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EN
Cu-CNT composites were fabricated by a flake powder metallurgy method, and their microhardness, electrical conductivity, frictional and wear properties were investigated. Homogenous distribution of CNTs in fine-grained Cu matrix was obtained using this process. Microhardness increased with the addition of CNT vol% up to 8% to the Cu matrix, while the conductivity decreased to 79.2 IACS %. Results showed that CNTs play a major role in improving wear resistance by forming a CNT-rich film that acts as a solid lubricant layer. In the synthesized composites, Cu- 4 vol% CNT composite exhibited the best wear and friction properties. The dominant wear mechanisms for the Cu-CNT composites were plastic deformation, abrasion, and flake formation-spalling. Also, a newly modified correlation was proposed for the theoretical calculation of the friction coefficient of Cu-CNT composites consisting agglomerated CNTs.
EN
Ferrite-bainite dual phase (FBDP) steels are a class of steels characterized by a microstructure consisting of a soft ferrite matrix with hard bainite islands. The holding time in the dual phase (? + ?) region is an important parameter in the intercritical annealing at constant temperature and influencing mechanical properties of this steel. Dual phases with various ferrite volume fractions (45-65 vol. %) were fabricated by changing the holding time. Samples of these steels with ferrite-bainite structure were tensile tested at room temperature. Results showed that as the ferrite volume fraction increased, the yield strength decreased but a different type of behaviour was observed for ultimate tensile strength (UTS) tests. UTS increased when the ferrite volume fraction (Vf) increased above ca. 55%. The tensile flow stress data for this steel, obtained from samples with various ferrite volume fractions, were analyzed in terms of the Hollomon equation. Two or three Hollomon equations can describe the flow behaviour adequately, and it was found that with increasing Vf the work hardening occurs in three stages, each equation belonging to one of these stages. Finally, variations of Hollomon equation parameters were used to explain the deformation mechanisms activated at various stages.
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