Numerical Calculation of Cylindrical Functions of Complex Order Using Debye's Asymptotic Series

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概要

• 論文の詳細を見る

• Debye's asymptotic series is frequently used for calculation of cylindrical functions. However, it seems that until now this series has not been used in all-purpose programs for numerical calculation of the cylindrical functions. The authors attempt to develop these all-purpose programs. We present some improvements for the numerical calculation. As the results, Debye's series can be used for the all-purpose programs, and it is found out that the series gives sufficient accuracy if some conditions are satisfied.

• 社団法人電子情報通信学会の論文
• 2000-12-25

著者

• Rashid M

  Univ. Ryukyus Okinawa‐ken Jpn

• KODAMA Masao

  The Faculty of Engineering, University of the Ryukyus

• Rashid Mohd

  The Faculty Of Engineering University Of The Ryukyus

• Kodama Masao

  The Faculty Of Engineering University Of The Ryukyus

関連論文

• Improvements in Solution of Integral Eigenvalue Equations for Waveguides of Arbitrary Cross Section
• Numerical Calculation of Cylindrical Functions of Complex Order Using Debye's Asymptotic Series
• Numerical Calculation of Cylindrical Functions in the Transitional Regions Using Asymptotic Series
• Rigorous Analysis of Fields in Junctions between Straight and Curved Rectangular Waveguides(Regular Section)

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