to prove the viability of the proposed approach.
Keywords
current density; electromagnetism; finite element analysis; integral equations; printed circuits; switching convertors; Biot-Savart integral law; PCB board; buck converter; current 417 A; current densities; finite element method; hard switching process; high power density converters applications; leakage inductance calculation; magnetic field; printed circuit board; voltage 24 V; zero field path; Buck converters; Current density; Energy management; Finite element methods; Inductance; Integral equations; Low voltage; Magnetic fields; Power electronics; Printed circuits;
fLanguage
English
Publisher
ieee
Conference_Titel
Industrial Electronics Society, 2007. IECON 2007. 33rd Annual Conference of the IEEE
Conference_Location
Taipei
ISSN
1553-572X
Print_ISBN
1-4244-0783-4
Type
conf
DOI
10.1109/IECON.2007.4459993
Filename
4459993
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