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See detailMultiscale modeling of back-stress evolution in equal-channel angular pressing: from one pass to multiple passes
Chen, E.; Duchene, Laurent ULg; Habraken, Anne ULg et al

in Journal of Materials Science (2010), 45(17), 4696-4704

Fine-grained materials produced by equalchannel angular pressing (ECAP) exhibit kinematic hardening due to the existence of a back-stress. This article presents a new dislocation-based model, which is ... [more ▼]

Fine-grained materials produced by equalchannel angular pressing (ECAP) exhibit kinematic hardening due to the existence of a back-stress. This article presents a new dislocation-based model, which is able to describe the tension/compression asymmetry of the ECAP processed commercial purity aluminum. By introducing strain relaxation, and relating the back-stress to the inhomogeneous dislocation density distribution in cell walls and in cell interiors, the model can accurately predict the evolution of the dislocation densities, the cell size, and the back-stress. Compared to the other back-stress models, it takes into account the microstructure evolution and gives a better prediction. [less ▲]

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See detailMultiscale modelling of back-stress during equal-channel angular pressing
Chen, E.; Duchene, Laurent ULg; Habraken, Anne ULg et al

in Reviews of advanced materials science (2010), 25(1), 23-31

Equal-channel angular pressing (ECAP) is a well known process to produce ultrafinegrained materials. The mechanical properties of these materials, including a compressiontension asymmetry and a transient ... [more ▼]

Equal-channel angular pressing (ECAP) is a well known process to produce ultrafinegrained materials. The mechanical properties of these materials, including a compressiontension asymmetry and a transient hardening saturation in the beginning of the flow curve, largely depend on the evolution of the microstructure during ECAP. Consequently, the backstress induced by the dislocation microstructure exhibits kinematic hardening at the macroscopic scale. In this paper, commercial purity aluminium AA1050 is processed by ECAP route C. Tensile and compression specimens are machined from the post-ECAP samples. The back-stress level is estimated from the different yielding strengths of tensile tests and compression tests. Then two different models, a macroscopic phenomenological Teodosiu-type model and a microscopic dislocation-based multi-layer model, are used to predict the back-stress values. A set of parameters for Teodosiu's model is identified from simple shear tests, Bauschinger tests and orthogonal orthogonal tests. The dislocation-based multi-layer model is based on the Estrin-Tóth dislocation model and Sauzay's intragranular back-stress model. The predicted and experimental back-stresses due to ECAP are compared and critically evaluated. [less ▲]

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