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Results 1 to 25 of 577

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Calcul de structures 3-dim isotropes transverses par éléments frontières : élasticité, thermoélasticité et poroélasticitéEl Youssoufi, Moulay Saïd; Jouanna, Paul.1988, 173 p.Thesis

Discussion on the effective stress law for soft rocksAOKI, T.International conference on pre-failure deformation characteristics of geomaterials. 1995, pp 1218-1219Conference Paper

Micromechanics of damage propagation in fluid-saturated cracked mediaDORMIEUX, Luc; KONDO, Djimedo.Revue européenne de génie civil. 2007, Vol 11, Num 7-8, pp 945-962, issn 1774-7120, 18 p.Conference Paper

Going APE - Monitoring and modelling rock deformation with shear-wave splittingCRAMPIN, S.International symposium on rockbursts and seismicity in mines. 1997, pp 257-266, isbn 90-5410-890-8Conference Paper

Biot poroelasticity of a chemically active shaleSHERWOOD, J. D.Proceedings - Royal Society. Mathematical and physical sciences. 1993, Vol 440, Num 1909, pp 365-377, issn 0962-8444Article

Integral formulation and fundamental solutions of dynamic poroelasticity and thermoelasticityMANOLIS, G. D; BESKOS, D. E.Acta mechanica. 1989, Vol 76, Num 1-2, pp 89-104, issn 0001-5970Article

Thermoporoelastic coupling with application to consolidationBAI, M; ABOUSLEIMAN, Y.International journal for numerical and analytical methods in geomechanics. 1997, Vol 21, Num 2, pp 121-132, issn 0363-9061Article

Basic concepts and models in continuum damage mechanicsKONDO, Djimedo; WELEMANE, Helene; CORMERY, Fabrice et al.Revue européenne de génie civil. 2007, Vol 11, Num 7-8, pp 927-943, issn 1774-7120, 17 p.Conference Paper

Study of dual-porosity poroelasticity in two-phase fluid flowBAI, M; MENG, F; ROEGIERS, J.-C et al.U.S. Rock Mechanics Symposium. 1999, pp 661-668, isbn 90-5809-100-7Conference Paper

Poroelastic solution of a plane strain point displacement discontinuityDETOURNAY, E; CHENG, A. H.-D.Journal of applied mechanics. 1987, Vol 54, Num 4, pp 783-787, issn 0021-8936Article

CARTILAGE IS POROELASTIC, NOT VISCOELASTIC (INCLUDING AN EXACT THEOREM ABOUT STRAIN ENERGY AND VISCOUS LOSS, AND IN ORDER OF MAGNITUDE RELATION FOR EQUILIBRATION TIME)MCCUTCHEN CW.1982; J. BIOMECH.; ISSN 0021-9290; USA; DA. 1982; VOL. 15; NO 4; PP. 325-327; BIBL. 6 REF.Article

Interplay of gouge, fluid pressure and porosity in fault zonesTUNCAY, K; OZKAN, G; ORTOLEVA, P et al.Journal of geochemical exploration. 2003, Vol 78-79, pp 191-195, issn 0375-6742, 5 p.Conference Paper

ATTENUATION OF SEISMIC WAVES DUE TO WAVE-INDUCED FLOW AND SCATTERING IN RANDOMLY HETEROGENEOUS POROELASTIC CONTINUAMÜLLER, Tobias M; GUREVICH, Boris; SHAPIRO, Serge A et al.Advances in geophysics. 2008, Vol 50, pp 123-166, issn 0065-2687, 44 p.Article

The possible role of poroelasticity in the apparent viscoelastic behavior of passive cardiac muscleMING YANG; TABER, L. A.Journal of biomechanics. 1991, Vol 24, Num 7, pp 587-597, issn 0021-9290Article

Transient BIE and fundamental solutions of dynamic poroelasticityGATMIRI, B; KAMALIAN, M.NUMOG VII : International Symposium on Numerical Models in Geomechanics. 1999, pp 249-254, isbn 90-5809-095-7Conference Paper

Double time scale analysis of the consolidation of a two-strata poroelastic layer with high permeability contrastBOURGEOIS, E; CORFDIR, A; DORMIEUX, L et al.Transport in porous media. 1997, Vol 29, Num 1, pp 15-26, issn 0169-3913Article

CONTRIBUTIONS A LA MODELISATION DU COMPORTEMENT HYDROMECANIQUE DES MASSIFS ROCHEUX AVEC FRACTURES = CONTRIBUTIONS TO THE HYDROMECHANICAL BEHAVIOUR MODELLING FOR ROCK MASSIFS WITH FRACTUREBart, Marjorie; Shao, Jian Fu.2000, 233 p.Thesis

A constitutive model for poroelastic damage in porous brittle materialsSHAO, J. F; BART, M; LYDZBA, D et al.NUMOG VII : International Symposium on Numerical Models in Geomechanics. 1999, pp 3-8, isbn 90-5809-095-7Conference Paper

Mécanique des milieux poreux en transformation finie : formulation des problèmes et méthodes de résolution = Mechanics of porous media at finite strains : formulation of problems and solution methodsBourgeois, Emmanuel; Dormieux, Luc.1997, 212 p.Thesis

Mandel's problem revisitedABOUSLEIMAN, Y; CHENG, A. H.-D; CUI, L et al.Geotechnique. 1996, Vol 46, Num 2, pp 187-195, issn 0016-8505Article

Physical limits and design principles for plant and fungal movementsSKOTHEIM, Jan M; MAHADEVAN, L.Science (Washington, D.C.). 2005, Vol 308, Num 5726, pp 1308-1310, issn 0036-8075, 3 p.Article

Thermoelastic analysis of fluid saturated porous mediaBAI, M; BOUHROUM, A; ROEGIERS, J. C et al.Erdöl, Erdgas, Kohle. 2000, Vol 116, Num 1, pp 10-13, issn 0179-3187Article

Analysis of ink flow in a mimeograph printer based on the mechanics of fluid-filled poroelastic solidsMISHIMA, M; KURASHIGE, M; TAKASAWA, H et al.Acta mechanica. 1998, Vol 127, Num 1-4, pp 51-62, issn 0001-5970Article

Multiscale modeling and topology optimization of poroelastic actuatorsANDREASEN, C. S; SIGMUND, O.Smart materials and structures. 2012, Vol 21, Num 6, issn 0964-1726, 065005.1-065005.14Article

Linearized AVO and poroelasticityRUSSELL, Brian H; GRAY, David; HAMPSON, Daniel P et al.Geophysics. 2011, Vol 76, Num 3, issn 0016-8033, C19-C29Article

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