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Stress effects on flow partitioning in fractured reservoirs: equivalent porous media versus poro-elasticity coupled modeling.

机译:应力对裂缝性储层中流体分配的影响:等效多孔介质与孔隙弹性耦合模型。

摘要

In this paper the effects of overburden stress on fracture-matrix flow partitioning were numerically analyzed using two different numerical approaches; the analysis was validated using a fractured Clashach core flood laboratory experimental data. In the first numerical approach, the fracture aperture variation under different overburden stresses, measured using a back calculation method based on the treatment of the fracture as an equivalent porous medium, was adopted in a coupled Darcy law, Brinkman flow and Navier-Stokes fluid flow formulation. In the second numerical approach, poro-elasticity was applied in order to accurately account for fracture aperture change under overburden stress loading. The resulting displacements were coupled to the same fluid flow equations used in the first approach through a moving mesh technique. This was further coupled with stress dependent permeability within the matrix. Flow partitioning from the two numerical approaches were compared to the experimental data. This comparison highlighted the inefficiency of treating fractures as equivalent porous medium. Moreover the cross-flow between the fracture and the matrix was monitored in both modeling approaches and a critical stress beyond which the matrix can no longer feed the fracture was identified. This critical stress can be very important in designing production scenarios for highly-stressed fractured reservoirs.
机译:本文采用两种不同的数值方法,数值分析了上覆应力对裂缝基质流动分配的影响。使用裂缝性的Clashach岩心洪水实验室实验数据验证了该分析。在第一种数值方法中,在结合达西定律,布林克曼流和纳维尔-斯托克斯流体流的过程中,采用了基于计算裂缝的等效计算介质的反演方法,测量了在不同上覆应力下的裂缝孔径变化。公式。在第二种数值方法中,应用了孔隙弹性,以便准确地解释在覆盖应力负荷下的裂缝孔径变化。通过移动网格技术将产生的位移耦合到第一种方法中使用的相同的流体流动方程。这进一步与基质内应力相关的渗透性结合。将两种数值方法的流量分配与实验数据进行了比较。该比较突出显示了将裂缝作为等效的多孔介质来处理的效率低下。此外,在两种建模方法中均监测了裂缝与基质之间的错流,并确定了临界应力,超过该临界应力,基质将无法再供给裂缝。在设计高应力裂缝性储层的生产方案时,该临界应力可能非常重要。

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