Simulation of Unsteady Flows In Irregular Channels by Explicit Finite-Analytic Model

碩士 === 國立交通大學 === 土木工程研究所 === 86 ===   This study aims at the simulation of gradually and rapidly 1-D openchannel flow based on the explicit finite analytic method. The investigation on dam-break wave is one of the important topics in Hydraulics. The analytic solutions in the rectangular channels, h...

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Main Authors: Chen, Tung-Yi, 陳桐議
Other Authors: Yeh, Keh-Chia
Format: Others
Language:zh-TW
Published: 1998
Online Access:http://ndltd.ncl.edu.tw/handle/77909614254020437066
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spelling ndltd-TW-086NCTU30150502015-10-13T11:06:15Z http://ndltd.ncl.edu.tw/handle/77909614254020437066 Simulation of Unsteady Flows In Irregular Channels by Explicit Finite-Analytic Model 有限解析法模式於渠道變量流之模擬 Chen, Tung-Yi 陳桐議 碩士 國立交通大學 土木工程研究所 86   This study aims at the simulation of gradually and rapidly 1-D openchannel flow based on the explicit finite analytic method. The investigation on dam-break wave is one of the important topics in Hydraulics. The analytic solutions in the rectangular channels, hydraulic experiments in irregular channels, and development of numerical models have the purpose of trying to accurately describe propagation of dambreak waves in open channels. in this study, the proposed explicit finite analytic model is first validated by comparing the simulated results with the analytic solution derived by Chow for dry-bed dam-break wave, Bellos et al.''s 2-D dam-break experimental data, and Savic''s results based on the modified Godunov method. By obeying the stability condition for the explicit scheme, simulated results based on the adoption of allowabie maximum time the increments are quite good. Finally, the downstream reach of Ah-Gong-Diann River is used as the real case for simulation. The propagation of the 50-yr flood as well as the lateral inflows is simulated. In addition, propagation of the dam-break wave along the River, without lateral inflows, is also studied. Yeh, Keh-Chia 葉克家 1998 學位論文 ; thesis 62 zh-TW
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language zh-TW
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description 碩士 === 國立交通大學 === 土木工程研究所 === 86 ===   This study aims at the simulation of gradually and rapidly 1-D openchannel flow based on the explicit finite analytic method. The investigation on dam-break wave is one of the important topics in Hydraulics. The analytic solutions in the rectangular channels, hydraulic experiments in irregular channels, and development of numerical models have the purpose of trying to accurately describe propagation of dambreak waves in open channels. in this study, the proposed explicit finite analytic model is first validated by comparing the simulated results with the analytic solution derived by Chow for dry-bed dam-break wave, Bellos et al.''s 2-D dam-break experimental data, and Savic''s results based on the modified Godunov method. By obeying the stability condition for the explicit scheme, simulated results based on the adoption of allowabie maximum time the increments are quite good. Finally, the downstream reach of Ah-Gong-Diann River is used as the real case for simulation. The propagation of the 50-yr flood as well as the lateral inflows is simulated. In addition, propagation of the dam-break wave along the River, without lateral inflows, is also studied.
author2 Yeh, Keh-Chia
author_facet Yeh, Keh-Chia
Chen, Tung-Yi
陳桐議
author Chen, Tung-Yi
陳桐議
spellingShingle Chen, Tung-Yi
陳桐議
Simulation of Unsteady Flows In Irregular Channels by Explicit Finite-Analytic Model
author_sort Chen, Tung-Yi
title Simulation of Unsteady Flows In Irregular Channels by Explicit Finite-Analytic Model
title_short Simulation of Unsteady Flows In Irregular Channels by Explicit Finite-Analytic Model
title_full Simulation of Unsteady Flows In Irregular Channels by Explicit Finite-Analytic Model
title_fullStr Simulation of Unsteady Flows In Irregular Channels by Explicit Finite-Analytic Model
title_full_unstemmed Simulation of Unsteady Flows In Irregular Channels by Explicit Finite-Analytic Model
title_sort simulation of unsteady flows in irregular channels by explicit finite-analytic model
publishDate 1998
url http://ndltd.ncl.edu.tw/handle/77909614254020437066
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