Numerical second-kind-integral-equation solutions of electromagnetic scattering problems |
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| Authors: | Murphy W.D. Rokhlin V. Vassiliou M.S. |
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| Affiliation: | Rockwell Int. Sci. Center, Thousand Oaks, CA, USA; |
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| Abstract: | A new, highly accurate numerical method based on second-kind integral equations has been developed to solve electromagnetic scattering problems for closed conducting bodies in two dimensions. The method is approximately fourth-order convergent, owing to the use of accurate new quadrature formulas.<> |
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