2010
DOI: 10.1016/j.jnoncrysol.2010.04.001
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Unexpectedly large relaxation time determined by in situ high-frequency shear modulus measurements near the glass transition of bulk glassy Pd40Cu30Ni10P20

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Cited by 12 publications
(7 citation statements)
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“…Integration of the AES allows calculating the change of the concentration ∆c of defect annealing out upon structural relaxation below T g . For the AES shown in Figure 5, this gives ∆c = 0.00161, close to the values determined for other MGs (0.00112 ≤ ∆c ≤ 0.00322 [63,72,73]). The full concentration of interstitialcy defects frozen-in upon glass formation can be determined as c(…”
Section: Activation Energy Spectrasupporting
confidence: 84%
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“…Integration of the AES allows calculating the change of the concentration ∆c of defect annealing out upon structural relaxation below T g . For the AES shown in Figure 5, this gives ∆c = 0.00161, close to the values determined for other MGs (0.00112 ≤ ∆c ≤ 0.00322 [63,72,73]). The full concentration of interstitialcy defects frozen-in upon glass formation can be determined as c(…”
Section: Activation Energy Spectrasupporting
confidence: 84%
“…At temperatures T < T pc , the shear modulus G < G eq (i.e., the current defect concentration c is bigger than the defect concentration c eq in the metastable equilibrium state), and therefore, structural relaxation leads to an increase of G. On the contrary, at T > T pc , the shear modulus G > G eq (respectively, c < c eq ) and structural relaxation decreases it. Different signs of shear modulus relaxation are indeed experimentally observed [63].…”
Section: Relaxation Kineticsmentioning
confidence: 62%
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“…This leads to the kinetic "freezing" of the structure on the experimental time scale. Large relaxation times (of about 1200 se500 s at and slightly above T g and increasingly bigger at T < T g ) were indeed recently found by in situ measurements of the shear modulus in the supercooled liquid state of the same metallic glass [18].…”
Section: Shear Modulus Relaxation and Recovery In Initial Samplessupporting
confidence: 60%
“…43,44 The measured value of G ∞ for metallic glasses not only depends on the temperature, but also on tw and thermal history of the sample. [43][44][45] In general, we estimate that these effects would increase G ∞ by a maximum of around 10 % at the lowest investigated temperatures. This uncertainty has been incorporated into our analysis; however, it is well within the error bars of the viscosity values reported in…”
Section: Resultsmentioning
confidence: 77%