A Fast Direct Solver for Scattering from Quasi-Planar Geometries Using the Non-Uniform Grid Approach

Emil Winebrand ,Amir Boag

doi:10.1109/iceaa.2007.4387397

A Fast Direct Solver for Scattering from Quasi-Planar Geometries Using the Non-Uniform Grid Approach

Emil Winebrand , Amir Boag

https://doi.org/10.1109/iceaa.2007.4387397

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Publication Date: Sep 1, 2007

Citations: 4

Affiliation: Tel Aviv University

#Non-Uniform Grid Approach #Quasi-planar Structures + Show 8 more

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Abstract

A multilevel direct solver algorithm for scattering from quasi-planar structures is presented. The algorithm comprises matrix compression based on the non-uniform grid (NG) approach. The algorithm attains O(N1.5) complexity, N being the number of unknowns.

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