Title of article
Locally corrected Nystrِm method for EM scattering by bodies of revolution
Author/Authors
Fleming، نويسنده , , John L. and Wood، نويسنده , , Aihua W. and Wood Jr.، نويسنده , , William D.، نويسنده ,
Issue Information
روزنامه با شماره پیاپی سال 2004
Pages
12
From page
41
To page
52
Abstract
The Nystrِm method allows for high order solutions to integral equations. Modifying the Nystrِm method with local corrections for singular integrands allows the method to be applied to the inherently singular kernels of frequency-domain electromagnetic integral equations. Here the efficiency and high order convergence properties of the Nystrِm method are brought together with the body of revolution (BOR) geometry to create an efficient approach to solving this important class of problems. In this paper we summarize the locally corrected Nystrِm method and the magnetic field integral equation (MFIE) for a BOR scatterer. Results are presented that demonstrate high order convergence and excellent agreement with reference data.
Keywords
Nystrِm method , Convergence , Body of revolution , integral equations , electromagnetic scattering
Journal title
Journal of Computational Physics
Serial Year
2004
Journal title
Journal of Computational Physics
Record number
1477909
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