Slow Flow Through Porous Materials (Effect of Reynolds Number on Drag Coefficient)

T. Katoh, M. Kyo, S. Kawamata, Nobunori Ohshima
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引用次数: 1

Abstract

2020The drag coefficient of porous materials in slow flow is examined theoretically and experimentally. A theoretical solution for a three-dimensional Oseen's equation is obtained by using a variational consideration and the cell model. From this solution, the drag coefficient is determined as a function of Reynolds number and volume fraction. Theoretical results are compared with experimental ones obtained by using spheres or a coil model as a porous material. It is found that the theoretical analysis is available for Oseen's equation and that the upper limit of effective region for Reynolds number is about 30. The value of drag coefficient for a general porous material from 2-dimensional theory.
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多孔材料缓慢流动(雷诺数对阻力系数的影响)
2020对多孔材料在慢流中的阻力系数进行了理论和实验研究。利用变分考虑和单元模型,得到了三维Oseen方程的理论解。由这个解,阻力系数被确定为雷诺数和体积分数的函数。将理论结果与用球体或线圈模型作为多孔材料的实验结果进行了比较。发现Oseen方程可以进行理论分析,雷诺数有效区域的上限约为30。从二维理论推导了一般多孔材料的阻力系数。
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