2015
DOI: 10.1007/s11182-015-0504-y
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Plastic Behavior of Heterophase Alloys with a Fcc Matrix Hardened by Particles with an L12 Superstructure

Abstract: Using a mathematical model of plastic deformation of dispersion-hardened materials, the effect of the scale characteristics of the hardening phase with an L1 2 superstructure on the temperature dependence of the flow stress and evolution of the dislocation subsystem of heterophase alloys with the fcc matrix is studied. It is found that in materials with a nanoscale hardening phase, more intensive strain hardening and more severe temperature anomaly of mechanical properties is observed, than in materials contai… Show more

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Cited by 13 publications
(3 citation statements)
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“…It is known that nickel is an alloying element in some standard aluminum alloys, which are used to make parts of internal combustion engines [24,30,36]. In addition, in recent years, alloys of Al-Ni, Al-Ni-Fe, Al-Ni-Cr, Al-Ni-Fe-Ce, and some other compositions have received considerable attention from the standpoint of their use as heat-resistant and heat-resistant materials [37][38][39][40]. The casting properties of such alloys are quite high due to the eutectic of Al+Al 3 Ni.…”
Section: нові литі матеріалиmentioning
confidence: 99%
“…It is known that nickel is an alloying element in some standard aluminum alloys, which are used to make parts of internal combustion engines [24,30,36]. In addition, in recent years, alloys of Al-Ni, Al-Ni-Fe, Al-Ni-Cr, Al-Ni-Fe-Ce, and some other compositions have received considerable attention from the standpoint of their use as heat-resistant and heat-resistant materials [37][38][39][40]. The casting properties of such alloys are quite high due to the eutectic of Al+Al 3 Ni.…”
Section: нові литі матеріалиmentioning
confidence: 99%
“…A mathematical model of plastic deformation of dispersion-hardened alloys with incoherent particles and physical mechanisms underlying it are described in works [36][37][38]. This model is based on the concept of hardening and rest [31].…”
Section: Mathematical Modeling Of Plastic Deformation and Stress-stramentioning
confidence: 99%
“…The system of differential balance equations of deformation defects is presented in the following form [26,27]:…”
Section: -2mentioning
confidence: 99%