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研究生: 周妙純
Chou, Miao-Chun
論文名稱: 複式渠道之粗糙係數研究
A Quantitative Analysis on Roughness Coefficients in Compound Channels
指導教授: 羅偉誠
Lo, Wei-Cheng
學位類別: 碩士
Master
系所名稱: 工學院 - 水利及海洋工程學系
Department of Hydraulic & Ocean Engineering
論文出版年: 2018
畢業學年度: 106
語文別: 中文
論文頁數: 55
中文關鍵詞: 複式斷面等價曼寧n值一維水理演算
外文關鍵詞: Compound channel, equivalent coefficient of roughness, one-dimensional analysis
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  • 為保育河川及避免河川泛濫,一般使用計畫洪水流量及斷面幾何條件與粗糙度並應用曼寧流速公式來設計工程。但河川水流通常在洪水時,由主深槽漫淹到兩側洪水平原,形成有主深槽及洪水平原側槽的複式斷面。
    洪水平原之粗糙度大於主深槽粗糙度。要規劃全斷面水流相關的工程需考慮主深槽及洪水平原側槽的合成粗糙度,以應用於規劃保育及防洪計畫時分析計算流量之水位,以及主槽與側槽之通洪能力。
    基於防洪工程之計畫洪水需要由各分槽分擔,本研究選用以質量守恆發展之Lotter公式推算分槽曼寧n值之等價曼寧n值為全斷面之合成糙度,並以實驗定床複式斷面規則渠道,流況為定量緩變速流實驗結果驗證等價曼寧n值可用於計算複式斷面渠道之縱向水面線,並用於設計防洪工程。
    應用上述縱向水面線及洪水平原側槽之曼寧n值可計算側槽之平均流速及通洪能力,用於設計防洪工程之護岸及河川保育設施。最後用二維模式ARMB -2D演算複式斷面河道之流場,討論用等價曼寧n值推估主深槽及側槽水理特性,顯示等價曼寧n值有良好之實用性。

    As for planning and designing engineering projects or disaster managements, it is necessary to understand characteristics of the river, such as the slope, resistance, and make- up of riparian vegetation. Engineers often use Manning formula to compute water level, velocity, and discharge. To conserve rivers and avoid flooding, engineers usually consider the discharge and the section geometry of the project area they are working on in a river. Water flow often changes in different seasons. When flooding occurs, the water level rises to the floodplains and forms complex sections. Due to vegetation growth in the floodplains, the roughness of the main channel and floodplains are different. It is necessary to use the equivalent coefficient of roughness to get more accurate calculations in order to design sustainable engineering facilities and to plan for natural conservation.
    The total discharge of the river is equal to the discharge of the main channel and floodplain. Thus, this research uses Lotter’s assumption, which follows mass balance to obtain the equivalent coefficient of roughness. Because the equivalent coefficient of roughness is often greater than the coefficient of roughness of the main channel, thus using the equivalent coefficient of roughness can get a more accurate water level calculation. Then, the average velocity of the floodplain can be calculated using the longitudinal water surface line, and then the equivalent coefficient of roughness are useful for designing revetment and river conservation facilities.
    Finally, using two-dimensional Alluvial River-Movable Bed-Two Dimensional Model (ARMB-2D) allows us to calculate the flow field of the compound section. It can also be used to check if the equivalent coefficient of roughness are good for calculating the hydrodynamic characteristics or not. The result demonstrates the effectiveness of using the equivalent coefficient of roughness.

    中文摘要 I Abstract II 誌謝 VII 目錄 VIII 表目錄 X 圖目錄 XI 符號說明 XIII 第一章 緒論 1 1-1 研究動機與目的 1 1-2 文獻回顧 2 1-2.1 河川水流之流量率定曲線 2 1-2.2 植生水理狀況分析 7 1-2.3 複式斷面水理狀況探討 8 1-2.4 不同維度之水理演算探討 8 1-3 本文架構 10 第二章 複式斷面合成粗糙度理論分析 11 2-1 定量等速流 11 2-2 複式斷面 11 2-3 曼寧n值與通洪能力分析 15 第三章 實驗證明 21 3-1 實驗介紹 21 3-2 實驗數據探討 25 第四章 結果與討論 29 4-1 水深對n值之影響 29 4-2 等速流與緩變速流之曼寧n值之探討 29 4-3 一維及二維水理分析 32 4-4 曼寧n值對水流條件之影響 41 第五章 結論與建議 42 5-1 結論 42 5-2 建議 42 參考文獻 44 附錄 二維水理模式介紹 47 A.1 前言 47 A.2 水流基本控制方程式 47 A.3 人工滯性項: 51 A.4 邊界條件與起始條件 52  

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