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A Comparison of Thermal Dispersion Behaviour in High-Conductivity Porous Media of Various Pore Geometries

机译:各种孔隙几何形状高导电性多孔介质中热分散行为的比较

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The effect of pore geometry on the axial thermal dispersion conductivity for high-conductivity porous media under general thermal non-equilibrium conditions is studied numerically. Pore geometries including arrays of inline square and circular cylinders, staggered circular cylinders, and a three-dimensional idealization of a graphite foam pore geometry are used to study the effects of the solid constituent shape and arrangement, as well as the effect of a relatively complex three-dimensional pore structure. Results indicate that in general, the dispersion conductivity cannot be considered a simple function of the Peclet number due to the effects of inertia, which cause the dispersion behaviour to depend on both the Reynolds and Prandtl numbers. On the basis of the current results, it is recommended that the influences of the Reynolds and Prandtl numbers be considered separately when generating models for the dispersion conductivity.
机译:在数值上研究了孔几何形状对一般热非平衡条件下的高导电性多孔介质轴向热分散电导率的影响。包括内联方形和圆柱形,交错的圆柱形和石墨泡沫孔几何形状的三维理想,包括孔的孔隙几何形状用于研究固体构成形状和布置的影响,以及相对复杂的效果三维孔隙结构。结果表明,通常,由于惯性的效果导致分散电导率不能被认为是Peclet号的简单功能,这导致分散行为取决于雷诺和普朗斯特数。在当前结果的基础上,建议在为分散电导率产生模型时分别考虑雷诺和普朗斯特数的影响。

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