Simulation of single circular cylinder in shear flow
碩士 === 國立中山大學 === 機械與機電工程學系研究所 === 96 === The present study aims to explore dynamical behavior of the fluid-elastic instability of a circular cylinder in shear flow by numerical simulations. The theoretical model comprises two groups of transient conservation equations of mass and momentum and the g...
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ndltd-TW-096NSYS54900482018-06-25T06:05:28Z http://ndltd.ncl.edu.tw/handle/9bf363 Simulation of single circular cylinder in shear flow 單一圓柱在超臨界剪切流場中的運動模擬 Jui-chen Hsu 許瑞呈 碩士 國立中山大學 機械與機電工程學系研究所 96 The present study aims to explore dynamical behavior of the fluid-elastic instability of a circular cylinder in shear flow by numerical simulations. The theoretical model comprises two groups of transient conservation equations of mass and momentum and the governing equations are solved numerically with Fluent software to determine the flow property. The analysis presented that there exist both vortex-induced vibration and flow-elastic vibration for single cylinder in sear flow. The numerical results with a Harmonic Model built from Gambit indicate that there is a transverse force acting from high velocity side toward the low velocity side in shear flow. The transverse force make cylinder move periodically and thus go to a vibration. Furthermore, this study appraises the amplitude and orbit of fluid elastic vibration of a circular cylinder in shear flow and shows the effects of the shear velocity slope and damping factor on fluid elastic vibration of the cylinder. Here in the thesis, as the function applied with Fluent of displaying dynamic mesh on-time, the movement and re-mesh of cylinder could be observed. A vibration expansion diagram was presented and the pictures of flow velocity and flow pressure were retrieved from Fluent. Ming-Heui Yu 游明輝 2008 學位論文 ; thesis 79 zh-TW |
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碩士 === 國立中山大學 === 機械與機電工程學系研究所 === 96 === The present study aims to explore dynamical behavior of the fluid-elastic instability of a circular cylinder in shear flow by numerical simulations. The theoretical model comprises two groups of transient conservation equations of mass and momentum and the governing equations are solved numerically with Fluent software to determine the flow property. The analysis presented that there exist both vortex-induced vibration and flow-elastic vibration for single cylinder in sear flow. The numerical results with a Harmonic Model built from Gambit indicate that there is a transverse force acting from high velocity side toward the low velocity side in shear flow. The transverse force make cylinder move periodically and thus go to a vibration. Furthermore, this study appraises the amplitude and orbit of fluid elastic vibration of a circular cylinder in shear flow and shows the effects of the shear velocity slope and damping factor on fluid elastic vibration of the cylinder.
Here in the thesis, as the function applied with Fluent of displaying dynamic mesh on-time, the movement and re-mesh of cylinder could be observed. A vibration expansion diagram was presented and the pictures of flow velocity and flow pressure were retrieved from Fluent.
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author2 |
Ming-Heui Yu |
author_facet |
Ming-Heui Yu Jui-chen Hsu 許瑞呈 |
author |
Jui-chen Hsu 許瑞呈 |
spellingShingle |
Jui-chen Hsu 許瑞呈 Simulation of single circular cylinder in shear flow |
author_sort |
Jui-chen Hsu |
title |
Simulation of single circular cylinder in shear flow |
title_short |
Simulation of single circular cylinder in shear flow |
title_full |
Simulation of single circular cylinder in shear flow |
title_fullStr |
Simulation of single circular cylinder in shear flow |
title_full_unstemmed |
Simulation of single circular cylinder in shear flow |
title_sort |
simulation of single circular cylinder in shear flow |
publishDate |
2008 |
url |
http://ndltd.ncl.edu.tw/handle/9bf363 |
work_keys_str_mv |
AT juichenhsu simulationofsinglecircularcylinderinshearflow AT xǔruìchéng simulationofsinglecircularcylinderinshearflow AT juichenhsu dānyīyuánzhùzàichāolínjièjiǎnqièliúchǎngzhōngdeyùndòngmónǐ AT xǔruìchéng dānyīyuánzhùzàichāolínjièjiǎnqièliúchǎngzhōngdeyùndòngmónǐ |
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1718704873855254528 |