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Nusselt Numbers for Longitudinal Laminar Flow in Shell-and-Tube Exchangers

机译:管壳式换热器纵向层流的Nusselt数

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摘要

The problem of determining shell side Nusselt numbers for a countercurrent, shell-and-tube configuration is examined in detail for square and hexagonal arrays of tubes when the shell side flow is laminar and parallel to the tubes. A multipole expansion method is employed to determine fluid velocity and temperature field for the fluid on the shell side. The numerical results for the shell side Nusselt numbers are compared with those by a cell theory and an asymptotic analysis. The cell theory agrees well with die numerical results at small area fractions and gives better estimates for hexagonal arrays. The results for the hexagonal arrays are in agreement with those of Sparrow et al. The asymptotic analysis shows better agreement with the numerical results for wider range of area fractions of tubes in square and hexagonal arrays. In addition, we determine shell side Nusselt number as a function of the ratio of thermal conductivities of the fluids on the tube and shell side. Finally, we present formulas for determining Nusselt numbers for the periodic arrays.
机译:当壳侧流为层流且平行于管时,针对正方形和六角形管阵列,详细研究了确定逆流壳管结构的壳侧Nusselt数的问题。采用多极膨胀法来确定壳侧流体的流体速度和温度场。壳侧Nusselt数值的数值结果与细胞理论和渐近分析的数值结果进行了比较。单元理论与小面积分数下的芯片数值结果非常吻合,并为六角形阵列提供了更好的估计。六角形阵列的结果与Sparrow等人的结果一致。渐近分析表明,对于较大的正方形和六边形阵列的管面积分数而言,其数值结果具有更好的一致性。此外,我们确定管壳Nusselt数是管和管壳上流体导热系数之比的函数。最后,我们给出确定周期阵列的努塞尔数的公式。

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