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Vibration effect on the Soret-induced convection of ternary mixture in a rectangular cavity heated from below

机译:从下面加热的矩形腔中的三元混合物对流的振动效应

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This paper presents the results of numerical simulation of the Soret-induced convection of ternary mixture in the rectangular cavity elongated in horizontal direction in gravity field. The cavity has rigid impermeable boundaries. It is heated from the bellow and undergoes translational linearly polarized vibrations of finite amplitude and frequency in the horizontal direction. The problem is solved by finite difference method in the framework of full unsteady non-linear approach. The procedure of diagonalization of the molecular diffusion coefficient matrix is applied, allowing to eliminate cross-diffusion components in the equations and to reduce the number of the governing parameters. The calculations are performed for model ternary mixture with positive separation ratios of the components. The data on the vibration effect on temporal evolution of instantaneous and average fields and integral characteristics of the flow and heat and mass transfer at different levels of gravity are obtained.
机译:本文介绍了在重力场中水平方向上伸长的矩形腔中的矩形混合物中的三元混合物对流的数值模拟结果。腔具有刚性不可渗透的边界。它从波纹管中加热,并在水平方向上进行有限幅度和频率的平移线性偏振振动。全不稳定非线性方法框架中有限差分法解决了问题。应用分子扩散系数矩阵的对角化程序,允许消除方程中的交叉扩散分量并减少控制参数的数量。对具有组分的正分离比的模型三元混合物进行计算。获得了关于瞬时和平均场的时间演化的振动效应的数据以及不同重力的流动和热量和传质的整体特征。

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