Cone complementarity approach for dynamic analysis of multiple pendulums
The multibody system dynamics approach allows describing equations of motion for a dynamic system in a straightforward manner. This approach can be applied to a wide variety of applications that consist of interconnected components which may be rigid or deformable. Even though there are a number of...
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Series: | Advances in Mechanical Engineering |
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doaj-1cb1d90a15744165b29afbc9ae21bfeb2020-11-25T04:10:52ZengSAGE PublishingAdvances in Mechanical Engineering1687-81402019-06-011110.1177/1687814019856748Cone complementarity approach for dynamic analysis of multiple pendulumsXinxin YuOleg DmitrochenkoMarko K MatikainenGrzegorz OrzechowskiAki MikkolaThe multibody system dynamics approach allows describing equations of motion for a dynamic system in a straightforward manner. This approach can be applied to a wide variety of applications that consist of interconnected components which may be rigid or deformable. Even though there are a number of applications in multibody dynamics, the contact description within multibody dynamics still remains challenging. A user of the multibody approach may face the problem of thousands or millions of contacts between particles and bodies. The objective of this article is to demonstrate a computationally straightforward approach for a planar case with multiple contacts. To this end, this article introduces a planar approach based on the cone complementarity problem and applies it to a practical problem of granular chains.https://doi.org/10.1177/1687814019856748 |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Xinxin Yu Oleg Dmitrochenko Marko K Matikainen Grzegorz Orzechowski Aki Mikkola |
spellingShingle |
Xinxin Yu Oleg Dmitrochenko Marko K Matikainen Grzegorz Orzechowski Aki Mikkola Cone complementarity approach for dynamic analysis of multiple pendulums Advances in Mechanical Engineering |
author_facet |
Xinxin Yu Oleg Dmitrochenko Marko K Matikainen Grzegorz Orzechowski Aki Mikkola |
author_sort |
Xinxin Yu |
title |
Cone complementarity approach for dynamic analysis of multiple pendulums |
title_short |
Cone complementarity approach for dynamic analysis of multiple pendulums |
title_full |
Cone complementarity approach for dynamic analysis of multiple pendulums |
title_fullStr |
Cone complementarity approach for dynamic analysis of multiple pendulums |
title_full_unstemmed |
Cone complementarity approach for dynamic analysis of multiple pendulums |
title_sort |
cone complementarity approach for dynamic analysis of multiple pendulums |
publisher |
SAGE Publishing |
series |
Advances in Mechanical Engineering |
issn |
1687-8140 |
publishDate |
2019-06-01 |
description |
The multibody system dynamics approach allows describing equations of motion for a dynamic system in a straightforward manner. This approach can be applied to a wide variety of applications that consist of interconnected components which may be rigid or deformable. Even though there are a number of applications in multibody dynamics, the contact description within multibody dynamics still remains challenging. A user of the multibody approach may face the problem of thousands or millions of contacts between particles and bodies. The objective of this article is to demonstrate a computationally straightforward approach for a planar case with multiple contacts. To this end, this article introduces a planar approach based on the cone complementarity problem and applies it to a practical problem of granular chains. |
url |
https://doi.org/10.1177/1687814019856748 |
work_keys_str_mv |
AT xinxinyu conecomplementarityapproachfordynamicanalysisofmultiplependulums AT olegdmitrochenko conecomplementarityapproachfordynamicanalysisofmultiplependulums AT markokmatikainen conecomplementarityapproachfordynamicanalysisofmultiplependulums AT grzegorzorzechowski conecomplementarityapproachfordynamicanalysisofmultiplependulums AT akimikkola conecomplementarityapproachfordynamicanalysisofmultiplependulums |
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1724418867209437184 |