Scripta Metallurgica et Materialia
Analysis of creep in thermally cycled Al/SiC composites
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Cited by (14)
Effect of grain orientations on fracture behavior of polycrystalline metals
2021, Journal of the Mechanics and Physics of SolidsCitation Excerpt :Asaro and colleagues (Asaro, 1983; Peirce et al., 1983; Asaro and Needleman, 1984; Deve and Asaro, 1989; McHugh et al., 1989) developed early finite element models to analyze the deformation in ductile polycrystals. Needleman and colleagues (Sham and Needleman, 1983; Christman et al., 1989; Needleman, 1992; Povirk et al., 1992) employed a finite element method to study ductile fracture by void nucleation and growth at GBs. They further extended the approach to model interfacial failure using cohesive zone methods and cohesive finite element methods (Needleman, 1992, 1993; Xu and Needleman, 1994, 1996).
Failure of metals II: Fatigue
2016, Acta MaterialiaCitation Excerpt :Finite element simulations were used to explore effects of crystallographic orientation on variability of MSC growth rate in crystals using ΔCTD concepts [29–32]. Building on earlier developments of crystal plasticity [33–37] and void nucleation, growth and interface decohesion [38–42], a natural progression led to the application of emerging computational micromechanics to early stages of fatigue outlined in Eq. (1), which constitutes a multistage formulation. McDowell and co-workers introduced a multistage approach to microstructure-sensitive fatigue crack formation and growth that employs Fatigue Indicator Parameters (FIPs) to correlate crack nucleation and growth processes that have been studied at the grain scale [43–45], along with heuristic relations for micro-structurally small crack growth based on the cyclic crack tip displacement, ΔCTD, outlined in Fig. 1 [19,20].
Microstructure-sensitive computational modeling of fatigue crack formation
2010, International Journal of FatigueA mean-field micromechanical study on thermal-cycling creep of short fiber-reinforced metal matrix composites: Al-Al<inf>3</inf>Ni eutectic composites
2010, Materials Science and Engineering: AExperimental and numerical studies of the effect of whisker misalignment on the hot compressive deformation behavior of the metal matrix composites
2004, Materials Science and Engineering: AInternal stress plasticity due to chemical stresses
2001, Acta MaterialiaCitation Excerpt :The external stress biases these mismatch strains, which develop (by a plastic deformation mechanism such as yield or creep) preferentially in the direction of the external stress. Internal stress plasticity is commonly observed during thermal cycling, where internal mismatch strains develop due to (i) thermal expansion mismatch between coexisting phases, as in metal-matrix composites (e.g., in Al/SiC [2–5], Al/Be [6], or Al/Al3Ni [7]), (ii) thermal expansion mismatch between adjacent grains in an anisotropic solid (e.g., Zn [8–10] or U [10, 11]), or (iii) density mismatch between polymorphic phases during a solid/solid phase transformation (e.g., in Fe and Fe-alloys [12–15], Ti and Ti-alloys [12, 16–19], and other polymorphic materials [12, 20, 21]). Recently, some investigators have demonstrated internal stress plasticity during pressure cycling, at constant temperature, due to (i) compressibility mismatch between phases in a composite (in Al/SiC, in uniaxial tension or during powder compaction [22, 23]), and (ii) pressure-induced allotropic phase transformation (in H2O ice [24]).