2023
DOI: 10.1140/epje/s10189-023-00308-4
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Approach to hyperuniformity in a metallic glass-forming material exhibiting a fragile to strong glass transition

Abstract: We investigate a metallic glass-forming (GF) material (Al90Sm10) exhibiting a fragile-strong (FS) glass-formation by molecular dynamics simulation to better understand this highly distinctive pattern of glass-formation in which many of the usual phenomenological relations describing relaxation times and diffusion of ordinary GF liquids no longer apply, and where instead genuine thermodynamic features are observed in response functions and little thermodynamic signature is exhibited at the glass transition temp… Show more

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Cited by 5 publications
(2 citation statements)
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“…This material state is defined through the hyperuniformity index H , i.e., the ratio of S (0) to the value of S ( q ) at its primary peak S p . This quantity has been proposed to quantify the degree of particle localization at a molecular scale of the interparticle distance, and when this quantity reaches a critical value, particles become “delocalized,” a critical condition closely analogous to the empirical Lindeman condition for crystal melting . In particular, when H is less than or comparable to the critical value of H scriptO ( 1 0 3 ) , an effectively hyperuniform state is defined …”
Section: Resultsmentioning
confidence: 99%
See 1 more Smart Citation
“…This material state is defined through the hyperuniformity index H , i.e., the ratio of S (0) to the value of S ( q ) at its primary peak S p . This quantity has been proposed to quantify the degree of particle localization at a molecular scale of the interparticle distance, and when this quantity reaches a critical value, particles become “delocalized,” a critical condition closely analogous to the empirical Lindeman condition for crystal melting . In particular, when H is less than or comparable to the critical value of H scriptO ( 1 0 3 ) , an effectively hyperuniform state is defined …”
Section: Resultsmentioning
confidence: 99%
“…This quantity has been proposed to quantify the degree of particle localization at a molecular scale of the interparticle distance, and when this quantity reaches a critical value, particles become "delocalized," a critical condition closely analogous to the empirical Lindeman condition for crystal melting. 164 In particular, when H is less than or comparable to the critical value of H (10 ) 3 , an effectively hyperuniform state is defined. 163 Figure 9 shows H as a function of m c and M, where we find that H is reduced in ring polymer melts in comparison to linear polymer melts.…”
mentioning
confidence: 99%