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Laminar heat transfer in a porous channel simulated with a two-energy equation model

机译:用两个能量方程模型模拟多孔通道内的层流传热

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Laminar heat transfer in a porous channel is numerically simulated with a two-energy equation model for conduction and convection. Macroscopic equations for continuity, momentum and energy transport for the fluid and solid phases are presented. The numerical methodology employed is based on the control volume approach with a boundary-fitted non-orthogonal coordinate system. Fully developed forced convection in a porous channel bounded by parallel plates is considered. Solutions for Nusselt numbers along the channel are presented for laminar flows. Results simulate the effects Reynolds number Re, porosity, particle size and solid-to-fluid thermal conductivity ratio on Nusselt sumber, Nu, which is defined for both the solid and fluid phases. High Re, low porosities, low particle diameters and low thermal conductivity ratios promote thermal equilibrium between phases leading to higher values of Nu.
机译:多孔通道中的层流传热用传导和对流的两个能量方程模型进行了数值模拟。提出了用于液相和固相的连续性,动量和能量传输的宏观方程。所采用的数值方法基于带有边界拟合的非正交坐标系的控制体积方法。考虑在由平行板界定的多孔通道中充分发展的强迫对流。给出了通道内流向的Nusselt数的解决方案。结果模拟了雷诺数Re,孔隙率,粒径和固液热导率对Nusselt sumber Nu的影响,Nusselt sumber定义了固相和液相。高稀土元素含量,低孔隙率,低粒径和低导热系数会促进相之间的热平衡,从而导致较高的Nu值。

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