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Unsteady natural convection within a differentially heated enclosure of sinusoidal corrugated side walls

机译:正弦波纹状侧壁的差温加热罩内的不稳定自然对流

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摘要

Numerically investigation of natural convection within a differentially heated modified square enclosure with sinusoidally corrugated side walls has been performed for different values of Rayleigh number. The fluid inside the enclosure considered is air and is quiescent, initially. The top and bottom surfaces are flat and considered as adiabatic. Results reveal three main stages: an initial stage, a transitory or oscillatory stage and a steady stage for the development of natural convection flow inside the corrugated cavity. The numerical scheme is based on the finite element method adapted to triangular non-uniform mesh ele ment by a non-linear parametric solution algorithm. Investigation has been performed for the Rayleigh number, Ra ranging from 10~5 to 10~8 with variation of corrugation amplitude and frequency. Constant physical properties for the fluid medium have been assumed except for the density where Boussinesq's approximation has been considered. Results have been presented in terms of the isotherms, streamlines, temperature plots, average Nusselt numbers, traveling waves and thermal boundary layer thickness plots, temperature and velocity profiles. The effects of sudden differential heating and its consequent transient behavior on fluid flow and heat transfer characteristics have been observed for the range of gov erning parameters. The present results show that the transient phenomena are greatly influenced by the variation of the Rayleigh number with corrugation amplitude and frequency.
机译:对于瑞利数的不同值,已经对带有正弦波状波纹侧壁的差热修正方形外壳内的自然对流进行了数值研究。所考虑的外壳内部的流体最初是空气,并且是静止的。顶表面和底表面是平坦的,被认为是绝热的。结果揭示了三个主要阶段:在波纹腔内部自然对流发展的初始阶段,过渡阶段或振荡阶段和稳定阶段。该数值方案基于通过非线性参数求解算法适用于三角形非均匀网格元素的有限元方法。已经研究了瑞利数Ra在10〜5至10〜8的范围内,随着波纹幅度和频率的变化。除了考虑了Boussinesq近似的密度之外,还假定了流体介质的物理特性是恒定的。结果以等温线,流线,温度图,平均努塞尔数,行波和热边界层厚度图,温度和速度曲线表示。在控制参数范围内,已经观察到突然的差速加热及其随之而来的瞬态行为对流体流动和传热特性的影响。目前的结果表明,瞬态现象受瑞利数随波纹幅度和频率的变化影响很大。

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