Multigrid Approach in Irregular Boundary Field
碩士 === 國立中興大學 === 土木工程學系 === 84 === In this study,develop a numerical model,the first uses Body- fitted coordinate system,to transform the coordinate system of the flow field, irregular boundary geometric shape of physical space into regular bound- ar...
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ndltd-TW-084NCHU00150562016-02-05T04:16:17Z http://ndltd.ncl.edu.tw/handle/80843740787725294141 Multigrid Approach in Irregular Boundary Field 多重網格法於不規則邊界流場之應用 Lee, Charng-Ho 李長和 碩士 國立中興大學 土木工程學系 84 In this study,develop a numerical model,the first uses Body- fitted coordinate system,to transform the coordinate system of the flow field, irregular boundary geometric shape of physical space into regular bound- ary geometric shape of compuational space , Secondly,multigrid method combining with automatic adaptive mesh refinement technique , then is applied to the Two-dimension irregular boundary flow. The Governing equation uses Wave equation,the governing equation have been coordinates system transform mapping,then applied to the coo- rdinates of compuational space.Our approximation is based on the use of finite differences at each grid level.Multigrid approach requires a data structure that is simple enough to implement efficiently, yet flexible enouth to permit the very complicated patterns of local mesh refinement that would be generated by and adaptive mesh refinement strategy. The adaptive mesh refinement criterion is based on estimates of the first order derivative error. The models have been verified analytical solution of flow field , then is applied to the Two-dimension irregular boundary flow,in order to obtain the simultae product. Lan Chin-Wu 藍振武 1996 學位論文 ; thesis 43 zh-TW |
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碩士 === 國立中興大學 === 土木工程學系 === 84 === In this study,develop a numerical model,the first uses Body-
fitted coordinate system,to transform the coordinate system
of the flow field, irregular boundary geometric shape of
physical space into regular bound- ary geometric shape of
compuational space , Secondly,multigrid method combining
with automatic adaptive mesh refinement technique , then is
applied to the Two-dimension irregular boundary flow.
The Governing equation uses Wave equation,the governing
equation have been coordinates system transform mapping,then
applied to the coo- rdinates of compuational space.Our
approximation is based on the use of finite differences at
each grid level.Multigrid approach requires a data structure
that is simple enough to implement efficiently, yet flexible
enouth to permit the very complicated patterns of local mesh
refinement that would be generated by and adaptive mesh
refinement strategy. The adaptive mesh refinement criterion
is based on estimates of the first order derivative error.
The models have been verified analytical solution of flow field
, then is applied to the Two-dimension irregular boundary
flow,in order to obtain the simultae product.
|
author2 |
Lan Chin-Wu |
author_facet |
Lan Chin-Wu Lee, Charng-Ho 李長和 |
author |
Lee, Charng-Ho 李長和 |
spellingShingle |
Lee, Charng-Ho 李長和 Multigrid Approach in Irregular Boundary Field |
author_sort |
Lee, Charng-Ho |
title |
Multigrid Approach in Irregular Boundary Field |
title_short |
Multigrid Approach in Irregular Boundary Field |
title_full |
Multigrid Approach in Irregular Boundary Field |
title_fullStr |
Multigrid Approach in Irregular Boundary Field |
title_full_unstemmed |
Multigrid Approach in Irregular Boundary Field |
title_sort |
multigrid approach in irregular boundary field |
publishDate |
1996 |
url |
http://ndltd.ncl.edu.tw/handle/80843740787725294141 |
work_keys_str_mv |
AT leecharngho multigridapproachinirregularboundaryfield AT lǐzhǎnghé multigridapproachinirregularboundaryfield AT leecharngho duōzhòngwǎnggéfǎyúbùguīzébiānjièliúchǎngzhīyīngyòng AT lǐzhǎnghé duōzhòngwǎnggéfǎyúbùguīzébiānjièliúchǎngzhīyīngyòng |
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