Art

J-GLOBAL ID：200902201506391358   Reference number：09A0035934

On a Shear Failure by the Maximum Frictional Shear Stress Criteria Using an Asymptotic Solution for the Drucker-Prager Elastic-Plastic Material

Drucker-Prager弾塑性体の漸近解を使用した最大摩擦せん断応力破壊規準によるせん断破壊の考察

Author (2)： YATOMI CHIKAYOSHI (金沢大学大学院自然科学研究科) ,  SHIMBO TAIKI (金沢大学大学院自然科学研究科環境科学専攻)
Material： 材料  (Journal of the Society of Materials Science, Japan)
Volume： 57  Issue： 12  Page： 1224-1231 (J-STAGE)  Publication year： 2008 
JST Material Number： F0385A  ISSN： 0514-5163  CODEN： ZARYA  Document type： Article
Article type： 原著論文  Country of issue： Japan (JPN)  Language： JAPANESE (JA)

Thesaurus term： *elasto-plasticity ,  shearing load ,  compressive stress ,  mode 2(material phenomenon) ,  shearing stress ,  *criterion ,  fracture ,  crack tip ,  asymptotic solution ,  stress field ,  stress distribution ,  *shear failure ,  rock mass ,  ground ,  finite element method

JST classification (2)： Mechanics of plasticity in general  (HC03010T) ,  Mechanics of fracture in general  (HC04010A)

Reference (12)：

• 1) S. N. Nasser and H. Horii, “Compression-induced nonplanar crack extension with application to splitting, exfoliation, and rockburst”, Journal of Geophysical Research, Vol.87, pp.6805-6821 (1982).
• 2) C. H. Scholz, “The mechanics of earthquakes and faulting”, pp.1-461 (1991) Cambridge University Press.
• 3) S. Melin, “When does a crack grow under mode II conditions?”, International Journal of fracture, Vol.30, pp.103-114 (1986).
• 4) C. Yatomi and Y. Suzuki, “Finite element analysis of the energy release rate by using the E-integral under the compressive loads”, Journals of the Japan Society of Civil Engineers, No.612, pp.251-263 (1999).
• 5) Y. Suzuki, T. Ohkuma and C. Yatomi, “A study of maximum frictional shear fracture criterion for a crack extension in geomaterials under the compressive loads”, Journal of Applied Mechanics, JSCE, Vol.10, pp.331-342 (2007).

Terms in the title (5)： 漸近解 ,  摩擦 ,  せん断応力 ,  破壊規準 ,  せん断破壊