Transverse Bending of an Infinite Plate with a Cylindrical Circular Hole by the Three-Dimensional Theory of Elasticity
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概要
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In this paper, a three-dimensional solution for an infinite plate with a cylindrical circular hole under transverse bending is given. It is represented by a combination of the solution which is regular in the outside of a hole and the solution which is regular in the infinite plate with finite thickness, and satisfies the boundary conditions on the surface of the hole and the surfaces of the plate. Numerical results are given when the ratios of hole diameter 2a to plate thickness 2h are about 0.3,1,and 3. The results show that the smaller a/h becomes, the larger the stress-concentration factor becomes as compared with the value obtained by the theory of thin plates, and the more the circumferential stress across the thickness of the plate at the ends of diameter parallel to the axis of the applied bending moment deviates from a linear distribution.
- 一般社団法人日本機械学会の論文
著者
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Nakahara Ichiro
Department Of Mechanical Engineering Tokyo Institute Of Technology
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KOIZUMI Takashi
Department of Mechanical Engineering for Production, Tokyo Institute of Technology
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Koizumi Takashi
Department Of Mechanical Engineering Tokyo Institute Of Technology.
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Koizumi Takashi
Department Of Applied Chemistry Faculty Of Engineering Kanagawa Institute Of Technology
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