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Results 1 to 25 of 4080

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Stress fields at boundaries between contacting particlesTHÖLEN, Anders.Journal of materials science. 2006, Vol 41, Num 14, pp 4466-4476, issn 0022-2461, 11 p.Conference Paper

The stress response function in granular materials : Physique de la matière en grains = Physics of granular mediaBOUCHAUD, Jean-Philippe; CLAUDIN, Philippe; CLEMENT, Eric et al.Comptes rendus. Physique. 2002, Vol 3, Num 2, pp 141-151, issn 1631-0705Article

Measuring Stress Distributions in Ti-6AI-4V Using Synchrotron X-Ray DiffractionBERNIER, J. V; PARK, J.-S; PILCHAK, A. L et al.Metallurgical and materials transactions. A, Physical metallurgy and materials science. 2008, Vol 39, Num 13, pp 3120-3133, issn 1073-5623, 14 p.Conference Paper

Stress distribution and birefringence measurement in double-clad fiberMONZON-HERNANDEZ, D; STARODUMOV, A. N; BOYAIN Y GOITIA, A. R et al.Optics communications. 1999, Vol 170, Num 4-6, pp 241-246, issn 0030-4018Article

Relaxation element methodDERYUGIN, Y. Y; LASKO, G. V; SCHMAUDER, S et al.Computational materials science. 1998, Vol 11, Num 3, pp 189-203, issn 0927-0256Article

Form changing of palladium plate under hydrogen treatmentKOTELVA, R. V; GLUKHOVA, J. L.International journal of hydrogen energy. 1997, Vol 22, Num 2-3, pp 175-177, issn 0360-3199Conference Paper

Mapping Residual Stress Distributions at the Micron Scale in Amorphous MaterialsWINIARSKI, Bartlomiej; LANGFORD, Richard M; JIAWAN TIAN et al.Metallurgical and materials transactions. A, Physical metallurgy and materials science. 2010, Vol 41, Num 7, pp 1743-1751, issn 1073-5623, 9 p.Conference Paper

The stress field due to a dislocation in layered mediaKELLY, P. A; O'CONNOR, J. J; HILLS, D. A et al.Journal of physics. D, Applied physics (Print). 1995, Vol 28, Num 3, pp 530-534, issn 0022-3727Article

Uniform deformation of a granular medium. Theory and experimentKOLYMBAS, D; LAVRIKOV, S. V; REVUZHENKO, A. F et al.Journal of applied mechanics and technical physics. 1994, Vol 35, Num 6, pp 920-927, issn 0021-8944Article

Explanation for fracture spacing in layered materialsBAL, T; POLLARD, D. D; GAO, H et al.Nature (London). 2000, Vol 403, Num 6771, pp 753-756, issn 0028-0836Article

Enhancement of alloy segregation due to strain assisted atomic diffusion in heteroepitaxyPRIESTER, C; LANNOO, M.Applied surface science. 1998, Vol 123-24, pp 658-663, issn 0169-4332Conference Paper

Computation of transient hygroscopic stresses in laminated composite platesBENKEDDAD, A; GREDIAC, M; VAUTRIN, A et al.Composites science and technology. 1996, Vol 56, Num 7, pp 869-876, issn 0266-3538Conference Paper

Spontaneous formation of stable aligned wrinkling patternsCHAN, Edwin P; CROSBY, Alfred J.Journal of material chemistry. 2006, Vol 16, Num 13, pp 324-328, issn 0959-9428, 5 p.Article

Dislocated micro- and nanopipes with surface stepsGUTKIN, M. Yu; SHEINERMAN, A. G.Physica status solidi. B. Basic research. 2004, Vol 241, Num 4, pp 797-817, issn 0370-1972, 21 p.Article

A technique to achieve uniform stress distribution in compressive creep testing of advanced ceramics at high temperaturesLIU, K. C; STEVENS, C. O; BRINKMAN, C. R et al.Journal of engineering for gas turbines and power. 1997, Vol 119, Num 3, pp 500-505, issn 0742-4795Conference Paper

INFLUENCE DU SCHEMA DE CHARGE SUR LA DISTRIBUTION DE LA CHARGE SUR LES VIS DU FILETAGEMENG VV; STRIZHAK VI.1976; IZVEST. VYSSH. UCHEBN. ZAVED., MASH.-STR.; S.S.S.R.; DA. 1976; NO 10; PP. 37-40Article

REPARTITION DES CONTRAINTES DANS L'ESPACE ENTRE LES AUBAGES DES TURBINESBIRGER IA; SELIFONOVA LP.1973; PROBL. PROCHN., U.S.S.R.; S.S.S.R.; DA. 1973; VOL. 5; NO 3; PP. 7-10; BIBL. 3 REF.Serial Issue

Continuum and discrete models of dislocation pile-ups. II. Pile-up of screw dislocations at the interface in a bimetallic solidVOSKOBOINIKOV, R. E; CHAPMAN, S. J; OCKENDON, J. R et al.Philosophical magazine letters. 2007, Vol 87, Num 9, pp 669-676, issn 0950-0839, 8 p.Article

Détermination des gradients locaux de contraintes en surface pour différentes microstructures d'aciers inoxydables = Determination of the surface stress field from different microstuctures of stainless steelsVIGNAL, V; MARY, N; VALOT, C et al.Revue de métallurgie (Paris). 2004, Vol 101, Num 5, issn 0035-1563, III,IV,V,VI,391-402 [16 p.]Article

3D fracture criteria for structures with cracksRICHARD, Hans A; FULLAND, Markus; BUCHHOLZ, Fritz G et al.Steel research international. 2003, Vol 74, Num 8, pp 491-497, issn 1611-3683, 7 p.Article

Numerical evaluation of stresses of a bulk HTS in field-cooled magnetizationTSUCHIMOTO, M; TAKASHIMA, H.Physica. C. Superconductivity and its applications. 2000, Vol 341-48, pp 2467-2468, 4Conference Paper

La physique des tas de sable. Description phénoménologique de la propagation des contraintes dans les matériaux granulaires = Sandpile physics. A phenomenological description of stress propagation in granular materialsClaudin, Philippe; Bouchaud, Jean-Philippe.1999, 230 p.Thesis

A new method to determine triaxial non-uniform residual stresses from measurements using the hole drilling methodWERN, H; CAVELIUS, R; SCHLÄFER, D et al.Strain. 1997, Vol 33, Num 2, pp 39-45, issn 0039-2103Article

Reciprocal relationship between the stress fields of a line force and a dislocation in anisotropic mediaCHOU, Y. T; BARNETT, D. M.Philosophical magazine. A. Physics of condensed matter. Structure, defects and mechanical properties. 1997, Vol 76, Num 1, pp 221-229, issn 1364-2804Article

A calculation procedure for the nonuniformity parameters of air-jet tempered glassSHUTOV, A. I; SUKHANOV, V. E.Glass and ceramics. 1997, Vol 54, Num 7-8, pp 237-239, issn 0361-7610Article

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