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- W2059284960 abstract "The T-matrix method, although very popular to examine single-particle scattering, becomes very unstable for highly nonspherical objects and/or at high frequencies. In this paper we show how two different iterative schemes can be used to reduce these instabilities significantly. The first scheme is suitable for nondissipative objects and utilizes a priori the properties of the T-matrix and orthogonalization procedures to generate a stable T matrix for the computation of the scattered field. In the second scheme an initial “aproximate” solution is used to reduce the size of the resulting matrices and the field on the object surface is computed iteratively until it stabilizes. Numerical results pertaining to acoustic, electromagnetic, and elastic scattering phenomena are presented to illustrate the strengths of these two schemes." @default.
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- W2059284960 date "1984-05-01" @default.
- W2059284960 modified "2023-09-24" @default.
- W2059284960 title "Iterative approaches in overcoming the instabilities of the T‐matrix method for scattering by nonspherical objects" @default.
- W2059284960 doi "https://doi.org/10.1121/1.2021486" @default.
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