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- W2119497717 abstract "The integral equations of electromagnetic scattering can be solved numerically by means of the method of moments. This normally leads to a linear system with a dense matrix. Higher order basis functions such as B-splines is a means to improve the accuracy.For smooth convex scatterers and high frequencies the oscillatory behaviour of the solution can be used to reformulate the integral equation. A sparse matrix can be obtained by modification of the integration path used in the integral equation.This is quite straightforward for the two-dimensional TM case, since the currentdecays rapidly in the shadow in that setting.In order to increase sparsity and handle the standing waves that are prominent for the TE case, the shadow region can be treated separately, in a hybrid scheme based on emph{a priory} knowledge about the solution. An accurate method to combine solutions in this hybrid scheme is presented." @default.
- W2119497717 created "2016-06-24" @default.
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- W2119497717 date "2013-01-01" @default.
- W2119497717 modified "2023-09-27" @default.
- W2119497717 title "Accurate techniques for 2D electromagnetic scattering" @default.
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