On the Magnus effect of a (finite) circular cylinder near a ground plate : experiments and computations

碩士 === 國立臺灣大學 === 應用力學研究所 === 106 === Though Magnus effect and its application had been widely investigated by many scientist and researchers, its behavior under the influence of the near ground effect has recently acquired much attention. However, most studies considered the ground effect as a stat...

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Main Authors: Hsin-Hua Lee, 李昕樺
Other Authors: 朱錦洲
Format: Others
Language:zh-TW
Published: 2017
Online Access:http://ndltd.ncl.edu.tw/handle/n2cp63
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spelling ndltd-TW-106NTU054990062019-05-16T00:22:54Z http://ndltd.ncl.edu.tw/handle/n2cp63 On the Magnus effect of a (finite) circular cylinder near a ground plate : experiments and computations 長與有限圓柱的Magnus效應之近地影響:實驗與計算 Hsin-Hua Lee 李昕樺 碩士 國立臺灣大學 應用力學研究所 106 Though Magnus effect and its application had been widely investigated by many scientist and researchers, its behavior under the influence of the near ground effect has recently acquired much attention. However, most studies considered the ground effect as a static surface without relative velocity towards the subject. Therefore, this research is aimed to numerically and experimentally investigate the flow interaction around a rolling cylinder that shifts towards a flat surface in a uniform flow. Further, the results in the dy- namic case were compared to the static cases under both 2 dimensional and 3 dimensional aspects. Some important normalized parameters of the rolling cylinder being discussed through- out the entire investigation are the rotation ratio α, declining velocity ratio β, and the spac- ing gap between the cylinder and the flat surface SG. The range of interest for α is from 0 to ±0.2, and SG from 5D to 0.5D, where D is the diameter of the rolling cylinder chosen to be 2 cm and 3 cm. Note that three types of classification are distinguished according to the rotation motion of the cylinder: One is when the cylinder has non-rotation (α = 0); another would be the cylinder rotating in counterclockwise direction (α > 0); and the other is the clockwise rotation (α < 0) of the cylinder. The results show that the flow pattern significantly varies in each of the three distin- guished types of rotation motion. In the first case, when the cylinder is non-rotation, the ground effect mitigates eddies behind the subject and leads to a higher lift and drag. In the second case, when the cylinder is counterclockwise-rotation, as SG is decreasing, the lift and drag drops, and the separation frequency increases. The vortex around the cylinder is alleviated by the ground effect, and the separation occurs at a lower portion behind the cylinder due to the effect of the incoming flow and declining motion. In the last case, when the cylinder is clockwise-rotation, As SG decreases, the lift and the separation frequency decreases, and the drag increases. The vortex is strengthened by the ground effect, and the separation occurs at a higher portion with the same reasoning. Further, the stability analysis is applied to the three distinguished motions to check for their stability. As a result, the phenomenon of the flow patterns are consistent in both static and dynamics cases, but the force exerted on the cylinder is smaller for the dynamic case. 朱錦洲 張建成 2017 學位論文 ; thesis 97 zh-TW
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language zh-TW
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description 碩士 === 國立臺灣大學 === 應用力學研究所 === 106 === Though Magnus effect and its application had been widely investigated by many scientist and researchers, its behavior under the influence of the near ground effect has recently acquired much attention. However, most studies considered the ground effect as a static surface without relative velocity towards the subject. Therefore, this research is aimed to numerically and experimentally investigate the flow interaction around a rolling cylinder that shifts towards a flat surface in a uniform flow. Further, the results in the dy- namic case were compared to the static cases under both 2 dimensional and 3 dimensional aspects. Some important normalized parameters of the rolling cylinder being discussed through- out the entire investigation are the rotation ratio α, declining velocity ratio β, and the spac- ing gap between the cylinder and the flat surface SG. The range of interest for α is from 0 to ±0.2, and SG from 5D to 0.5D, where D is the diameter of the rolling cylinder chosen to be 2 cm and 3 cm. Note that three types of classification are distinguished according to the rotation motion of the cylinder: One is when the cylinder has non-rotation (α = 0); another would be the cylinder rotating in counterclockwise direction (α > 0); and the other is the clockwise rotation (α < 0) of the cylinder. The results show that the flow pattern significantly varies in each of the three distin- guished types of rotation motion. In the first case, when the cylinder is non-rotation, the ground effect mitigates eddies behind the subject and leads to a higher lift and drag. In the second case, when the cylinder is counterclockwise-rotation, as SG is decreasing, the lift and drag drops, and the separation frequency increases. The vortex around the cylinder is alleviated by the ground effect, and the separation occurs at a lower portion behind the cylinder due to the effect of the incoming flow and declining motion. In the last case, when the cylinder is clockwise-rotation, As SG decreases, the lift and the separation frequency decreases, and the drag increases. The vortex is strengthened by the ground effect, and the separation occurs at a higher portion with the same reasoning. Further, the stability analysis is applied to the three distinguished motions to check for their stability. As a result, the phenomenon of the flow patterns are consistent in both static and dynamics cases, but the force exerted on the cylinder is smaller for the dynamic case.
author2 朱錦洲
author_facet 朱錦洲
Hsin-Hua Lee
李昕樺
author Hsin-Hua Lee
李昕樺
spellingShingle Hsin-Hua Lee
李昕樺
On the Magnus effect of a (finite) circular cylinder near a ground plate : experiments and computations
author_sort Hsin-Hua Lee
title On the Magnus effect of a (finite) circular cylinder near a ground plate : experiments and computations
title_short On the Magnus effect of a (finite) circular cylinder near a ground plate : experiments and computations
title_full On the Magnus effect of a (finite) circular cylinder near a ground plate : experiments and computations
title_fullStr On the Magnus effect of a (finite) circular cylinder near a ground plate : experiments and computations
title_full_unstemmed On the Magnus effect of a (finite) circular cylinder near a ground plate : experiments and computations
title_sort on the magnus effect of a (finite) circular cylinder near a ground plate : experiments and computations
publishDate 2017
url http://ndltd.ncl.edu.tw/handle/n2cp63
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