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- W2183149765 abstract "The canonical problem of an axially symmetric, isotropic impedance sphere with two constant impedance surfaces is formulated and solved for the case of a normally incident plane wave. Although the solution involves the truncation of an infinite series and numerical inversion of a linear system, its properties of a rapidly converging truncation process, evaluation of matrix elements in terms of known special functions, and rapid generation of remaining modal coefficients allow for an accurate representation of the fields. This is especially important near the impedance junction where discontinuities in some field components are expected. These properties make this solution an ideal test case for more general scattering codes." @default.
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- W2183149765 date "1996-01-01" @default.
- W2183149765 modified "2023-09-26" @default.
- W2183149765 title "Axially Incident Plane- Wave From an Impedance Sphere with Two Scattering" @default.
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