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Numerical modeling of steady-state flow of a non-Newtonian power-law fluid in a rough-walled fracture

机译:非牛顿幂律流体在粗糙壁裂缝中稳态流动的数值模拟

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Numerical simulations of power-law fluid flow in a rough fracture of regular or irregular topography were carried out using the finite-volume method under the assumptions of the lubrication theory approximation. The model was verified by comparing its results with analytical results available for regular ID sinusoidal profiles across or along the flow. For a regular profile with sinusoidal variation of the aperture in both directions, the model confirmed that a geometric average can be used as a first approximation, as long as the variation in the profile is not too large. For all fracture topographies studied, reducing the exponent, i.e. making the fluid more shear-thinning, resulted in increasing equivalent hydraulic aperture. The normalized equivalent hydraulic aperture decreased with the normalized standard deviation of the fracture aperture for all fracture topographies studied, except a fracture with a large-scale feature representing a zone of overlap in the middle of the fracture. The validity of the assumptions made in the numerical simulations, in particular the lubrication theory approximation, is discussed and the directions for future work are outlined in conclusion.
机译:在润滑理论近似的假设下,使用有限体积方法对规则或不规则形貌的粗糙裂缝中的幂律流体流动进行了数值模拟。通过将模型结果与可用于整个流或沿流的常规ID正弦曲线轮廓的分析结果进行比较来验证模型。对于在两个方向上孔径呈正弦变化的规则轮廓,该模型确认,只要轮廓的变化不太大,就可以将几何平均值用作第一近似值。对于所研究的所有裂缝形貌,减小指数,即使流体更加剪切稀化,导致等效水力开孔的增加。对于所研究的所有裂缝形貌,归一化等效水力孔径均随裂缝孔径的归一化标准偏差而减小,但具有大特征的裂缝代表了裂缝中部的重叠区域。讨论了数值模拟中假设的有效性,特别是润滑理论的近似性,并总结了未来工作的方向。

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