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Results 1 to 25 of 469

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Stress analysis for anisotropic hardening in finite-deformation plasticityLEE, E. H; MALLETT, R. L; WERTHEIMER, T. B et al.Journal of applied mechanics. 1983, Vol 50, Num 3, pp 554-560, issn 0021-8936Conference Paper

Corotational rates for kinematic hardening at large plastic deformationsDAFALIAS, Y. F.Journal of applied mechanics. 1983, Vol 50, Num 3, pp 561-565, issn 0021-8936Article

Uniaxial ratchetting in rate-independent plasticity lawsKAMLAH, M; KORZEN, M; TSAKMAKIS, C et al.Acta mechanica. 1997, Vol 120, Num 1-4, pp 173-198, issn 0001-5970Article

Micropolar plasticity theories and their classical limits. Part II: Comparison of responses predicted by the limiting and a standard classical modelGRAMMENOUDIS, P; SATOR, C; TSAKMAKIS, C et al.Acta mechanica. 2007, Vol 189, Num 3-4, pp 177-191, issn 0001-5970, 15 p.Article

Simulation of ratcheting strain to a high number of cycles under biaxial loadingCHEN, X; JIAO, R; KIM, K. S et al.International journal of solids and structures. 2003, Vol 40, Num 26, pp 7449-7461, issn 0020-7683, 13 p.Article

Kinematic hardening of a porous limestone = Durcissement cinématique d'un calcaire poreux = Kinematische Härtung eines porösen KalksteinsCHEATHAM, J. B; ALLEN, M. B; CELLE, C. C et al.Rock Mechanics. 1984, Vol 17, Num 4, pp 233-242, issn 0035-7448Article

Exact solution of problems of flow theory with isotropic-kinematic hardening. Part 1. Setting the loading trajectory in the space of stressesROMASHCHENKO, V. A; LEPIKHIN, P. P; IVASHCHENKO, K. B et al.Strength of materials. 1999, Vol 31, Num 6, pp 582-591, issn 0039-2316Article

An iteration algorithm for kinematic shakedown analysisYUAN-GAO ZHANG.Computer methods in applied mechanics and engineering. 1995, Vol 127, Num 1-4, pp 217-226, issn 0045-7825Article

On shakedown theorems in hardening plasticityNGUYEN, Quoc Son; PHAM, Duc Chinh.Comptes rendus de l'Académie des sciences. Série IIb, Mécanique. 2001, Vol 329, Num 5, pp 307-314, issn 1620-7742Article

A framework for multiplicative associative isotropic elasto-plasticity, that preserves the structure of the infinitesimal theorySIMONSSON, Kjell; OLOVSSON, Lars; NILSSON, Larsgunnar et al.European journal of mechanics. A. Solids. 2002, Vol 21, Num 2, pp 191-198, issn 0997-7538Article

On shakedown of three-dimensional elastoplastic strain-hardening structuresFENG, X.-Q; LIU, X.-S.International journal of plasticity. 1996, Vol 12, Num 10, pp 1241-1256, issn 0749-6419Article

Model of plasticity aimed at the prediction of cyclic creepBORODII, M. V.Strength of materials. 1998, Vol 30, Num 6, pp 611-615, issn 0039-2316Article

Asymptotic solution for mode III crack growth in J2-elastoplasticity with mixed isotropic-kinematic strain hardeningBIGONI, D; RADI, E.International journal of fracture. 1996, Vol 77, Num 1, pp 77-93, issn 0376-9429Article

Exact solution of flow theory problems with isotropic-kinematic hardening. Part 2. Setting of the deformation trajectory in the spaces of total and plastic strainsROMASHCHENKO, V. A; LEPIKHIN, P. P; IVASHCHENKO, K. B et al.Strength of materials. 2000, Vol 32, Num 1, pp 41-48, issn 0039-2316Article

Nonlinear elasto-plastic deformations of transversely isotropic material and plastic spinCLEJA-TIGOIU, S.International journal of engineering science. 2000, Vol 38, Num 7, pp 737-763, issn 0020-7225Article

General kinematic-isotropic hardening modelWEI JIANG.Journal of engineering mechanics. 1999, Vol 125, Num 4, pp 487-490, issn 0733-9399Article

REVISA MILESTONES REPORT. Task 2.1 : Development of material modelsNICOLAS, L.Problèmes non linéaires appliqués. Ecoles CEA-EDF-INRIA. 1998, pp 279-299, isbn 2-7261-1132-7Conference Paper

Remarks on Il'iushin's postulateTSAKMAKIS, C.Archives of Mechanics. 1997, Vol 49, Num 4, pp 677-695, issn 0373-2029Article

A constitutive model for elastic-plastic deformation under cyclic multiaxial strainingNAVARRO, A; BROWN, M. W.Fatigue & fracture of engineering materials & structures (Print). 1997, Vol 20, Num 5, pp 747-758, issn 8756-758XArticle

Computational plasticity : the variational basis and numerical analysisWEIMIN HAN; REDDY, B. D.Computational mechanics advances. 1995, Vol 2, Num 4, pp 283-400, issn 0927-7951Article

Plastic uple analysis using linear yield surfaceTORKAMANI, M. A. M; PAJAND, M. R.Journal of engineering mechanics. 1984, Vol 110, Num 5, pp 776-793, issn 0733-9399Article


A self-consistent approach describing the strain induced anisotropy: Case of yield surface evolutionRADI, M; ABDUI-LATIF, A.Computational materials science. 2012, Vol 54, pp 356-369, issn 0927-0256, 14 p.Article

Implementation of an algorithm for general material behavior of steel taking interaction between plasticity and transformation-induced plasticity into accountWOLFF, Michael; BÖHM, Michael; MAHNKEN, Rolf et al.International journal for numerical methods in engineering. 2011, Vol 87, Num 12, pp 1183-1206, issn 0029-5981, 24 p.Article

Inverse method for identification of initial yield locus of sheet metals utilizing inhomogeneous deformation fieldsGÜNER, Alper; QING YIN; SOYARSLAN, Celal et al.International journal of material forming. 2011, Vol 4, Num 2, pp 121-128, issn 1960-6206, 8 p.Article

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