多結晶脆性固体のマイクロクラッキング挙動のメソスコピック・シミュレーション : 第1報,連続体損慯力学における等方性理論モデルに関する考察

概要

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Fracture behaviors of brittle polycrystalline solids such as ceramic materials are deeply related to microcracking. Continuum damage mechanics is considered a powerful theoretical framework to deal with brittle microcracking materials, however, it is fairly difficult to obtain analytically as well as experimentally evolution equations for microcracking and reduced elastic compliances of microcracked solids. In the present study, a mesoscopic (grain level) simulation method using a discontiuum mechanics model is proposed to solve these problems. The validity and limitations of the isotropic theory of continuum damage mechanics are studied in the first report.
一般社団法人日本機械学会の論文
1993-01-25