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Fractal dimension analysis on pore structure of artificial cores using magnetic resonance imaging

机译:分形维数的核磁共振成像分析

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Fractal theory, which builds a bridge between micro-morphology and macro-performance, is an effective method for characterizing the complexity of pore-structure which has irregularity. In this paper, the fractal dimension calculated by box-counting method based on fractal theory is applied to characterizing the pore structure. The microstructure or pore distribution in porous materials is obtained by using the nuclear magnetic resonance imaging (MRI). Four artificial cores (R1, R3, R4, and R5) are selected as the experimental materials to investigate the relationship between porosity, permeability of artificial cores and fractal dimension. The results indicate that the fractal dimension can be used to distinguish the different kinds of artificial cores. Furthermore, the relationship between porosity, permeability and fractal dimension can be expressed by the model of D = a − bln(x + c).
机译:分形理论在微观形态和宏观性能之间架起了桥梁,是表征具有不规则性的孔结构复杂性的有效方法。本文将基于分形理论的盒计数法计算的分形维数用于表征孔隙结构。多孔材料的微结构或孔分布是通过使用核磁共振成像(MRI)获得的。选择四个人造岩心(R1,R3,R4和R5)作为实验材料,以研究孔隙度,人造岩心的渗透性与分形维数之间的关系。结果表明,分形维数可用于区分不同种类的人造岩心。此外,孔隙率,渗透率和分形维数之间的关系可以用D = a-bln(x + c)模型表示。

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