2個の円形弾性介在物を有する等方性弾性体問題の解析

抄録

This paper presents the theoretical solution of a two-dimensional isotropic medium (matrix) which has two circular elastic inclusions under the In-Plane problems. Using this paper, we provide the problem which has uniform stresses at infinity. This analysis is based on the complex variable method applicating Airy Stress Function and Mobius transformation. Using these solutions, several numerical examples are shown by graphical representation.