Some Remarks on the Extension of Numerical Data to the Complex Space for Radiation Patterns in Electromagnetic Scattering Problems

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概要

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• A numerical scheme for the analytic continuation of radiation patterns of the azimuthal coordinate θ into the whole space over the complex plane is given. The scattering data given over the real space [0, 2π] are extended into the complex plane by using the recurrence formulas. An example shows the validity of mathematically exact evaluation for the scattering from polygonal cylinders.

• （社）電子情報通信学会の論文
• 2009-01-01

著者

• Hashimoto Masahiro

  Osaka Electro‐communication Univ. Neyagawa‐shi Jpn

• Hashimoto Masahiro

  Osaka Electro-communication University

関連論文

• A Note on Bicomplex Representation for Electromagnetic Fields in Scattering and Diffraction Problems and Its High-Frequency and Low-Frequency Approximations
• Some Remarks on the Extension of Numerical Data to the Complex Space for Radiation Patterns in Electromagnetic Scattering Problems
• FOREWORD (Special Issue on Electromagnetic Theory : Foundations and Applications)
• The Center of Scattering : Where is the Center of a Polygonal Cylinder for Electromagnetic Scattering?
• On the Hilbert's Technique for Use in Diffraction Problems Described in terms of Bicomplex Mathematics

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