@inproceedings{18986026e79f44d8a685a99368f1bce2,
title = "A variational method to solve Maxwell's equations in singular axisymmetric domains with arbitrary data",
abstract = "We propose a variational method to solve Maxwell's equations in singular axisymmetric domains with arbitrary data. Considering the equations written in (r, θ, z), we use a Fourier transform in θ to reduce 3D equations to a series of 2D equations, depending on the Fourier variable k. We then consider the case k = 0, corresponding to the full axisymmetric case, and focus on the computation of the magnetic field. The non stationary variational formulation to compute the solution is derived, and solved with a finite element approach. Numerical examples are shown.",
author = "F. Assous and I. Raichik",
year = "2015",
language = "الإنجليزيّة",
series = "Progress in Electromagnetics Research Symposium",
publisher = "Electromagnetics Academy",
pages = "2215--2219",
booktitle = "PIERS 2015 Prague - Progress In Electromagnetics Research Symposium, Proceedings",
address = "الولايات المتّحدة",
}