Combined BEM and Perturbation to Analyze Wvae Refraction- diffraction
碩士 === 國立海洋大學 === 河海工程學系 === 84 === The study of the wave refraction-diffraction by boundaries such as island,bays and harbors are importance to ocean engineers. In the last years,various numerical models have proposed to mil...
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ndltd-TW-084NTOU01920082016-07-13T04:10:43Z http://ndltd.ncl.edu.tw/handle/89384304913825961585 Combined BEM and Perturbation to Analyze Wvae Refraction- diffraction 結合邊界元素法與微擾法解析波浪折-繞射問題 Wu, Jen-Hong 吳俊宏 碩士 國立海洋大學 河海工程學系 84 The study of the wave refraction-diffraction by boundaries such as island,bays and harbors are importance to ocean engineers. In the last years,various numerical models have proposed to mild-slpoe equation. Combinedboundary element method and perturbation and using dual reciprocity boundaryelement method have presented. The two numerical methods, one of them withdomain integral and the other with great matrix are complex. For improving the shortcomings this paper presents a new model. This paper presents a numerical model combined dual reciprocity boundaryelement method (DRBEM) and perturbation technique to analyze wave refraction-diffraction around a circular island on varying water depth. First, perturbation technique was used on the Mild-Slope equation, obtained a homogeneous Helmholtz equation and a nonhomogeneous Helmholtz equation. The homogeneous Helmholtz equation was solved by BEM, and the nonhomogeneousHelmholtz equation was solved by DRBEM. Comparisons are given with the analytical solutions and other numerical result. Good agreements are obtained.The model showed to be an adaptable method for solving wave refraction-diffraction problems. Hsiao Sung-Shan 蕭松山 1996 學位論文 ; thesis 2 zh-TW |
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碩士 === 國立海洋大學 === 河海工程學系 === 84 === The study of the wave refraction-diffraction by boundaries
such as island,bays and harbors are importance to ocean
engineers. In the last years,various numerical models have
proposed to mild-slpoe equation. Combinedboundary element
method and perturbation and using dual reciprocity
boundaryelement method have presented. The two numerical
methods, one of them withdomain integral and the other with
great matrix are complex. For improving the shortcomings this
paper presents a new model.
This paper presents a numerical model combined dual reciprocity
boundaryelement method (DRBEM) and perturbation technique to
analyze wave refraction-diffraction around a circular
island on varying water depth. First, perturbation
technique was used on the Mild-Slope equation, obtained
a homogeneous Helmholtz equation and a nonhomogeneous Helmholtz
equation. The homogeneous Helmholtz equation was solved by
BEM, and the nonhomogeneousHelmholtz equation was solved by
DRBEM. Comparisons are given with the analytical solutions and
other numerical result. Good agreements are obtained.The model
showed to be an adaptable method for solving wave
refraction-diffraction problems.
|
author2 |
Hsiao Sung-Shan |
author_facet |
Hsiao Sung-Shan Wu, Jen-Hong 吳俊宏 |
author |
Wu, Jen-Hong 吳俊宏 |
spellingShingle |
Wu, Jen-Hong 吳俊宏 Combined BEM and Perturbation to Analyze Wvae Refraction- diffraction |
author_sort |
Wu, Jen-Hong |
title |
Combined BEM and Perturbation to Analyze Wvae Refraction- diffraction |
title_short |
Combined BEM and Perturbation to Analyze Wvae Refraction- diffraction |
title_full |
Combined BEM and Perturbation to Analyze Wvae Refraction- diffraction |
title_fullStr |
Combined BEM and Perturbation to Analyze Wvae Refraction- diffraction |
title_full_unstemmed |
Combined BEM and Perturbation to Analyze Wvae Refraction- diffraction |
title_sort |
combined bem and perturbation to analyze wvae refraction- diffraction |
publishDate |
1996 |
url |
http://ndltd.ncl.edu.tw/handle/89384304913825961585 |
work_keys_str_mv |
AT wujenhong combinedbemandperturbationtoanalyzewvaerefractiondiffraction AT wújùnhóng combinedbemandperturbationtoanalyzewvaerefractiondiffraction AT wujenhong jiéhébiānjièyuánsùfǎyǔwēirǎofǎjiěxībōlàngzhéràoshèwèntí AT wújùnhóng jiéhébiānjièyuánsùfǎyǔwēirǎofǎjiěxībōlàngzhéràoshèwèntí |
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1718345505889583104 |