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Theory of shear banding in metallic glasses and molecular dynamics calculations

Shimizu, Futoshi ; Ogata, Shigenobu*; Li, J.*

Shear bands form in most bulk metallic glasses (BMGs) within a narrowrange of uniaxial strain $$epsilon_{rm y}sim 2%$$. We propose this critical condition corresponds to embryonic shear band (ESB)propagation, not its nucleation. To propagate an embryonic shear band, the far-field shear stress $$tau_infty approx E y/2$$ must exceed the quasi steady-state glue traction glue of shear-alienated glass until the glass-transition temperature $$T_{rm g}$$ is approached internally due to frictional heating, at which point ESB matures asa runaway shear crack. The magnitude of $$tau_{rm glue}$$ is governed by recovery, which are extremely fast downhill dissipative processes of timescale comparable to atomic vibrations, which molecular dynamics (MD) simulations can well capture. We model 4 metallic glasses: a binary Lennard-Jones (LJ) system, twobinary embedded atom method (EAM) potential systems, and a quinternary EAM system. Despite vast differences in the structure and interatomic interactions, the glue values from the four MD calculations give$$epsilon_{rm y}$$ predictions in the range of $$2.1% - 2.9%$$. Large-scale MD simulations of a binary LJ system reveal ESB as shear transformation zones coalesced. Under the condition $$tau_{rm glue} < tau_infty < tau_{rm r}$$, ESB is seen to develop into mature shear bands with $$T$$ approaching $$T_{rm g}$$, while if $$tau_infty < tau_{rm glue}$$, ESB does not propagate, becomes diffuse, and eventually dies.

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Category:Materials Science, Multidisciplinary

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