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首页> 外文期刊>International Journal for Numerical Methods in Fluids >NUMERICAL SIMULATION OF TRANSIENT PLANAR FLOW OF A VISCQELASTIC MATERIAL WITH TWO MOVING FREE SURFACES
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NUMERICAL SIMULATION OF TRANSIENT PLANAR FLOW OF A VISCQELASTIC MATERIAL WITH TWO MOVING FREE SURFACES

机译:具有两个运动自由表面的粘弹性材料瞬态平面流动的数值模拟

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In this study, we examine the numerical simulation of transient viscoelastic flows with two moving free surfaces. A modified Galeikin finite element method is implemented to the two-dimensional non-steady motion of the fluid of the Oldroyd-B type. The fluid is initially placed between two parallel plates and bounded by two straight free boundaries. In this Lagrangian finite element method, the spatial mesh deforms in time along with the moving free boundaries. The unknown shape of the free surfaces is determined with the flow field u, v, t, p by the deformable finite element method, combined With a predictor-corrector scheme in an uncoupled fashion. The moving free surfaces and fluid motion of both Newtonian and non-Newtonian flows are investigated. The results include the influence of surface tension, fluid inertia and elasticity.
机译:在这项研究中,我们研究了具有两个移动自由表面的瞬态粘弹性流动的数值模拟。对Oldroyd-B型流体的二维非定常运动实施了改进的Galeikin有限元方法。最初将流体放置在两个平行板之间,并以两个笔直的自由边界为边界。在这种拉格朗日有限元方法中,空间网格随移动的自由边界随时间变形。自由表面的未知形状由流场u,v,t,p通过可变形有限元方法确定,并与预测器-校正器方案以非耦合方式组合。研究了牛顿流和非牛顿流的运动自由表面和流体运动。结果包括表面张力,流体惯性和弹性的影响。

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