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A general correlation for the hydraulic permeability of arrays of elliptical fiber bundles

机译:椭圆形纤维束阵列水力渗透性的一般相关性

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A computational analysis of viscous flow through arrays of fiber bundles is carried out using the Boundary Element Method. We consider fiber bundles of elliptical cross section, each made up of up to 350 individual filaments. Such arrays are dual-porosity systems, characterized by different inter- (PHI_i) and intra-tow (PHI_t) porosities as well as by varying number (N_f) of filaments within each bundle. Investigating the influence of these parameters on the hydraulic permeability of hexagonal arrays of such bundles is the subject of our simulations. The results are compared to earlier analytical models and a good agreement is found. A dimensionless correlation is proposed and the computed permeabilities for bundles of aspect ratio lambda=2 and lambda=3 are shown to fall on a single master curve. This offers a generalized model for the calculation of the permeability of such dual porosity systems from knowledge of PHI_i, PHI_t, lambda and N_f.
机译:使用边界元方法对通过纤维束阵列的粘性流进行了计算分析。我们考虑了椭圆形横截面的纤维束,每束由多达350条单独的细丝组成。这样的阵列是双孔隙度系统,其特征在于不同的内部(PHI_i)和丝束内(PHI_t)孔隙率以及每束内的细丝数目(N_f)变化。研究这些参数对此类束的六边形阵列的水力渗透率的影响是我们模拟的主题。将结果与早期的分析模型进行比较,发现了很好的一致性。提出了无量纲相关性,并显示了纵横比为lambda = 2和lambda = 3的束的计算出的渗透率落在一条主曲线上。这为根据PHI_i,PHI_t,lambda和N_f的知识计算此类双重孔隙度系统的渗透率提供了通用模型。

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