Stresses in a Thick Plate Containing an Eccentric Spherical Cavity under Transverse Bending
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概要
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This paper presents an exact solution for the stresses in an elasic thick plate having an eccentrically located spherical cavity under transverse bending. In the analysis six harmonic stress functions approach is used. The solution is expressed by a combination of the cylindrical and spherical harmonics in infinite integral form and infinite series respectively. The boundary conditions on the surfaces of the plate and the surface of a spherical cavity are well satisfied with the aid of the relations between cylindrical and spherical harmonics. Numerical results are given for the eccentric distance c = 0.25,0.5 with the ratios of cavity diameter to plate thickness varying 0.05-0.45 and 0.05-0.35 respectively and the stress distributions around a spherical cavity are shown graphically.
- 一般社団法人日本機械学会の論文
著者
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TSUCHIDA Eiichiro
Saitama University
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NAKAHARA Ichiro
Tokyo Institute of Technology
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NAKAHARA Ichiro
Professor, Tokyo Institute of Technology
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Maeda Kozo
Nissan Motors Co. Ltd.
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Kodama Masao
Tokyo Institute Of Technology
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TSUCHIDA Eiichiro
Associate Professor, Faculty of Engineering, Saitama University
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KODAMA Masao
Professor, Faculty of Engineering, Saitama University
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Nakahara Ichiro
Professor Tokyo Institute Of Technology
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