Analysis of Antiplane Problems with Singular Disturbances for Isotropic Elastic Medium Having Many Circular Elastic Inclusions.

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  • 多数の円形弾性介在物を有する等方性弾性体の特異荷重を含む面外問題の解析
  • タスウ ノ エンケイ ダンセイ カイザイブツ オ ユウスル トウホウセイ ダン

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This paper presents the theoretical solutions of a two-dimensional isotropic elastic medium (matrix) containing many different isotropic circular elastic inclusions under uniform out-of-plane shear stresses at infinity as well as a point force or screw dislocaton at a finite point. This analysis is based on the complex variable method using the Mobius transformation. Using these solutions, several numerical examples are shown by graphical representation.

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