Art

J-GLOBAL ID：201902229663289410   Reference number：19A0108114

Analysis of an isotropic elastic matrix with two elliptical voids or rigid inclusions under anti-plane loading

面外荷重を受ける2つの楕円の空間または剛体介在物を持つ等方性弾性マトリックスの解析

Author (4)： MIYAGAWA Mutsumi (Tokyo Metropolitan College of Industrial Technology) ,  SUZUKI Takuo (Tokyo Metropolitan College of Industrial Technology) ,  SASAKI Toru (National Institute of Technology, Nagaoka College) ,  TANE Takeshi (National Institute of Technology, Kitakyushu College)
Material： Mechanical Engineering Journal (Web)  (Mech Eng J (Web))
Volume： 5  Issue： 6  Page： 18-00333(J-STAGE)  Publication year： 2018 
JST Material Number： U0484A  ISSN： 2187-9745  Document type： Article
Article type： 原著論文  Country of issue： Japan (JPN)  Language： ENGLISH (EN)

Thesaurus term： *load(weight) ,  *inclusion(object) ,  *matrix(base)
Semi thesaurus term： *剛体介在物 ,  *out-of-plane loading ,  *ポンシャル関数 ,  *らせん転移 ,  *メビウス変換

Author keywords (7)： Isotropic elasticity ,  Anti-plane problem ,  Two elliptical voids ,  Two elliptical rigid inclusions ,  Uniform shear stress ,  Concentrated force ,  Screw dislocation

JST classification (3)： Analysis  (AB05000M) ,  Press working  (WC04050H) ,  Mechanics of elasticity in general  (HC02010M)

Reference (11)：

• Hirashima, K. and Sugisaka, N., Analytical solution for out-of-plane problems with two circular elastic inclusions, Transactions of the Japan Society of Mechanical Engineers, Series A, Vol. 60, No. 575 (1994), pp. 71-77 (in Japanese).
• Hirashima, K., Miyagawa, M. and Nakane, S., Analysis of antiplane problems with singular disturbances for isotropic elastic medium having many circular elastic inclusions, Transactions of the Japan Society of Mechanical Engineers, Series A, Vol. 64, No. 623 (1998), pp. 143-150 (in Japanese).
• Honein, E.,Honein, T. and Herrmann, G., On two circular inclusions in harmonic problems, Quarterly of applied mathematics, Vol.L, No.3 (1992), pp. 479-499.
• Kimura, K., Hirashima, K. and Hirose, Y., Analytical solutions for in-plane and out-of-plane problems with elliptic hole or elliptic rigid inclusion and their applications, Transactions of the Japan Society of Mechanical Engineers, Series A, Vol. 58, No. 555 (1992), pp. 94-100 (in Japanese).
• Miyagawa, M., Suzuki,T. and Shimura, J. , Analysis of in-plane problems with singular disturbances for an isotropic elastic medium with two circular holes or rigid inclusions, Journal of Environment and Engineering, Vol. 6, No. 4 (2011), pp. 778-791.

Terms in the title (8)： 面外荷重 ,  楕円 ,  剛体 ,  介在物 ,  等方性 ,  弾性 ,  マトリックス ,  解析