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Role of the bi-dispersion of particle size on tortuosity in isotropic structures of spherical particles by three-dimensional computer simulation

机译:三维计算机模拟粒径双分散对曲折度在球形颗粒各向同性结构中的作用

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In this study, the effect of the bi-dispersion of the particle size on tortuosity is investigated. To do that, three-dimensional computer simulations are carried out on isotropic structures of non-overlapping spherical particles. The validity of the calculation methodology is provided by investigating different diffusion directions of the FCC structure (〈100〉, 〈110〉 and 〈111〉) and mesh settings. Then, the functionality of tortuosity with porosity is first evaluated for several mono-disperse structures-i.e., the Simple Cubic (SC), Body-Centred Cubic (BCC), Face-Centred Cubic (FCC) and the so-called "Tetragonal" structure - introducing also a suitable empirical correlation with just one adjustable parameter. Afterwards, two bi-disperse structures - NaCl and CaF_2 - are investigated, highlighting the effect of the bi-dispersion on tortuosity in terms of several geometrical parameters (inter-particle distance and particle diameters). As the main novel result, it is found that the functionality of tortuosity with porosity presents a lower bound curve (here-called Minimum Tortuosity Curve, MTC) for each structure investigated. In particular, it is proposed that this curve might be generally achieved by considering the particle diameters in the minimum porosity configurations (i.e., maximum packing degree) and allowing just the inter-particle distance to change. This concept is used to explain the reason why the mono-disperse structure with the highest minimum porosity have also the highest tortuosity-curve. Furthermore, for the NaCl structure, it is found a small porosity range in which tortuosity slightly increases with increasing porosity. This peculiar behaviour, observed for the first time, is attributed to the particular approach of the NaCl structure to the FCC one as the second particle decreases. Finally, after presenting a brief geometrical comparison between FCC, NaCl and CaF_2 in terms of cross-sectional area profiles, an overall correlation is proposed to calculate the porosity-tortuosity ratio.
机译:在这项研究中,研究了粒径的双分散对曲折度的影响。为此,对非重叠球形粒子的各向同性结构进行了三维计算机模拟。通过研究FCC结构的不同扩散方向(<100>,<110>和<111>)和网格设置,可以提供计算方法的有效性。然后,首先针对几种单分散结构评估曲折度和孔隙度的功能,即简单立方(SC),体心立方(BCC),面心立方(FCC)和所谓的“四方”结构-仅通过一个可调整的参数也引入合适的经验相关性。之后,研究了两个双分散结构-NaCl和CaF_2-,根据几个几何参数(粒子间距离和粒径)突出了双分散对曲折性的影响。作为主要的新颖结果,发现对于所研究的每个结构,曲折度和孔隙度的功能性呈现出下界曲线(此处称为最小曲折曲线,MTC)。特别地,提出该曲线通常可以通过考虑最小孔隙率构造(即,最大堆积度)中的粒径并且仅允许粒子间距离改变来获得。这个概念用来解释为什么具有最小最小孔隙率的单分散结构也具有最高的曲率曲线的原因。此外,对于NaCl结构,发现孔隙率范围小,其中曲率随着孔隙率的增加而略微增加。首次观察到的这种特殊行为归因于当第二颗粒减少时,NaCl结构对FCC的特殊处理。最后,在对FCC,NaCl和CaF_2的横截面轮廓进行了简要的几何比较之后,提出了一种整体相关性,以计算孔隙率与曲折率。

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