THE TRAPEZOIDAL FINITE ELEMENT IN ABSOLUTE COORDINATES FOR DYNAMIC MODELING OF AUTOMOTIVE TIRE AND AIR SPRING BELLOWS. PART I: EQUATIONSOF MOTION
Equations of motion of a finite element in absolute coordinates including mass matrix, generalized inertiaandinternal forces are derived. A trapezoidal element for dynamic models of flexible shells in the shape of surface of revolution is considered.The element can be used for modeling dynamics of a...
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Format: | Article |
Language: | English |
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Silesian University of Technology
2021-06-01
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Series: | Transport Problems |
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Online Access: | http://transportproblems.polsl.pl/pl/Archiwum/2021/zeszyt2/2021t16z2_12.pdf |
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author | Dmitry POGORELOV Alexander RODIKOV |
author_facet | Dmitry POGORELOV Alexander RODIKOV |
author_sort | Dmitry POGORELOV |
collection | DOAJ |
description | Equations of motion of a finite element in absolute coordinates including mass matrix, generalized inertiaandinternal forces are derived. A trapezoidal element for dynamic models of flexible shells in the shape of surface of revolution is considered.The element can be used for modeling dynamics of automotivetire and air spring bellowsand some other flexible elements of transport systemsundergoing large elastic deflections |
first_indexed | 2024-12-14T17:14:57Z |
format | Article |
id | doaj.art-1a18f865cd2345e1a4a092f721f34c25 |
institution | Directory Open Access Journal |
issn | 1896-0596 2300-861X |
language | English |
last_indexed | 2024-12-14T17:14:57Z |
publishDate | 2021-06-01 |
publisher | Silesian University of Technology |
record_format | Article |
series | Transport Problems |
spelling | doaj.art-1a18f865cd2345e1a4a092f721f34c252022-12-21T22:53:26ZengSilesian University of TechnologyTransport Problems1896-05962300-861X2021-06-0116214115210.21307/tp-2021-030THE TRAPEZOIDAL FINITE ELEMENT IN ABSOLUTE COORDINATES FOR DYNAMIC MODELING OF AUTOMOTIVE TIRE AND AIR SPRING BELLOWS. PART I: EQUATIONSOF MOTIONDmitry POGORELOV0Alexander RODIKOV1Bryansk State Technical UniversityBryansk State Technical UniversityEquations of motion of a finite element in absolute coordinates including mass matrix, generalized inertiaandinternal forces are derived. A trapezoidal element for dynamic models of flexible shells in the shape of surface of revolution is considered.The element can be used for modeling dynamics of automotivetire and air spring bellowsand some other flexible elements of transport systemsundergoing large elastic deflectionshttp://transportproblems.polsl.pl/pl/Archiwum/2021/zeszyt2/2021t16z2_12.pdfabsolute nodal coordinatesfinite elementsdynamic tire model |
spellingShingle | Dmitry POGORELOV Alexander RODIKOV THE TRAPEZOIDAL FINITE ELEMENT IN ABSOLUTE COORDINATES FOR DYNAMIC MODELING OF AUTOMOTIVE TIRE AND AIR SPRING BELLOWS. PART I: EQUATIONSOF MOTION Transport Problems absolute nodal coordinates finite elements dynamic tire model |
title | THE TRAPEZOIDAL FINITE ELEMENT IN ABSOLUTE COORDINATES FOR DYNAMIC MODELING OF AUTOMOTIVE TIRE AND AIR SPRING BELLOWS. PART I: EQUATIONSOF MOTION |
title_full | THE TRAPEZOIDAL FINITE ELEMENT IN ABSOLUTE COORDINATES FOR DYNAMIC MODELING OF AUTOMOTIVE TIRE AND AIR SPRING BELLOWS. PART I: EQUATIONSOF MOTION |
title_fullStr | THE TRAPEZOIDAL FINITE ELEMENT IN ABSOLUTE COORDINATES FOR DYNAMIC MODELING OF AUTOMOTIVE TIRE AND AIR SPRING BELLOWS. PART I: EQUATIONSOF MOTION |
title_full_unstemmed | THE TRAPEZOIDAL FINITE ELEMENT IN ABSOLUTE COORDINATES FOR DYNAMIC MODELING OF AUTOMOTIVE TIRE AND AIR SPRING BELLOWS. PART I: EQUATIONSOF MOTION |
title_short | THE TRAPEZOIDAL FINITE ELEMENT IN ABSOLUTE COORDINATES FOR DYNAMIC MODELING OF AUTOMOTIVE TIRE AND AIR SPRING BELLOWS. PART I: EQUATIONSOF MOTION |
title_sort | trapezoidal finite element in absolute coordinates for dynamic modeling of automotive tire and air spring bellows part i equationsof motion |
topic | absolute nodal coordinates finite elements dynamic tire model |
url | http://transportproblems.polsl.pl/pl/Archiwum/2021/zeszyt2/2021t16z2_12.pdf |
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