Anisotropic correlations of plasticity on the yielding of metallic glasses

We report computer simulations on the shear deformation of CuZr metallic glasses at zero and room temperatures. Shear bands emerge in athermal alloys at strain gamma c, with a finite-size effect found. The correlationof nonaffine displacement exhibits an exponential decay even after yielding in thermal alloys, but transits to a power law at gamma>gamma cin athermal ones. The algebraic exponent is around-1 for the decay inside shear bands,consistent with the theoretical prediction in random elastic media. We quantify the anisotropic correlation withharmonic projection, finding the spectrum is weak in the exponential-decay regime, while it displays a strongpolar and quadrupolar symmetry in the power-law regime. The nonvanishing quadrupolar symmetry at longdistance signifies the nonlocality of plastic correlation in the athermal alloys. In contrast, the plastic correlationwas found to be isotropic and localized at the yielding in the thermal alloys without shear bands.

Automated summary

In this study, computer simulations were conducted to investigate the shear deformation of CuZr metallic glasses at different temperatures. The results reveal the emergence of shear bands at a specific strain point in athermal alloys, and the presence of a finite-size effect. The correlation of nonaffine displacement shows an exponential decay in thermal alloys even after yielding, whereas it transitions to a power law in athermal alloys at a certain strain point.