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Finite-wall effect on buoyant convection in an enclosure with pulsating exterior surface temperature

机译:脉动外表面温度对围墙中浮力对流的有限壁效应

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A numerical study is made of the finite-wall effect in the benchmark--configuration buoyant convection in a square cavity at large Rayleigh number. A general formulation, with one vertical sidewall of finite thickness and thermal conductivity. is presented. Firstly. the finite-wall effect for the case of non--pulsating boundary temperature condition is delineated. The energy balance consideration. together with the preceding empirical correlations. leads to a simple formula to predict the temperature at the interior surface of the finite--thickness wall. The analytical predictions are shown to be consistent with the results of full-dress Navier-Stokes numerical solutions. Secondly. the finite-wall effect for the case of pulsating boundary temperature condition is explored. The numerical results illustrate that the , amplitude of oscillating Nusselt number. A(Nu ), at the central plane peaks at a particular pulsation frequency. This has been interpreted to be a manifestation of resonance. The finite--wall effect on the shift of resonance frequency is discussed. The temperature oscillation at the interior surface of the solid wall is examined, and the convection- modified model is introduced to describe the alteration in the temperature contrast across the fluid portion. The estimation of the resonance frequency, based on the internal gravity oscillations. is shown to be in accord with the Navier- Stokes numerical solutions.
机译:数值研究是在大瑞利数下方腔中基准-配置浮力对流中的有限壁效应进行的。一种通用配方,其中一个垂直侧壁的厚度和导热系数有限。被表达。首先。描述了非脉动边界温度条件下的有限壁效应。能量平衡考虑。以及前面的经验相关性。得出一个简单的公式来预测有限厚度壁内表面的温度。分析预测显示与完整的Navier-Stokes数值解的结果一致。其次。探讨了脉动边界温度条件下的有限壁效应。数值结果表明,振荡努塞尔特数的振幅为。 A(Nu)在中心平面以特定的脉动频率达到峰值。这已被解释为共振的体现。讨论了共振频率偏移的有限壁效应。检查了固体壁内表面的温度振荡,并引入了对流修正模型来描述整个流体部分的温度反差的变化。根据内部重力振荡估算共振频率。证明与Navier-Stokes数值解一致。

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