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Radial Flow of Non-Newtonian Power-Law Fluid in a Rough-Walled Fracture: Effect of Fluid Rheology

机译:壁破裂中非牛顿幂律流体的径向流:流体流变学的影响

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摘要

Fluid flow in a single rough-walled rock fracture has been extensively studied over the last three decades. All but few of these studies, however, have been done with Newtonian fluids and unidirectional flow in rectangular fractures. Notwithstanding the importance of such setups for theoretical understanding of fundamental issues in fracture flow, practical applications in drilling and petroleum engineering often involve radial flow of a non-Newtonian fluid. An example is a borehole intersecting a natural fracture during drilling in a fractured rock. In this study, steady-state incompressible radial flow from a circular well into a self-affine rough-walled fracture was simulated numerically using the lubrication theory approximation. The fluid rheology was power law. The flow behavior index was equal to 0.6, 0.8, 1.0 (Newtonian), 1.2, or 1.4. Asperities diverted the flow from an axisymmetric radial pattern that would be observed in a smooth-walled fracture. The extent of the deviation from radial flow was found to increase as the fluid became more shear-thickening. To reveal finer details of the flow, a tracer was introduced at the borehole wall and was transported by the flow. The front of the tracer propagating into the fracture was found to become slightly smoother with a more shear-thickening fluid. In the vicinity of contacts between fracture faces a more shear-thickening fluid could deliver the tracer closer to the contact spots.
机译:在过去的三十年中,对单个粗糙壁岩石裂缝中的流体流动进行了广泛的研究。这些研究中,除少数研究外,几乎所有研究都是用牛顿流体和矩形裂缝中的单向流动进行的。尽管这样的装置对于从理论上理解裂缝流动中的基本问题很重要,但是在钻井和石油工程中的实际应用经常涉及非牛顿流体的径向流动。一个例子是在裂隙岩石中钻探过程中与自然裂缝相交的钻孔。在这项研究中,使用润滑理论近似数值模拟了从圆形井到自仿射粗糙壁裂缝的稳态不可压缩径向流。流体流变学是幂律。流动行为指数等于0.6、0.8、1.0(牛顿),1.2或1.4。凹凸不平将流量从轴对称径向模式转移开来,这种情况在光滑壁裂缝中会观察到。发现与径向流的偏离程度随着流体变得更剪切稠化而增加。为了揭示流动的更精细细节,在井壁处引入了示踪剂,并随流动而被运输。发现示踪剂的前部传播到裂缝中时,前者的剪切液变得更粘稠,变得略微光滑。在断裂面之间的接触区域附近,剪切强度更高的流体可以将示踪剂更靠近接触点。

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