面外荷重下での2個の弾性円形介在物を有する等方性弾性問題の解析 : 第1報,媒体側に面外集中力,らせん転位等が作用する場合
1994 年 60 巻 575 号 p. 1557-1563
詳細
1994 年 60 巻 575 号 p. 1557-1563
This paper presents a unified analysis of isotropic out-of-plane shear problems containing two circular elantic inclusions and shows the analytical solutions. The applied forces considered in this paper are longitudinal shear stress at infinity, concentrated force, screw dislocation, dipole force, dipole dislocation and distributed forces, at arbitrary positions. The analysis is based on the complex variable method using the Mobius transformations by Honein and Herrman. Several numerical examples are given by graphical representations.
