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首页> 外文期刊>International Journal of Heat and Mass Transfer >Analytical and numerical study of Soret mixed convection in two sided lid-driven horizontal cavity: Optimal species separation
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Analytical and numerical study of Soret mixed convection in two sided lid-driven horizontal cavity: Optimal species separation

机译:双面盖驱动水平腔内Soret混合对流的分析和数值研究:最佳物种分离

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The coupling between shear-driven convection and thermo-diffusion is a complex phenomenon due to the interactions between the different forces inside the fluid mixture. This paper studies the species separation that may appear in a parallelepipedic cell filled by a binary mixture. Dirichlet boundary conditions are imposed with differentially heated horizontal walls. Each wall can be animated with a uniform velocity. More precisely, two velocities Up (e(x)) over right arrow, and fU(p)(e(x)) over right arrow are applied at the upper and the lower horizontal walls respectively. An analytical solution, based on the parallel flow approximation in the core region of the cavity of large aspect ratio, is obtained as a function of the dimensionless parameters of the problem. The species separation is optimized according to the multiple control parameters of the problem. The velocity field obtained is the superposition of the flow generated by the velocity of the walls under weightless conditions and thermoconvective flow under gravity only. The combination of these two flows leads to a mixed convection flow with a single convective cell for f is an element of [-1,0] and two superposed cells for f is an element of [0, 1]. Only unicellular flow leads to a notable species separation. This study shows that the effective species separation admits a partial optimum as a function of f and U-p. As in the case of thermogravitational columns, there is no optimum species separation with respect to parameters Delta T and H but, for a fixed temperature difference Delta T, there is a thickness H that optimizes the separation and vice versa. 2D and 3D direct numerical simulations are performed using a finite element method in order to corroborate the analytical results. The influence of mass Peclet number on the diffusive relaxation time is determined numerically. Taking into account the confinement of the medium in the third dimension, perpendicular to a vertical plane, we show that the aspect ratio in the y-direction has an influence on the species separation. (C) 2019 Elsevier Ltd. All rights reserved.
机译:由于流体混合物内部不同力之间的相互作用,剪切驱动对流和热扩散之间的耦合是一个复杂的现象。本文研究了由二元混合物填充的平行六面体细胞中可能出现的物种分离。 Dirichlet边界条件是由不同程度加热的水平壁施加的。每个墙都可以以均匀的速度进行动画处理。更准确地说,分别在上水平壁和下水平壁上施加了两个向右箭头的速度Up(e(x))和向右箭头的fU(p)(e(x))速度。根据问题的无量纲参数,获得了基于大纵横比的型腔核心区域中的平行流近似的解析解。根据问题的多个控制参数优化物种分离。所获得的速度场是壁的速度在无重力条件下产生的流动与仅在重力作用下的热对流产生的叠加。这两个流的组合导致混合的对流,其中单个对流单元的f为[-1,0]的元素,而两个叠加单元的f为[0,1]的元素。只有单细胞流动导致明显的物种分离。这项研究表明,有效的物种分离根据f和U-p允许部分最优。像在热重力塔中一样,就参数Delta T和H而言,没有最佳的物质分离,但是对于固定的温度差Delta T,存在厚度H可以优化分离,反之亦然。为了验证分析结果,使用有限元方法进行了2D和3D直接数值模拟。通过数值确定质量佩克列数对扩散弛豫时间的影响。考虑到垂直于垂直平面的三维空间限制,我们表明y方向的纵横比对物种分离有影响。 (C)2019 Elsevier Ltd.保留所有权利。

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