“…15. Following trends reported in the literature [10,11,[29][30][31], experimental points can be quite reasonably fitted by using Eq.…”
Section: Discussionsupporting
confidence: 62%
“…Such information can be obtained by FE analysis which was demonstrated to correctly model the fracture process for this class of alloys [31,32]. The evolution of the triaxiality factor with plastic strain and at the centre of the shear band can be deduced from the FE stress-strain state during the test.…”
“…15. Following trends reported in the literature [10,11,[29][30][31], experimental points can be quite reasonably fitted by using Eq.…”
Section: Discussionsupporting
confidence: 62%
“…Such information can be obtained by FE analysis which was demonstrated to correctly model the fracture process for this class of alloys [31,32]. The evolution of the triaxiality factor with plastic strain and at the centre of the shear band can be deduced from the FE stress-strain state during the test.…”
“…10,30) At low temperatures, high strain rates, and for smaller particles, delamination takes place at the interface between the matrix and the particles, leading to microcrack formation, whereas at higher temperatures, lower strain rates, and for larger particles, particle fracture results in a microcavity that elongates with further plastic deformation. To determine the failure mechanism of the current composite, unloaded specimens, specimens during tensile tests, and fractured specimens were cut longitudinally and examined by SEM.…”
Section: Particle Damage and Evolutionmentioning
confidence: 99%
“…(16), as compared with the NF of delaminated particles in eq. (10). The strain-hardening behavior, d c =d", can be calculated from the derivative of eq.…”
Section: )mentioning
confidence: 99%
“…The latter is a complex phenomenon that is strongly dependent on the microstructural characteristics. Recent studies on the effects of damage on the flow behavior of composites have concentrated on various damage mechanisms: these include particle fracture; [1][2][3] particle/matrix delamination; 4,5) void nucleation, growth and coalescence; [6][7][8][9] and stress and strain release 10) of the particles and their surrounding matrix.…”
The effect of the volume fraction of second-phase particles on the distribution of damaged particles and its relation to the tensile deformation behavior were investigated in the particle reinforced metal-matrix composites, Al-SiC. The spatial distributions of all SiC particles and the delaminated SiC particles were evaluated from their two-dimensional local number (LN2D). During tensile deformation, larger SiC particles in more highly clustered regions were more easily delaminated at the particle/matrix interface. The amount of particle delamination in the more highly clustered region increased with increasing volume fraction and strain during tensile deformation. A model was developed to explain the flow behavior of the composites; this showed a good fit to the experimental results in the presence of particle damage, especially when the spatial distribution of damaged particles was taken into consideration.
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