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ANALYSIS OF FLOW IN A CONCENTRIC CYLINDRICAL VESSEL USING STREAM AND VORTICITY FUNCTION

机译:利用流和涡度函数分析圆柱状容器中的流动

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This paper reports the numerical results of flow in a concentric cylindrical vessel. Velocity plots are shown to illustrate the swirling cylinder flow inside the cylinder having free surface on top and constant rotating bottom wall. The analysis is carried out axisym metric using Stream function and Vorticity method by writing Navier-Stokes equation and continuity equation in cylindrical coordinates in form of stream functions and azimuthal vorticity components eliminating the pressure component. Using Finite Difference Schemes, modified Navier-Stokes equation and continuity equations are solved by explicit methods. No-slip boundary condition is assumed at wall to minimize the discontinuity. Vortex formation is shown using contour plots and variation in Reynolds number and dimensions are considered as variable for the system. As the Reynolds number is increased the system undergoes vortex breakdown. Result clearly indicates the formation of another vortex near the free surface illustrating the phenomena of vortex breakdown. Effect of aspect ratio in the nature flow is also shown in the paper. Comparison of numerically achieved results and experimental results are done for validation.
机译:本文报道了同心圆柱状容器中流动的数值结果。示出了速度图,以说明在内部具有自由表面且恒定旋转的底壁的圆柱体内的旋转圆柱流。通过将Navier-Stokes方程和连续性方程写在圆柱坐标系中,以流函数和方位涡度分量的形式消除压力分量,从而使用流函数和涡度方法进行轴对称度量。使用有限差分方案,通过显式方法求解修正的Navier-Stokes方程和连续性方程。假定墙面没有滑移边界条件,以最大程度地减少不连续性。使用等高线图显示了涡流的形成,雷诺数和尺寸的变化被认为是系统的变量。随着雷诺数的增加,系统会发生涡旋破坏。结果清楚地表明在自由表面附近形成了另一个旋涡,说明了旋涡破裂的现象。本文还显示了纵横比对自然流的影响。比较数值获得的结果和实验结果以进行验证。

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