Pressures and Pressure Derivatives of a Vertical Well Located Within Two Inclined Faults: Case Study of Basic Angles and Unequal Well Distances from Faults

M. Ojah, S. Adewole
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Abstract

Pressure transient analysis has been used to evaluate performance of a vertical well located within two intersecting sealing faults. The nature and types of boundary affect productivity in bounded reservoirs. Well performance is strongly affected by well location with respect to the boundary, be it single, paired and parallel or paired and inclined. The goal of this research was to study pressure behavior as well as performance of a vertical well located within two intersecting sealing faults inclined at various angles θ and at unequal distances to faults. Unlike similar works previously carried out, this work can be used to study or predict pressure distribution of a well in a wedge system located at unequal distances to faults. Using the concept of images, the study proposed new models for estimating distances between image well(s) and active well. These models were applied in the solution to the dimensionless diffusivity equation to characterize pressure transient behavior of a well located at unequal distances to the inclined faults. These pressures and pressure derivatives were computed from the total pressure drop expression summing all the image wells by the principle of superposition. The MATLAB, Python and Excel software were deployed to compute all the dimensionless pressures for the different well designs. The results obtained show that 1) the proposed models give accurate estimation of active well distances to image wells; 2) the models show that the distance between the active and image wells d0,i increases for the range of values of angles 0°< θ0,i ≤ 180° and decreases for the range 180° < θ0,i < 360°; 3) the relationship between unequal well distances and productivity has a maximum point; 4) beyond this point, the well ceases to be productive and; 5) this maximum point is at equal distances of the well from both faults, in this case, 15 ft. Larger magnitudes of dimensionless pressure derivatives would indicate higher oil production for any well design and inclination of the boundaries. Worthy of future works are similar studies on 1) horizontal wells and 2) mixed boundaries, that is, one sealing fault and one constant pressure boundary.
位于两个倾斜断层内的直井的压力和压力导数:基本角度和与断层的井距不等的案例研究
采用压力瞬态分析方法对位于两个相交密封断层内的一口直井进行了性能评价。边界的性质和类型影响有界储层的产能。无论是单井、成对井、平行井还是成对井、倾斜井,井的性能都受到井位相对于边界的强烈影响。本研究的目的是研究位于两个不同角度θ相交的封闭断层内的直井的压力行为和性能,这些断层与断层的距离不等。与之前进行的类似工作不同,该工作可用于研究或预测位于与断层不等距离的楔形系统中的井的压力分布。利用图像的概念,该研究提出了估计图像井与活动井之间距离的新模型。将这些模型应用于求解无量纲扩散方程,以表征位于倾斜断层不等距离的井的压力瞬态行为。这些压力和压力导数是根据叠加原理由所有图像井的总压降表达式计算得到的。使用MATLAB、Python和Excel软件计算不同井设计的所有无量纲压力。结果表明:1)该模型能较准确地估计成像井的活动井距;2)模型表明,在0°< θ0,i≤180°范围内,活动井d1,i与像井之间的距离增大,在180°< θ0,i < 360°范围内,活动井d1,i与像井之间的距离减小;3)不均匀井距与产能的关系存在极大值点;4)超过这一点,井就停止生产;5)该最大值与两个断层的距离相等,在本例中为15英尺。对于任何井设计和边界倾角而言,较大的无因次压力导数值都意味着较高的产油量。1)水平井和2)混合边界(即一个封闭断层和一个定压边界)的类似研究值得今后开展。
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