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研究生: 湯侑儒
Tang, Yu-Ju
論文名稱: 機翼油箱內流場模擬之研究
The Internal Flow Simulation of a Wing Fuel Tank
指導教授: 張克勤
Chang, Keh-Chin
共同指導教授: 鍾光民
Chung, Kung-Ming
學位類別: 碩士
Master
系所名稱: 工學院 - 航空太空工程學系
Department of Aeronautics & Astronautics
論文出版年: 2022
畢業學年度: 110
語文別: 中文
論文頁數: 102
中文關鍵詞: 計算流體力學油箱灌注暫態模擬二相流開孔形狀
外文關鍵詞: VOF, CFD, Fuel Tank Refueling, Transient Simulation, Orifice Shape
相關次數: 點閱:66下載:19
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  • 本論文研究一縮減翼盒在進行快速加油時的燃油流動情形,給定速度進口條件與壓力出口條件,比較三種面積相同之孔洞幾何設計(圓、半圓、三角)對於翼盒結構所造成的壓力。本文先利用與燃油流動類似的水壩崩塌與水柱撞擊案例進行驗證,以確定使用模型與網格設置之正確性。接著利用翼盒進行網格獨立測試、時間步獨立測試與收斂殘值(Residual)測試,以確保上述三項CFD參數並不會對模擬結果造成太大的影響。
    暫態模擬結果顯示半圓孔對於機翼油箱所造成的壓力最大,也需要最大的加油壓力才能給予相同的進口質量流率;我們也發現,進口壓力會直接受到傳輸通道的質量流率影響,同時有起伏現象。

    This paper investigates the internal flow pattern of a reduced wing fuel tank during refueling process. Under the boundary conditions of constant inlet velocity and outlet pressure, the wall pressures of the wing fuel tank simulated using three different types of orifice (semicircle, circle, and triangle shapes) but with same opening area are compared are calculated. The built two-phase physical model is respectively run with a dam-break problem and a water jet impingement problem collected from the literature to validate the model applicability and the mesh layout established. The grid independent test, the time-step independent test, and the convergence criteria test are next conducted to determine the appropriate mesh configuration, the time-step size and the converging residual to be employed in the calculations. It is found that the wing fuel tank associated with semicircle-shaped pathway requires the highest input pumping power since it induces the highest pressure on the wall. It is also shown that the variation of pumping pressure versus time is synchronized with that of the pathway mass flow rate versus time, both showing oscillating behaviors.

    摘要 i 誌謝 v 目錄 vi 表目錄 viii 圖目錄 ix 第1章 緒論 1 1.1 前言 1 1.2 研究背景與動機 2 1.3 研究目的 4 1.4 文獻回顧 4 第2章 問題描述 9 2.1 幾何形狀 9 2.2 孔洞幾何形狀 13 第3章 物理模型與數值方法 17 3.1 統御方程式 17 3.1.1 質量守恆 17 3.1.2 動量守恆 17 3.2 物理模型 (Physical Modeling) 18 3.2.1 紊流模型 18 3.2.2 近壁面處理 23 3.2.3 Volume of Fluid (VOF) 24 3.2.4 Turbulence Damping 26 3.2.5 Surface Tension 27 3.3 機翼油箱內流場模擬邊界條件 28 3.4 機翼油箱內流場模擬初始條件 29 3.5 數值方法 29 3.5.1 空間離散法(Spatial Discretization Method) 30 3.5.2 柯朗數(Courant Number) 31 3.5.3 時間前進法(Time Advancement Method) 32 3.5.4 VOF時間前進法 33 3.5.5 壓力-速度耦合演算法(Pressure-Velocity Coupling Algorithm) 33 3.5.6 網格切分工具 35 3.5.7 時間步長 37 第4章 程式與物理模型驗證 38 4.1 水壩崩塌驗證 39 4.1.1 水壩崩塌物理現象 39 4.1.2 幾何與邊界條件 39 4.1.3 網格設置 41 4.1.4 模型選用 41 4.1.5 結果與討論 41 4.1.6 結論 44 4.2 水柱撞擊驗證 46 4.2.1 水柱撞擊物理現象 46 4.2.2 幾何與邊界條件設置 47 4.2.3 網格設置 48 4.2.4 模型選用 49 4.2.5 結果與討論 49 4.2.6 結論 50 4.3 網格獨立測試(Grid Independent Test) 51 4.3.1 入口壓力測試結果 53 4.3.2 壁面剪應力積分結果 54 4.4 時間步獨立測試(Time Step Independence Test) 55 4.5 收斂判定測試(Converge Criteria Test) 59 第5章 結果與討論 63 5.1 翼盒內流場流動模式 64 5.2 三種孔洞暫態模擬結果 72 5.2.1 入口壓力與各翼盒壓力結果 72 5.2.2 各翼盒壓差結果 76 5.2.3 各通道質量流率結果 80 5.2.4 y+與Courant Number結果 84 5.2.5 各翼盒壓差與質量流率的關係 85 5.3 不同開孔形狀對翼盒內流場的影響 91 5.4 穩態結果 95 第6章 結論與未來展望 97 6.1 結論 97 6.2 未來展望 98 參考文獻 99

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