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Surface area and volume fraction of random open-pore systems

机译:随机开孔系统的表面积和体积分数

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For the first time, explicit approximate formulas are presented for the volume fraction and specific surface area of random open-pore systems with poly-disperse pore size distributions. It is shown that the formulas are valid for broad classes of models for porous media characterized by tunable pore size distributions and a variable degree of inter-penetrability of pores. The formulas for the poly-disperse case are based on expressions derived previously for mono-disperse penetrable-sphere models. The results are obtained by analysis of a series of open-pore models, which are prepared by computer simulation of systems of randomly packed partially penetrable spheres with various poly-disperse size distributions such as gamma, lognormal, and Gaussian. The formulas are applied in a study of atomic layer deposition processes on open-pore systems, and the effective Young's modulus and the effective thermal conductivity of Al_2O_3 coated porous polypropylene electrodes for lithium ion batteries are predicted.
机译:首次针对具有多分散孔径分布的随机开孔系统的体积分数和比表面积,提出了明确的近似公式。结果表明,该公式适用于以可调整的孔径分布和可变的孔互穿性为特征的多孔介质模型。用于多分散情况的公式基于先前为单分散可渗透球体模型得出的表达式。通过分析一系列开孔模型获得结果,这些模型是通过计算机模拟随机填充的部分可穿透球体系统而制备的,该系统具有各种多分散尺寸分布,例如γ,对数正态和高斯。将这些公式应用于开孔系统中原子层沉积过程的研究,并预测了用于锂离子电池的Al_2O_3涂层多孔聚丙烯电极的有效杨氏模量和有效导热率。

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