2021
DOI: 10.48550/arxiv.2112.07412
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Annealing effects of multidirectional oscillatory shear in model glass formers

Abstract: We study the effects of cyclic, athermal quasi-static shear on a model glass-forming system in three dimensions. We utilize the three available orthogonal shear planes, namely XY, Y Z and XZ to better explore the energy landscape. Using measurements of the stroboscopic (γ = 0) energy, we study the effects of using an orthogonal shear direction to perturb unidirectional steady-states. We find that that each sequence of the unidirectional protocol leads to compaction with the universal, ∆E ∼ N −1 behavior as a f… Show more

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“…It was further shown that under smallamplitude cyclic loading, rapidly quenched glasses undergo structural relaxation, termed as 'mechanical annealing', and gradually evolve towards low-energy steady states [28,37,40,41,45]. In some cases, mechanically induced annealing can be accelerated when the shear orientation is periodically alternated in two or three spatial dimensions [41,50] or if the strain amplitude of cyclic loading is occasionally increased above a critical value [51]. More recently, it was found that the yielding behavior in binary glasses under asymmetric cyclic shear deformation is markedly different from the case of symmetric loading, https://doi.org/ 2) for the strain amplitude 𝛾 0 = 0.10.…”
Section: Introductionmentioning
confidence: 99%
“…It was further shown that under smallamplitude cyclic loading, rapidly quenched glasses undergo structural relaxation, termed as 'mechanical annealing', and gradually evolve towards low-energy steady states [28,37,40,41,45]. In some cases, mechanically induced annealing can be accelerated when the shear orientation is periodically alternated in two or three spatial dimensions [41,50] or if the strain amplitude of cyclic loading is occasionally increased above a critical value [51]. More recently, it was found that the yielding behavior in binary glasses under asymmetric cyclic shear deformation is markedly different from the case of symmetric loading, https://doi.org/ 2) for the strain amplitude 𝛾 0 = 0.10.…”
Section: Introductionmentioning
confidence: 99%