2017
DOI: 10.1016/j.scriptamat.2017.04.034
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Gamma relaxation in bulk metallic glasses

Abstract: Studying the primary αand secondary β-relaxation process has contributed significantly to the understanding of the structure and rheology of metallic glasses. In this letter, we report on a third relaxation mechanism indicated by a maximum in the loss modulus at low temperatures, which we term γ-relaxation. Contrary to the αand β-relaxation mechanisms, this irreversible, low energy excitation causes a macroscopic rejuvenation, which we assign to non-affine atomic rearrangements in the matrix that are driven by… Show more

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Cited by 78 publications
(32 citation statements)
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“…In contrast, the material around the shear-band core exhibits non-trivial variations in the evolution of g 2,plat , until both samples are reaching a very similar value in the temperature range of 530-544 K. This non-monotonous behavior of g 2,plat near the shear-band must be a superposition of increased thermal motion and relaxation, as also has been inferred from in-situ scattering experiments during heating of a ball-milled Pd-glass [57]. If thus the temperature-dependent g 2,plat value indeed is linked to another underlying faster relaxation processes (may it be γ- [63,64], or β-relaxations [65]), it is concluded that its intensity varies in the material around the shear-band core. The precise structural origin of this different behavior of g 2,plat remains unknown, but it is well established that thermally-induced structural dynamics in binary model glasses [61] and glassy ZrCuAl [59,66] does promote icosahedral cluster formation, and that shear-banding disrupts the icosahedral network [27].…”
Section: A Temperature Dependence Of the G 2platsupporting
confidence: 53%
“…In contrast, the material around the shear-band core exhibits non-trivial variations in the evolution of g 2,plat , until both samples are reaching a very similar value in the temperature range of 530-544 K. This non-monotonous behavior of g 2,plat near the shear-band must be a superposition of increased thermal motion and relaxation, as also has been inferred from in-situ scattering experiments during heating of a ball-milled Pd-glass [57]. If thus the temperature-dependent g 2,plat value indeed is linked to another underlying faster relaxation processes (may it be γ- [63,64], or β-relaxations [65]), it is concluded that its intensity varies in the material around the shear-band core. The precise structural origin of this different behavior of g 2,plat remains unknown, but it is well established that thermally-induced structural dynamics in binary model glasses [61] and glassy ZrCuAl [59,66] does promote icosahedral cluster formation, and that shear-banding disrupts the icosahedral network [27].…”
Section: A Temperature Dependence Of the G 2platsupporting
confidence: 53%
“…Such characteristic barrier energies are in very good agreement with empirically derived β‐relaxation energies in other MGs, but much smaller than those reported for α‐relaxation and larger than for γ‐relaxation . The close correspondence of both relaxation times and energies suggests that the development of viscoelastic (structural) heterogeneities at the scale of a few nanometers is directly linked to sub‐ T g relaxation of the MG, which means that spatial mapping of nanoscale structural fluctuations now reveals direct insight into the process of macroscopic energy release during annealing.…”
Section: Experimentally Resolved Structural Length Scales In As‐prepasupporting
confidence: 82%
“…Supporting evidence for energy storage via a cryogenic testing protocol was provided via dynamical mechanical analysis (DMA). Küchemann and Maass studied the mechanical loss response during cooling of various MGs, which is opposite to the traditionally studied relaxation behavior of α‐ and β‐modes during heating . During cooling, a pronounced maximum of the loss modulus was found around 0.2 T g –0.3 T g for Zr 57 Nb 5 Cu 15.4 Ni 12.6 Al 10 (Vit106a), Zr 66.5 Cu 33.5 , and Pd 77.5 Cu 6 Si 16.5 ( Figure ).…”
Section: Tuning Structure Homogeneously Via Thermal and Mechanical Prmentioning
confidence: 96%
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“…It is associated to creep behavior which implies that the system reacts to an applied force on a certain temperature-dependent timescale which can be described, for instance, by the Kohlrausch-William-Watts function [3]. The timescale depends on the structural state of the sample and, accordingly, it can be decreased via annealing or enhanced via rejuvenation mechanisms [4,5].…”
Section: Introductionmentioning
confidence: 99%