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Nonequilibrium Natural convection in a Differentially Heated Cavity Filled With a Saturated Porous Matrix

机译:充满饱和多孔基体的差热腔中的非平衡自然对流

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Steady-state natural convection in an enclosure filled with a satu- rated porous medium is investigated numerically. Brinkman- Forchheimer's extension of Darcy flow with a nonequilibrium Model is used in the analysis. The paper intends to address the Validity of the equilibrium model for natural convection. The pre- Dicted results indicated that the equilibrum model is difficult to Justify for non-Darcy regime and when the solid thermal conduc- Tivity is higher than the fluid thermal conductivity. The maximum Differences in the temperatures between the two phases take place At the bottom-life corner and due to skew-symmetry of the prob- lem at the upper-right corner.
机译:对装有饱和多孔介质的外壳中的稳态自然对流进行了数值研究。分析中使用了Brinkman-Forchheimer用非平衡模型对Darcy流的扩展。本文旨在探讨自然对流平衡模型的有效性。预测结果表明,对于非达西状态以及当固体导热系数高于流体导热系数时,平衡模型很难证明是正确的。两相之间的最大温度差发生在底部寿命拐角处,并且由于右上角存在问题的偏斜对称性。

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