Response Function Method for Solving Dirichlet's Problems. : II.Fast Calculation of the Solutions

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概要

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• A method for rapid calculation of the response functions φ_N is presented for a Dirichlet problem of the Laplace equation in a rectangular domain. The series for φ_N consists of N terms (N is the total number of sampling points for the boundary value). If N is set equal to an integral power of two and the series is modified so that it contains 2N terms, the algorithm of fast Fourier transform is applied to this series. Further, a convenient method is described, by which a set of can produce other sets of φ_N. It is shouwn that the computing time for obtaining the solutions is greatly reduced.

• 社団法人応用物理学会の論文
• 1978-09-05

著者

• Morikawa Keizo

  Department Of Orthopaedic Surgery Aichi Medical University

• Sasaki Toku

  Department Of Physics Ibaraki University

• Sasaki Toku

  Department Of Physics Faculty Of Science Ibaraki University

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