The Effect of Environmental Temperature on Flow Instability of Natural Convection Between Two Vertical Infinite Parallel Plates
碩士 === 大同工學院 === 機械工程研究所 === 87 === This thesis presents the analysis on flow instability of natural convection between two vertical infinite parallel differentially heated plates. Assuming Prandtl number to be 1, Pr=1, central difference structure of finite difference method is adopted t...
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ndltd-TW-087TTIT04890252015-10-13T11:50:26Z http://ndltd.ncl.edu.tw/handle/52417257603614028620 The Effect of Environmental Temperature on Flow Instability of Natural Convection Between Two Vertical Infinite Parallel Plates 環境溫度對於兩鉛直無限平行平板間對流流動不穩定性之影響 Duo-Ching Liu 劉多慶 碩士 大同工學院 機械工程研究所 87 This thesis presents the analysis on flow instability of natural convection between two vertical infinite parallel differentially heated plates. Assuming Prandtl number to be 1, Pr=1, central difference structure of finite difference method is adopted to rewrite at each interior grid point the associated Orr-Sommerfeld equation into two difference equations which are composed by two functions ■ and ■. Subsequently, the difference equations are expressed in matrix form and the boundary conditions of ■ and ■ are applied at end points to obtain the neutral linear stability curves for various environmental temperatures. As a result, the critical Grashof number and the absolute value of critical wave number increase as the environmental temperature rises, while the critical wave velocity decreases as the environmental temperature rises. Yaw-Dong Shih 史耀東 1999 學位論文 ; thesis 51 en_US |
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碩士 === 大同工學院 === 機械工程研究所 === 87 === This thesis presents the analysis on flow instability of natural convection between two vertical infinite parallel differentially heated plates. Assuming Prandtl number to be 1, Pr=1, central difference structure of finite difference method is adopted to rewrite at each interior grid point the associated Orr-Sommerfeld equation into two difference equations which are composed by two functions ■ and ■. Subsequently, the difference equations are expressed in matrix form and the boundary conditions of ■ and ■ are applied at end points to obtain the neutral linear stability curves for various environmental temperatures. As a result, the critical Grashof number and the absolute value of critical wave number increase as the environmental temperature rises, while the critical wave velocity decreases as the environmental temperature rises.
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Yaw-Dong Shih |
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Yaw-Dong Shih Duo-Ching Liu 劉多慶 |
author |
Duo-Ching Liu 劉多慶 |
spellingShingle |
Duo-Ching Liu 劉多慶 The Effect of Environmental Temperature on Flow Instability of Natural Convection Between Two Vertical Infinite Parallel Plates |
author_sort |
Duo-Ching Liu |
title |
The Effect of Environmental Temperature on Flow Instability of Natural Convection Between Two Vertical Infinite Parallel Plates |
title_short |
The Effect of Environmental Temperature on Flow Instability of Natural Convection Between Two Vertical Infinite Parallel Plates |
title_full |
The Effect of Environmental Temperature on Flow Instability of Natural Convection Between Two Vertical Infinite Parallel Plates |
title_fullStr |
The Effect of Environmental Temperature on Flow Instability of Natural Convection Between Two Vertical Infinite Parallel Plates |
title_full_unstemmed |
The Effect of Environmental Temperature on Flow Instability of Natural Convection Between Two Vertical Infinite Parallel Plates |
title_sort |
effect of environmental temperature on flow instability of natural convection between two vertical infinite parallel plates |
publishDate |
1999 |
url |
http://ndltd.ncl.edu.tw/handle/52417257603614028620 |
work_keys_str_mv |
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