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Trans-scale relationship analysis between the pore structure and macro parameters of backfill and slurry

机译:回填和浆体孔隙结构与宏观参数的跨尺度关系分析

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摘要

The characteristics of the porous structure of backfill are directly related to the macro parameters of the flowability of the filling slurry and the mechanical features of the backfill, which are fundamental to the study of multiscale mechanics of backfill. Based on the geometry and fractal theory, scanning electron microscopy images of backfill were analysed by image analysis methods such as OTSU and box counting. The fractal dimension of the pore structure was calculated. By quantitatively characterizing the pore structure, the trans-scale relationships between the fractal dimension of the pore structure and the macro parameters of the filling slurry were established in terms of equilibrium shear stress (ESS) and equilibrium apparent viscosity (EAV). In addition, the correlations between the fractal dimension and macro parameters of backfill were obtained in terms of uniaxial compressive strength (UCS), water content (WC) and porosity. The influence of the microstructure on the macro parameters was discussed. The results show the following: (i) the fractal dimension of the backfill pore structure can characterize the complexity of the structure; (ii) the fractal dimension of the pore structure is negatively correlated with the ESS and EAV of the filling slurry. The UCS of the backfill is positively correlated with the flowability parameter; (iii) the fractal dimension of the pore structure has a certain correlation with some macro parameters of the backfill, i.e. the fractal dimension is negatively correlated with the UCS and positively correlated with the WC and (iv) the linear correlations between the pore fractal dimension and UCS and WC are established. The correlation coefficient between the fractal dimension and UCS has an R 2 value of ?0.638, while the corresponding value of the fractal dimension and WC is 0.604. UCS and WC can be predicted by the fractal dimension of pores.
机译:回填的多孔结构特征直接关系到充填浆液流动性的宏观参数和回填的力学特性,这对于研究回填的多尺度力学至关重要。基于几何学和分形理论,通过OTSU和盒计数等图像分析方法对回填的扫描电子显微镜图像进行了分析。计算孔结构的分形维数。通过定量表征孔隙结构,建立了孔隙结构的分形维数与填充浆液的宏观参数之间的反比例关系,即平衡剪切应力(ESS)和平衡表观粘度(EAV)。此外,分形维数与回填的宏观参数之间的相关性是根据单轴抗压强度(UCS),含水量(WC)和孔隙率获得的。讨论了微观结构对宏观参数的影响。结果表明:(i)回填孔结构的分形维数可以表征结构的复杂性; (ii)孔隙结构的分形维数与填充浆液的ESS和EAV负相关。回填的UCS与流动性参数呈正相关; (iii)孔隙结构的分形维数与回填的某些宏观参数具有一定的相关性,即,分形维数与UCS负相关,与WC正相关,(iv)孔隙分形维数之间的线性相关性并建立了UCS和WC。分形维数与UCS之间的相关系数的R 2值为0.638,而分形维数与WC的对应值为0.604。 UCS和WC可以通过孔隙的分形维数来预测。

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