an iterative procedure for solving fem-bem equations

Clicks: 57
ID: 221305
2009
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Abstract
A new very efficient iterative FEM-BEM hybrid procedure for solving stationary and steady state electromagnetic fields is proposed. The value of the magnetic vector potential is obtained from the integral equation on the boundary of the exterior domain for a given value of the normal derivative. Solving the interior problem using FEM with Dirichlet boundary conditions given by BEM proves to be very useful. Specific sparse matrix procedures may be used. It can be proven that a large enough value of the magnetic permeability assures the method convergence. Applying the fixed point polarization method to the nonlinear field problems allows the use of an arbitrary value of the magnetic permeability. Several illustrative examples are also presented.
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hantila2009journalan Use this key to autocite in the manuscript while using SciMatic Manuscript Manager or Thesis Manager
Authors ;Florea Ioan Hantila;Iosif Nemoianu;Mihai Maricaru;Ioana Hantila;Paula Palade
Journal science of computer programming
Year 2009
DOI
DOI not found
URL
http://electroinf.uoradea.ro/reviste%20CSCS/documente/JEEE_2009/Articole_pdf_JEEE_EE_nr_1/JEEE_2009_Nr_1_EE_Hantila_An_Iterative.pdf
Keywords
electronics nuclear engineering ferromagnetic shielding efficiencyelectrical engineering

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