Analysis of In-Plane Problems for Isotropic Elastic Medium Which Has Two Circular Elastic Inclusions

DOI Web Site Web Site 4 Citations 13 References
  • MIYAGAWA Mutsumi
    Department of Creative Manufacturing, Tokyo Metropolitan College of Industrial Technology
  • TAMIYA Takanobu
    Department of Creative Manufacturing, Tokyo Metropolitan College of Industrial Technology
  • SHIMURA Jyo
    国立東京工業高等専門学校機械工学科
  • SUZUKI Takuo
    Department of Creative Manufacturing, Tokyo Metropolitan College of Industrial Technology

Bibliographic Information

Other Title
  • 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
  • 2コ 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 ダンセイタイ モンダイ ノ カイセキ

Search this article

Description

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.

Journal

Citations (4)*help

See more

References(13)*help

See more

Keywords

Details 詳細情報について

Report a problem

Back to top