Torsion of an Infinite Solid Having a Rigid Cylindrical Inclusion of Finite Length
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概要
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Axisymmetric torsion problem of an infinite solid having a rigid cylindrical inclusion of finite length is considered within the limits of the three dimensional elasticity theory. This problem relates to the torsional stress states in fiber reinforced composite materials containing discontinuous or broken fibers, and that of a short bar inserted in a hole. Harmonic stress function and the method of Fourier transforms are employed and the solution of the resultant dual integral equations is derived through a series expansion method. Numerical calculations are carried out for the stress distributions of practical importance. The effects of the presence of the inclusion on the uniform torsional stress field are also examined.
- 一般社団法人日本機械学会の論文
著者
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Matsumoto Hiroyuki
Tokyo Institute Of Technology
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NAKAHARA Ichiro
Tokyo Institute of Technology
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Nakahara I
Scientific And Technological College
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KASANO Hideaki
Tokyo Institute of Technology
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Kasano H
Takushoku Univ. Tokyo Jpn
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Matsumoto H
Tokyo Institute Of Technology Department Of Mechanical Engineering And Science
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