On the Acoustic Field by a Vibrating Source Arbitrarily Distributed on a Ribbon Plate. I

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概要

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• Two-dimensional rigorous solutions are presented for the acoustic field in the air caused by the vibrating source arbitrarily distributed on an infinitely thin and infinitely long ribbon. Using rectangular coordinates, the unique solution satisfying the boundary condition is obtained by the method of expansion in the hypergeometric polynomials. The expression of the velocity potential at large distance, pressure on the ribbon plate and power of radiation are obtained as a function of κ = 2πα/λ, where α is the half-breadth of the plate and λ is the wave length.

• 社団法人日本物理学会の論文
• 1958-11-05

著者

• Kawai Norio

  Department Of Anatomy Aichi Medical University

• Kawai Norio

  Department Of Physics Tokyo Institute Of Technology

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