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本文将基于Front Tracking方法求解气液两相界面迁移特性的直接数值模拟方法扩展到中低Re数情形(1.89≤ Re≤55.6),针对无边界以及垂直壁面附近高粘度流体中单个气泡(1.2 mm≤D≤6 mm)的上升过程进行模拟,研究气泡运动的机理以及气泡与壁面的相互作用.数值模拟准确再现了气泡的上升过程和变形,不同Re数下气泡的上升速度计算结果同经验关联式非常吻合,验证了该方法在中低Re数范围内的有效性.壁面附近流场的不对称引发壁面对气泡的升力是导致气泡逐渐偏离垂直壁面的原因,计算得到的壁面作用力系数同实验结果的对比也确定了本文参数范围内计算壁面对气泡作用力的模型.

参考文献

[1] Takemura F.;Takagi S.;Magnaudet J.;Matsumoto Y. .Drag and lift forces on a bubble rising near a vertical wall in a viscous liquid[J].Journal of Fluid Mechanics,2002(0):277-300.
[2] Antal S P;Lahey Jr R T;Flaherty J E .Analysis of Phase Distribution in Fully Developed Laminar Bubbly TwoPhase Flow[J].International Journal of Multiphase Flow,1991,17(05):635-652.
[3] Takemura F;Takagi S;Matsumoto Y .Lift Force on a Spherical Gas Bubble Rising Near a Plane Wall[J].Transactions of Japan Society of Mechanical Engineers Series B,2000,66(649):2320-2326.
[4] De Vries A W G;Biesheuvel A;Van Wijngaarden L.Notes on the Path and Wake of a Gas Bubble Rising in Pure Water[A].,2001
[5] Tomiyama A;Kataoka I;Sakaguchi T .Drag Coefficient of Bubbles,1st Report:Drag Coefficient of a Single Bubble in a Stagnant Liquid[J].Transactions of Japan Society of Mechanical Engineers Series B,1995,61(587):2357-2364.
[6] Hosokawa S;Tomiyama A;Misaki S.Lateral Migration of Single Bubbles Due to the Presence of Wall[A].,2002:1-6.
[7] 陈斌,T.Kawamura,Y.Kodama.静止水中单个上升气泡的直接数值模拟[J].工程热物理学报,2005(06):980-982.
[8] Lahey Jr R T;Lopez de Bertodano M;Jones Jr O C .Phase Distribution in Complex Geometry Conduits[J].Nuclear Engineering and Design,1993,141(1-2):177-201.
[9] Shu TAKAGI;Yoichiro MATSUMOTO;Huaxiong HUANG .Numerical analysis of a single rising bubble using boundary-fitted coordinate system[J].JSME International Journal, Series B. Fluids and Thermal Engineering,1997(1):42-50.
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