Evolution of short range order in Ar: Liquid to glass and solid transitions–A computational study
The evolution of the short range order (SRO) as a function of temperature in a Lennard-Jones model liquid with Ar parameters was determined and juxtaposed with thermodynamic and kinetic properties obtained as the liquid was cooled (heated) and transformed between crystalline solid or glassy states a...
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doaj-d2dfa839e607460bb99ffe5b993191042020-11-25T02:40:29ZengAIP Publishing LLCAIP Advances2158-32262018-04-0184045215045215-1410.1063/1.5031218056804ADVEvolution of short range order in Ar: Liquid to glass and solid transitions–A computational studyStanislav Shor0Eyal Yahel1Guy Makov2Materials Engineering Department, Ben-Gurion University of the Negev, 84105 Beer-Sheva, IsraelPhysics Department, Nuclear Research Centre-Negev, 84190 Beer-Sheva, IsraelMaterials Engineering Department, Ben-Gurion University of the Negev, 84105 Beer-Sheva, IsraelThe evolution of the short range order (SRO) as a function of temperature in a Lennard-Jones model liquid with Ar parameters was determined and juxtaposed with thermodynamic and kinetic properties obtained as the liquid was cooled (heated) and transformed between crystalline solid or glassy states and an undercooled liquid. The Lennard-Jones system was studied by non-equilibrium molecular dynamics simulations of large supercells (approximately 20000 atoms) rapidly cooled or heated at selected quenching rates and at constant pressure. The liquid to solid transition was identified by discontinuities in the atomic volume and molar enthalpy; the glass transition temperature range was identified from the temperature dependence of the self-diffusion. The SRO was studied within the quasi-crystalline model (QCM) framework and compared with the Steinhardt bond order parameters. Within the QCM it was found that the SRO evolves from a bcc-like order in the liquid through a bct-like short range order (c/a=1.2) in the supercooled liquid which persists into the glass and finally to a fcc-like ordering in the crystalline solid. The variation of the SRO that results from the QCM compares well with that obtained with Steinhardt’s bond order parameters. The hypothesis of icosahedral order in liquids and glasses is not supported by our results.http://dx.doi.org/10.1063/1.5031218 |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Stanislav Shor Eyal Yahel Guy Makov |
spellingShingle |
Stanislav Shor Eyal Yahel Guy Makov Evolution of short range order in Ar: Liquid to glass and solid transitions–A computational study AIP Advances |
author_facet |
Stanislav Shor Eyal Yahel Guy Makov |
author_sort |
Stanislav Shor |
title |
Evolution of short range order in Ar: Liquid to glass and solid transitions–A computational study |
title_short |
Evolution of short range order in Ar: Liquid to glass and solid transitions–A computational study |
title_full |
Evolution of short range order in Ar: Liquid to glass and solid transitions–A computational study |
title_fullStr |
Evolution of short range order in Ar: Liquid to glass and solid transitions–A computational study |
title_full_unstemmed |
Evolution of short range order in Ar: Liquid to glass and solid transitions–A computational study |
title_sort |
evolution of short range order in ar: liquid to glass and solid transitions–a computational study |
publisher |
AIP Publishing LLC |
series |
AIP Advances |
issn |
2158-3226 |
publishDate |
2018-04-01 |
description |
The evolution of the short range order (SRO) as a function of temperature in a Lennard-Jones model liquid with Ar parameters was determined and juxtaposed with thermodynamic and kinetic properties obtained as the liquid was cooled (heated) and transformed between crystalline solid or glassy states and an undercooled liquid. The Lennard-Jones system was studied by non-equilibrium molecular dynamics simulations of large supercells (approximately 20000 atoms) rapidly cooled or heated at selected quenching rates and at constant pressure. The liquid to solid transition was identified by discontinuities in the atomic volume and molar enthalpy; the glass transition temperature range was identified from the temperature dependence of the self-diffusion. The SRO was studied within the quasi-crystalline model (QCM) framework and compared with the Steinhardt bond order parameters. Within the QCM it was found that the SRO evolves from a bcc-like order in the liquid through a bct-like short range order (c/a=1.2) in the supercooled liquid which persists into the glass and finally to a fcc-like ordering in the crystalline solid. The variation of the SRO that results from the QCM compares well with that obtained with Steinhardt’s bond order parameters. The hypothesis of icosahedral order in liquids and glasses is not supported by our results. |
url |
http://dx.doi.org/10.1063/1.5031218 |
work_keys_str_mv |
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