Mixed Convective Transport Around Staggered Rows of Square Cylinders

D. Chatterjee, Advanced Design
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引用次数: 1

Abstract

The unsteady mixed convective transport around multiple bluff objects placed in a staggered configuration with respect to a uniform free stream flow is analyzed through two-dimensional numerical computation. The bluff objects are identical in shape and size with square cross-section and arranged in two different rows within an unconfined domain. A small temperature difference between the objects and the free stream results in the free convection in addition to the forced flow. Simulation is carried out using a finite volume based method considering a uniform cross flow of air (Prandtl number = 0.71) at a moderate Reynolds number (= 100). The transverse spacing between the cylinders may anticipated to influence significantly the wake dynamics, which in turn affects the thermal transport. Simultaneously, the mixed convective strength also influences the wake dynamics and vortex structure formation. An interplay between these two effects aptly dictates the resulting flow dynamics and associated thermal transport. Accordingly, the dimensionless transverse spacing is varied (= 1, 3 and 5) along with the mixed convective strength (Richardson number = 0-2). It is observed that the flow and thermal fields show chaotic nature at smaller transverse spacing. However, at larger spacing, the usual unsteady vortex dynamics persists. Very interestingly it is observed that the chaotic flow at smaller transverse spacing reduces its instability to become unsteady periodic at larger strength of the thermal buoyancy. The average heat transfer from the cylinders is found more at smaller transverse spacings and it increases with increasing mixed convective strength.
交错排列的方形圆柱体周围的混合对流传输
采用二维数值计算的方法,分析了均匀自由流动条件下多个错开钝体周围非定常混合对流输运问题。钝壁物体形状和大小相同,横截面为方形,在无限制区域内排列成两行。物体和自由流之间的温差很小,除了强制流动外,还会产生自由对流。考虑中等雷诺数(= 100)下均匀的空气横流(普朗特数= 0.71),采用基于有限体积的方法进行了模拟。气缸之间的横向间距可能会显著影响尾迹动力学,而尾迹动力学反过来又影响热传递。同时,混合对流强度也影响尾迹动力学和涡结构的形成。这两种效应之间的相互作用恰当地决定了由此产生的流动动力学和相关的热输运。因此,无因次横向间距随混合对流强度(理查德森数= 0-2)而变化(= 1、3和5)。观察到在较小的横向间距下,流场和热场呈现混沌性质。然而,在较大的间距下,通常的非定常涡动力学仍然存在。有趣的是,在较小的横向间距下,混沌流动的不稳定性降低,在较大的热浮力强度下,混沌流动变为非定常周期性流动。横向间距越小,平均换热量越大,且随混合对流强度的增加而增加。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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