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Pressure Transient Behavior of Horizontal Wells Intersecting Multiple Hydraulic Fractures in Naturally Fractured Reservoirs

机译:天然裂缝性油藏中多个水力裂缝相交的水平井压力瞬态行为

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In this study, we present a mesh-free semi-analytical technique for modeling pressure transient behavior of continuously and discretely hydraulically and naturally fractured reservoirs for a single-phase fluid. In our model, we consider a 3D reservoir, where each fracture is explicitly modeled without any upscaling or homogenization as required for dual-porosity media. Fractures can have finite or infinite conductivities, and the formation (matrix) is assumed to have a finite permeability. Our approach is based on the boundary element method. The method has advantages such as the absence of grids and reduced dimensionality. It provides continuous rather than discrete solutions. The uniform-pressure boundary condition over the wellbore is used in our mathematical model. This is the true physical boundary condition for any type of well, whether fractured or not, provided that the friction pressure drop in the wellbore is small and the fluid is Newtonian. The method is sufficiently general to be applied to many different well geometries and reservoir geological settings, where the spatial domain may include arbitrary fracture and/or fault distribution, a number of horizontal wells with and without hydraulic fractures, and different types of outer boundaries. The model also applies to multistage hydraulically fractured horizontal wells in homogenous reservoirs. More specifically, it is applied to investigate the pressure transient behavior of horizontal wells in continuously and discretely naturally fractured reservoirs, including multistage hydraulically fractured horizontal wells. A number of solutions have been published in the literature for horizontal wells in naturally fractured reservoirs using the conventional dual-porosity models that are not applicable to many of these reservoirs that contain horizontal wells with multiple fractures. Most published solutions for fractured horizontal wells in homogenous and naturally fractured reservoirs ignore the presence of the wellbore and the contribution to flow from the formation directly into the unfractured horizontal sections of the wellbore. Therefore, some of the flow regimes from these solutions are incorrect or do not exist, such as fracture-radial flow regime. In our solutions, all or some of multistage hydraulic fractures may intersect the natural fractures, which is very important for shale gas and oil reservoir production. The number and type of fractures (hydraulic or natural) intersecting the wellbore and with each other are not limited in both homogeneous and naturally fractured reservoirs. Our solutions are compared with a number of existing solutions published in the literature. Example diagnostic derivative plots are presented for a variety of horizontal wells with multiple fractures in homogenous and naturally fractured reservoirs.
机译:在这项研究中,我们提出了一种无网格的半分析技术,用于对单相流体连续和离散的水力压裂和自然压裂油藏的压力瞬变行为进行建模。在我们的模型中,我们考虑一个3D储层,其中每个裂缝都被明确建模,而没有双重孔隙介质所需的任何放大或均质化。裂缝可以具有有限或无限的电导率,并且假定地层(矩阵)具有有限的渗透率。我们的方法基于边界元素方法。该方法具有诸如不存在网格和减小尺寸的优点。它提供连续而不是离散的解决方案。在我们的数学模型中使用了井眼上的均匀压力边界条件。这是任何类型的井(无论是否压裂)的真实物理边界条件,条件是井眼中的摩擦压降小且流体是牛顿型。该方法足够通用,可应用于许多不同的井眼几何形状和储层地质背景,其中空间域可能包括任意裂缝和/或断层分布,带有或不带有水力压裂的许多水平井以及不同类型的外边界。该模型也适用于均质油藏中的多级水力压裂水平井。更具体地说,它被用于研究连续和离散自然裂缝储层中水平井的压力瞬变行为,包括多级水力压裂水平井。使用常规的双孔隙度模型在自然裂缝储层中的水平井的文献中已发布了许多解决方案,这些解决方案不适用于包含多个裂缝的水平井的许多此类储层。在均质和天然裂缝储层中,关于裂缝水平井的大多数公开解决方案都忽略了井眼的存在以及对从地层直接流向井眼未裂缝水平段的影响。因此,这些解决方案中的某些流态是不正确的或不存在,例如断裂径向流态。在我们的解决方案中,全部或部分多级水力压裂可能会与天然压裂相交,这对于页岩气和油藏的生产非常重要。在均质和天然裂缝储层中,与井眼相交并彼此相遇的裂缝(液压裂缝或天然裂缝)的数量和类型均不受限制。我们的解决方案与文献中发布的许多现有解决方案进行了比较。给出了在同质和天然裂缝储层中具有多个裂缝的各种水平井的示例诊断导数图。

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