偏平ハイパボリックパラボロイドシェル応力のフーリエ解析(I)

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概要

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• Bending stresses in shallow hyperbolic paraboloidshells (H.P. Shell) have been mostly evaluated by an rough approximation for example finite difference method. But a precise analysis for the fundamental differential equations of H.P. Shells [numerical formula] ⊿⊿Φ-2chE W_<xy>=0 has not ever been shown. This paper demonstrates a precise analytical method of the boundary value problems for above equations by Fourier seriese, and this method is available for not only H.P. Shells, but also any shallow shells of quadratic algebraic surfaces and any boundary conditions.

• 社団法人日本建築学会の論文
• 1964-05-30

著者

• 角野 晃二

  東大生研坪井研究室

関連論文

• 偏平ハイパボリックパラボロイドシェル応力のフーリエ解析(I)

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