Molecular dynamics of rolling and twisting motion of amorphous nanoparticles

Abstract Granular mechanics codes use macroscopic laws to describe the damping of rolling and twisting motion in granular ensembles. We employ molecular dynamics simulation of amorphous Lennard–Jones grains to explore the applicability of these laws for nm-sized particles. We find the adhesive force...

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Autores principales: Philipp Umstätter, Herbert M. Urbassek
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Lenguaje:EN
Publicado: Nature Portfolio 2021
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Acceso en línea:https://doaj.org/article/0eb44769e7b04f06b2097dff9a43b501
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spelling oai:doaj.org-article:0eb44769e7b04f06b2097dff9a43b5012021-12-02T18:30:46ZMolecular dynamics of rolling and twisting motion of amorphous nanoparticles10.1038/s41598-021-93984-12045-2322https://doaj.org/article/0eb44769e7b04f06b2097dff9a43b5012021-07-01T00:00:00Zhttps://doi.org/10.1038/s41598-021-93984-1https://doaj.org/toc/2045-2322Abstract Granular mechanics codes use macroscopic laws to describe the damping of rolling and twisting motion in granular ensembles. We employ molecular dynamics simulation of amorphous Lennard–Jones grains to explore the applicability of these laws for nm-sized particles. We find the adhesive force to be linear in the intergrain attraction, as in the macroscopic theory. However, the damping torque of rolling motion is strongly superlinear in the intergrain attraction. This is caused by the strong increase of the ‘lever arm’ responsible for the damping torque—characterizing the asymmetry of the adhesive neck during rolling motion—with the surface energy of the grains. Also the damping torque of twisting motion follows the macroscopic theory based on sliding friction, which predicts the torque to increase whit the cube of the contact radius; here the dynamic increase of the contact radius with angular velocity is taken into account.Philipp UmstätterHerbert M. UrbassekNature PortfolioarticleMedicineRScienceQENScientific Reports, Vol 11, Iss 1, Pp 1-12 (2021)
institution DOAJ
collection DOAJ
language EN
topic Medicine
R
Science
Q
spellingShingle Medicine
R
Science
Q
Philipp Umstätter
Herbert M. Urbassek
Molecular dynamics of rolling and twisting motion of amorphous nanoparticles
description Abstract Granular mechanics codes use macroscopic laws to describe the damping of rolling and twisting motion in granular ensembles. We employ molecular dynamics simulation of amorphous Lennard–Jones grains to explore the applicability of these laws for nm-sized particles. We find the adhesive force to be linear in the intergrain attraction, as in the macroscopic theory. However, the damping torque of rolling motion is strongly superlinear in the intergrain attraction. This is caused by the strong increase of the ‘lever arm’ responsible for the damping torque—characterizing the asymmetry of the adhesive neck during rolling motion—with the surface energy of the grains. Also the damping torque of twisting motion follows the macroscopic theory based on sliding friction, which predicts the torque to increase whit the cube of the contact radius; here the dynamic increase of the contact radius with angular velocity is taken into account.
format article
author Philipp Umstätter
Herbert M. Urbassek
author_facet Philipp Umstätter
Herbert M. Urbassek
author_sort Philipp Umstätter
title Molecular dynamics of rolling and twisting motion of amorphous nanoparticles
title_short Molecular dynamics of rolling and twisting motion of amorphous nanoparticles
title_full Molecular dynamics of rolling and twisting motion of amorphous nanoparticles
title_fullStr Molecular dynamics of rolling and twisting motion of amorphous nanoparticles
title_full_unstemmed Molecular dynamics of rolling and twisting motion of amorphous nanoparticles
title_sort molecular dynamics of rolling and twisting motion of amorphous nanoparticles
publisher Nature Portfolio
publishDate 2021
url https://doaj.org/article/0eb44769e7b04f06b2097dff9a43b501
work_keys_str_mv AT philippumstatter moleculardynamicsofrollingandtwistingmotionofamorphousnanoparticles
AT herbertmurbassek moleculardynamicsofrollingandtwistingmotionofamorphousnanoparticles
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