GS02 複数の円形弾性介在物を有する等方性弾性体の準三次元問題の解析(GS-1 一般セッション1,一般セッション)

• Material Type: 記事
• Title: GS02 複数の円形弾性介在物を有する等方性弾性体の準三次元問題の解析(GS-1 一般セッション1,一般セッション)
• Volume: 2011; 0
• Author/Editor: 宮川 睦巳; 鈴木 拓; 田宮 高信; 志村 穣
• Author Heading: 宮川 睦巳; MIYAGAWA Mutsumi; 鈴木 拓; SUZUKI Takuo; 田宮 高信; TAMIYA Takanobu; 志村 穣; SHIMURA Jyo
• Publication Date: 2011
• Publication Date (W3CDTF): 2011
• Alternative Title: GS02 Quasi-Three-Dimensional Problems for Isotropic Elastic Medium Which Has Many Circular Inclusions
• Periodical title: M&M材料力学カンファレンス; The Proceedings of the Materials and Mechanics Conference
• No. or year of volume/issue: 2011 0
• Volume: 2011
• Issue: 0
• Pages: _GS02-1_-_GS02-2_
• ISSN (Periodical Title): 2424-2845
• Alias of Author: MIYAGAWA Mutsumi; SUZUKI Takuo; TAMIYA Takanobu; SHIMURA Jyo
• Subject Heading: Many Circular Inclusions; Quasi-Three-Dimensional Problems; Isotropic Elasticity
• Target Audience: 一般
• DOI: 10.1299/jsmemm.2011._GS02-1_
• Access Restrictions: インターネット公開
• Data Provider (Database): 科学技術振興機構 : J-STAGE; http://www.jstage.jst.go.jp

• Summary, etc.: In the present paper, we derive a solution for many circular inclusions that are perfectly bonded to an elastic medium (matrix) of infinite extent und...