Stresses in a Circular Cylinder Having a Spherical Inclusion Under Transverse Bending
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概要
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This paper gives a three-dimensional solution for the stresses and displacements around an elastic spherical inclusion perfectly bonded to an infinite circular cylinder, when the cylinder is under transverse bending. The analysis is based upon Dougall's stress function approach referred to the cylindrical and spherical harmonics. The boundary conditions on the surface of the cylinder and the contact surface are well satisfied by using the relations between the cylindrical and spherical functions. Numerical results are given for various rations of the elastic moduli of the inclusion and the cylinder and four different radii of the inclusion.
- 社団法人日本機械学会の論文
著者
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Kawashima Koji
Mitsui Ship Building Co.ltd.
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TSUCHIDA Eiichiro
Saitama University
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NAKAHARA Ichiro
Tokyo Institute of Technology
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