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Influence of aperture field heterogeneity and anisotropy on dispersion regimes and dispersivity in single fractures

机译:孔径场的非均质性和各向异性对单裂缝中分散状态和分散性的影响

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摘要

A 33 factorial experimental design was implemented to numerically investigate the interactive effect of the mean (μb), standard deviation (σb), and anisotropic ratio (AR) (λ~b_x/λ~b_y) of single-fracture apertures on dispersion regimes (specifically Taylor dispersion and geometric dispersion) and dispersivity. The Reynolds equation was solved to obtain the flow fields in each computer-generated fracture, and the random walk particle tracking method was used to simulate solute transport. The simulation results show that (1) for a fixed hydraulic gradient, the dominant dispersion regime is controlled by μb, and to a lesser degree, σ_b, and geometric dispersion becomes more dominant as the coefficient of variation (COV) (σ_b/|ì_p) increases; (2) for a fixed mean aperture, the dispersivity and the spread in dispersivity for varying ARs increases with the COV; and (3) the AR has a significant effect on dispersivity only when the COV is large (-0.2).
机译:进行了33个阶乘实验设计,以数值方式研究了单裂隙孔径的均值(μb),标准偏差(σb)和各向异性比(AR)(λ〜b_x /λ〜b_y)对色散范围的交互作用(特别是泰勒色散和几何色散)和色散性。求解雷诺方程,以获取每个计算机生成的裂缝中的流场,并使用随机游动粒子跟踪方法来模拟溶质运移。仿真结果表明:(1)对于固定的水力坡度,主要的分散状态受μb控制,并且在较小的程度上由σ_b控制,并且随着偏差系数(COV)(σ_b/ |ì_p )增加; (2)对于固定的平均孔径,随着COV的增加,色散和分散度随AR的增加而增加; (3)仅当COV大(-0.2)时,AR才对分散性有显着影响。

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