Integral Equations for a Planar Crack Subjected to Arbitrary Loadings in a Fluid-Filled, Poroelastic, Infinite Solid.

TAGUCHI I; GANBE T; KURASHIGE M

Art

J-GLOBAL ID：200902124798082887 Reference number：01A0540331

Integral Equations for a Planar Crack Subjected to Arbitrary Loadings in a Fluid-Filled, Poroelastic, Infinite Solid.

任意荷重が作用する液体充填,多孔弾性,無限固体中の平面亀裂のための積分方程式

Publisher site Copy service {{ this.onShowCLink("http://jdream3.com/copy/?sid=JGLOBAL&noSystem=1&documentNoArray=01A0540331&COPY=1") }}
Access JDreamⅢ for advanced search and analysis. {{ this.onShowJLink("http://jdream3.com/lp/jglobal/index.html?docNo=01A0540331&from=J-GLOBAL&jstjournalNo=G0026B") }}

Author (3)： , ,
Material：
Volume： 44 Issue： 2 Page： 291-300 Publication year： Apr. 15, 2001
JST Material Number： G0026B ISSN： 1344-7912 Document type： Article
Article type：原著論文 Country of issue： Japan (JPN) Language： ENGLISH (EN)

,...

To see more with JDream III (charged). {{ this.onShowAbsJLink("http://jdream3.com/lp/jglobal/index.html?docNo=01A0540331&from=J-GLOBAL&jstjournalNo=G0026B") }}

Structural mechanics in general , Metallic materials , Factories,power stations,transport and warehouse buildings

Reference (20)：

(1) Gidley, J.L., Holditch, S.A., Nierode, D.E. and Veatch, Jr., R.W. (eds.), Recent Advances in Hydraulic Fracturing, Richardson, TX, Henry L. Doherty Memorial Fund of AIME, (1989), p. 1, Society of Petroleum Engineers.
(2) Valko, P. and Economides, M.J., Hydraulic Fracture Mechanics, (1995), p. 1, Chichester, John Wiley & Sons.
(3) Yew, C.H., Mechanics of Hydaulic Fracturing, (1997), p. 1, Gulf Publishing Co., Houston, TX.
(4) Clifton, R.J. and Abou-Sayed, A.S., On the Computation of the Three-Dimensional Geometry of Hydraulic Fractures, Proc. SPE-AIME Symposium on Low-Permeability Gas Reservoirs, Denver, Colorado, (1979-5), pp. 1-7.
(5) Kurashige, M. and Clifton, R.J., Integral Equations for the Problem of a 3D Crack in an Infinite, Fluid-Filled, Poroelastic Solid, (1992), pp. 34-37, SPE Production Eng.

ｍore...

, , , , , , ,

Return to Previous Page