Optimal Convergence of the Fixed-Point Method for Nonlinear Eddy Current Problems. Koczka, G., Auberhofer, S., Bíró, O., & Preis, K. IEEE Transactions on Magnetics, 45(3):948–951, IEEE, March, 2009. doi abstract bibtex A method is presented for the optimal choice of the fixed-point reluctivity in nonlinear eddy current problems solved for steady-state in the frequency and the time domain. The optimal selection is shown to ensure a minimal contraction number for the fixed-point method. The proposed technique is compared to earlier approaches using a 2-D example.
@Article{ Koczka_2009aa,
abstract = {A method is presented for the optimal choice of the fixed-point reluctivity in nonlinear eddy current problems solved for steady-state in the frequency and the time domain. The optimal selection is shown to ensure a minimal contraction number for the fixed-point method. The proposed technique is compared to earlier approaches using a 2-D example.},
author = {Koczka, Gergely and Auberhofer, Stefan and Bíró, Oszkár and Preis, Kurt},
doi = {10.1109/TMAG.2009.2012477},
file = {Koczka_2009aa.pdf},
issn = {0018-9464},
journal = {IEEE Transactions on Magnetics},
keywords = {convergence,frequencydomains,nonlinear,eddy-currents},
langid = {english},
month = mar,
number = {3},
pages = {948--951},
publisher = {IEEE},
title = {Optimal Convergence of the Fixed-Point Method for Nonlinear Eddy Current Problems},
volume = {45},
year = {2009},
shortjournal = {IEEE Trans. Magn.}
}
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