Mathematical model of denamic deformation of compacted elastic viscous plastic medium

The article is devoted to research of dynamic deformation of soil sealing process environment. An original approach to the modeling of the process. Sealing medium is regarded as elasticviscoelastic body, a deformable external periodic force. As the elements characterizing the rheological properties...

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Main Authors: S. V. Saveliev, V. V. Mikheev, A. S. Beloded
Format: Article
Language:Russian
Published: Siberian State Automobile and Highway University 2017-08-01
Series:Вестник СибАДИ
Subjects:
Online Access:https://vestnik.sibadi.org/jour/article/view/323
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spelling doaj-ddfa4ff0bfc64e359fbff5148300b7dd2021-07-28T13:54:57ZrusSiberian State Automobile and Highway University Вестник СибАДИ2071-72962658-56262017-08-0103(49)9910510.26518/2071-7296-2016-3(49)-99-105319Mathematical model of denamic deformation of compacted elastic viscous plastic mediumS. V. Saveliev0V. V. Mikheev1A. S. Beloded2The Siberian State Automobile and Highway academy (SibADI)Omsk state technical universityThe Siberian State Automobile and Highway academy (SibADI)The article is devoted to research of dynamic deformation of soil sealing process environment. An original approach to the modeling of the process. Sealing medium is regarded as elasticviscoelastic body, a deformable external periodic force. As the elements characterizing the rheological properties of such a medium, selected elements before it: Gooke, Newton and Saint-Venant. The model allows us to investigate the stress-strain state of the environment in the process of deformation of the entire thickness of up-lotnyaemogo layer. Implementation of the proposed modeling approach allows the rose-Sit seal the energy efficiency of the process, select the modes of rational flow of the process and the parameters of the compactor.https://vestnik.sibadi.org/jour/article/view/323деформацияуплотнениесредаисследованияпроцесс
collection DOAJ
language Russian
format Article
sources DOAJ
author S. V. Saveliev
V. V. Mikheev
A. S. Beloded
spellingShingle S. V. Saveliev
V. V. Mikheev
A. S. Beloded
Mathematical model of denamic deformation of compacted elastic viscous plastic medium
Вестник СибАДИ
деформация
уплотнение
среда
исследования
процесс
author_facet S. V. Saveliev
V. V. Mikheev
A. S. Beloded
author_sort S. V. Saveliev
title Mathematical model of denamic deformation of compacted elastic viscous plastic medium
title_short Mathematical model of denamic deformation of compacted elastic viscous plastic medium
title_full Mathematical model of denamic deformation of compacted elastic viscous plastic medium
title_fullStr Mathematical model of denamic deformation of compacted elastic viscous plastic medium
title_full_unstemmed Mathematical model of denamic deformation of compacted elastic viscous plastic medium
title_sort mathematical model of denamic deformation of compacted elastic viscous plastic medium
publisher Siberian State Automobile and Highway University
series Вестник СибАДИ
issn 2071-7296
2658-5626
publishDate 2017-08-01
description The article is devoted to research of dynamic deformation of soil sealing process environment. An original approach to the modeling of the process. Sealing medium is regarded as elasticviscoelastic body, a deformable external periodic force. As the elements characterizing the rheological properties of such a medium, selected elements before it: Gooke, Newton and Saint-Venant. The model allows us to investigate the stress-strain state of the environment in the process of deformation of the entire thickness of up-lotnyaemogo layer. Implementation of the proposed modeling approach allows the rose-Sit seal the energy efficiency of the process, select the modes of rational flow of the process and the parameters of the compactor.
topic деформация
уплотнение
среда
исследования
процесс
url https://vestnik.sibadi.org/jour/article/view/323
work_keys_str_mv AT svsaveliev mathematicalmodelofdenamicdeformationofcompactedelasticviscousplasticmedium
AT vvmikheev mathematicalmodelofdenamicdeformationofcompactedelasticviscousplasticmedium
AT asbeloded mathematicalmodelofdenamicdeformationofcompactedelasticviscousplasticmedium
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