DocumentCode :
3604169
Title :
A Bayesian Approach for Spherical Harmonic Expansion Identification: Application to Magnetostatic Field Created by a Power Circuitry
Author :
Pinaud, Olivier ; Chadebec, Olivier ; Rouve, Laure-Line ; Coulomb, Jean-Louis ; Guichon, Jean-Michel ; Vassilev, Andrea
Author_Institution :
G2ELab, Univ. Grenoble Alpes, Grenoble, France
Volume :
57
Issue :
6
fYear :
2015
Firstpage :
1501
Lastpage :
1509
Abstract :
This paper deals with the use of the Bayesian approach to inverse an underdetermined magnetostatic problem based on spherical harmonic expansion. Identification of the spherical harmonic coefficients is helped thanks to some a priori information. This information comes from a numerical model statistically studied to define an average-state vector and a covariance matrix. The whole approach is applied for the study of the magnetostatic field inside an electric vehicle, created by its power circuitry. It demonstrates the strength of merging a priori information and measured information in order to obtain an efficient identification of magnetic sources created by a complex set of conductors.
Keywords :
Bayes methods; conductors (electric); covariance matrices; electric vehicles; magnetic fields; magnetostatics; numerical analysis; Bayesian approach; average-state vector; conductor; covariance matrix; electric vehicle; magnetic source identification; magnetostatic field; numerical model; power circuitry; spherical harmonic expansion coefficient identification; underdetermined magnetostatic problem inverse; Computational modeling; Covariance matrices; Harmonic analysis; Inverse problems; Numerical models; Random variables; Sensors; Bayes theorem; inverse problem theory; magnetostatics; random variables propagation; spherical harmonics;
fLanguage :
English
Journal_Title :
Electromagnetic Compatibility, IEEE Transactions on
Publisher :
ieee
ISSN :
0018-9375
Type :
jour
DOI :
10.1109/TEMC.2015.2458353
Filename :
7175002
Link To Document :
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