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Combined effects of shear and buoyancy for mixed convection in an enclosure

机译:剪切力和浮力的组合作用使封闭空间内的对流混合

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摘要

Mixed convection in an enclosure is studied numerically, by adopting a streamfunction-vorticity formulation with a finite difference numerical solution scheme. Two aspects of this study are worthy of note, namely, the forced convection induced by the moving wall as well as the natural convection generated by buoyancy. Flow is generated by the top horizontal or one of the vertical boundary walls any of which can slide along its own plane, while the induced temperature gradient arising from the boundary conditions initiates buoyancy. A parametric investigation of the numerical solutions helps us to make valuable observations of both the heat transfer and flow processes. For the different parameters studied, stream-function plots not only reflect the influence of the boundary conditions, but also the effect of the different dimensionless variables on the flow profile. Variations of the flow profiles as a function of time as well as a function of Grashof number are reported. While the Nusselt number varies considerably with time, the isotherms do not change appreciably with Grashof number as the solution approaches steady state.
机译:通过采用具有有限差分数值解方案的流函数-涡度公式,对封闭空间内的对流进行了数值研究。这项研究的两个方面值得注意,即移动壁引起的强迫对流以及浮力产生的自然对流。流动由顶部水平边界壁或垂直边界壁之一产生,它们中的任何一个都可以沿其自身平面滑动,而边界条件引起的感应温度梯度会引发浮力。对数值解的参数研究有助于我们对传热和流动过程进行有价值的观察。对于研究的不同参数,流函数图不仅反映了边界条件的影响,而且还反映了不同无量纲变量对流量分布的影响。据报道,流量曲线随时间以及格拉斯霍夫数变化。尽管Nusselt数随时间变化很大,但随着溶液接近稳态,等温线随Grashof数的变化并不明显。

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