COMPARATIVE ANALYSIS OF RESULTS OF NUMERICAL MODELING OF MECHANICAL BEHAVIOR OF GRAPHENE AND SILICENE IN THE FRAMES OF COMMON HARMONIC FIELD
The article presents the results of application of the general harmonic field model for numerical modeling of mechanical properties of samples of graphene and silicene nanostructures similar in geometric form. A calculation of the stiffness coefficients of the elements for this model was made based...
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Tver State University
2020-12-01
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Online Access: | https://physchemaspects.ru/2020/doi-10-26456-pcascnn-2020-12-415/ |
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doaj-c5548465681e4549b0a1651743661b5e2020-12-17T19:39:31ZrusTver State UniversityФизико-химические аспекты изучения кластеров, наноструктур и наноматериалов2226-44422658-43602020-12-011241542310.26456/pcascnn/2020.12.415COMPARATIVE ANALYSIS OF RESULTS OF NUMERICAL MODELING OF MECHANICAL BEHAVIOR OF GRAPHENE AND SILICENE IN THE FRAMES OF COMMON HARMONIC FIELDM.A. Zhuravkov0Yu.E. Nagorny1D.N. Politaev2Belarusian State University, Minsk, BelarusBelarusian State University, Minsk, BelarusBelarusian State University, Minsk, BelarusThe article presents the results of application of the general harmonic field model for numerical modeling of mechanical properties of samples of graphene and silicene nanostructures similar in geometric form. A calculation of the stiffness coefficients of the elements for this model was made based on the stiffness of a pair of basic ones through the natural frequencies of oscillations of three-node fragments. Dependencies of elastic modules on linear dimensions for examined samples are given. In both cases, there is an increase in the modulus of longitudinal elasticity with an increase in asymptote with an increase in the length of the sample and a very weak dependence on its width. The coefficient of transverse strain decreases as the width increases. Increasing the length gives graphene an increase in this indicator, and in silicene – its decrease.https://physchemaspects.ru/2020/doi-10-26456-pcascnn-2020-12-415/general harmonic fieldgraphenesiliceneelastic coefficientsnatural frequencies of oscillationsyoung's moduluspoisson's coefficient |
collection |
DOAJ |
language |
Russian |
format |
Article |
sources |
DOAJ |
author |
M.A. Zhuravkov Yu.E. Nagorny D.N. Politaev |
spellingShingle |
M.A. Zhuravkov Yu.E. Nagorny D.N. Politaev COMPARATIVE ANALYSIS OF RESULTS OF NUMERICAL MODELING OF MECHANICAL BEHAVIOR OF GRAPHENE AND SILICENE IN THE FRAMES OF COMMON HARMONIC FIELD Физико-химические аспекты изучения кластеров, наноструктур и наноматериалов general harmonic field graphene silicene elastic coefficients natural frequencies of oscillations young's modulus poisson's coefficient |
author_facet |
M.A. Zhuravkov Yu.E. Nagorny D.N. Politaev |
author_sort |
M.A. Zhuravkov |
title |
COMPARATIVE ANALYSIS OF RESULTS OF NUMERICAL MODELING OF MECHANICAL BEHAVIOR OF GRAPHENE AND SILICENE IN THE FRAMES OF COMMON HARMONIC FIELD |
title_short |
COMPARATIVE ANALYSIS OF RESULTS OF NUMERICAL MODELING OF MECHANICAL BEHAVIOR OF GRAPHENE AND SILICENE IN THE FRAMES OF COMMON HARMONIC FIELD |
title_full |
COMPARATIVE ANALYSIS OF RESULTS OF NUMERICAL MODELING OF MECHANICAL BEHAVIOR OF GRAPHENE AND SILICENE IN THE FRAMES OF COMMON HARMONIC FIELD |
title_fullStr |
COMPARATIVE ANALYSIS OF RESULTS OF NUMERICAL MODELING OF MECHANICAL BEHAVIOR OF GRAPHENE AND SILICENE IN THE FRAMES OF COMMON HARMONIC FIELD |
title_full_unstemmed |
COMPARATIVE ANALYSIS OF RESULTS OF NUMERICAL MODELING OF MECHANICAL BEHAVIOR OF GRAPHENE AND SILICENE IN THE FRAMES OF COMMON HARMONIC FIELD |
title_sort |
comparative analysis of results of numerical modeling of mechanical behavior of graphene and silicene in the frames of common harmonic field |
publisher |
Tver State University |
series |
Физико-химические аспекты изучения кластеров, наноструктур и наноматериалов |
issn |
2226-4442 2658-4360 |
publishDate |
2020-12-01 |
description |
The article presents the results of application of the general harmonic field model for numerical modeling of mechanical properties of samples of graphene and silicene nanostructures similar in geometric form. A calculation of the stiffness coefficients of the elements for this model was made based on the stiffness of a pair of basic ones through the natural frequencies of oscillations of three-node fragments. Dependencies of elastic modules on linear dimensions for examined samples are given. In both cases, there is an increase in the modulus of longitudinal elasticity with an increase in asymptote with an increase in the length of the sample and a very weak dependence on its width. The coefficient of transverse strain decreases as the width increases. Increasing the length gives graphene an increase in this indicator, and in silicene – its decrease. |
topic |
general harmonic field graphene silicene elastic coefficients natural frequencies of oscillations young's modulus poisson's coefficient |
url |
https://physchemaspects.ru/2020/doi-10-26456-pcascnn-2020-12-415/ |
work_keys_str_mv |
AT mazhuravkov comparativeanalysisofresultsofnumericalmodelingofmechanicalbehaviorofgrapheneandsiliceneintheframesofcommonharmonicfield AT yuenagorny comparativeanalysisofresultsofnumericalmodelingofmechanicalbehaviorofgrapheneandsiliceneintheframesofcommonharmonicfield AT dnpolitaev comparativeanalysisofresultsofnumericalmodelingofmechanicalbehaviorofgrapheneandsiliceneintheframesofcommonharmonicfield |
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1724379034308050944 |