一般的H・Pシエルの曲げ解析と力学的特性に関する研究(2)

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書誌事項

タイトル別名
  • ON THE BENDING SOLUTION AND THE MECHANICAL CHARACTERISTICS OF THE GENERAL HYPERBOLIC PARABOLOIDAL SHELL (2)
  • イッパンテキ H Pシエル ノ マゲ カイセキ ト リキガクテキ トクセイ ニ カンスル ケンキュウ 2

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Continued on the literatur (I), it was studied particularly in regard to the general hyperbolic paraboloidal shell in the case such as the anticlastic curve is orthogonal in a series of the studies regarding the hyperbolic paraboloidal shell. As the method, calculus of finite difference was applied from the viewpoints of engineering. Under the conditions which support two points in the toe part of shell and the circumference of shell, the bending numerical analysis about the full-sized structure was practised. Based on its result, the mechanical properties of the hyperbolic paraboloidal shell following the variations of rise h_y and antirise h_x were clarified. In this case, it was divided into two main conditions in which the toe part of the hyperbolic paraboloidal shell is restrained or not perfectly. And about its each case, various risevariations were shown and the properties on the occasion were investigated. Moreover, by embracing both properties, the mechanical properties of the general hyperbolic paraboloidal shell were made plain synthetically and a conclusion which will become a matter for design was obtained.

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