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Pressure Transient Behavior of Horizontal Wells in Naturally Fractured Reservoirs with Formation Sensitive Properties

机译:具有形成敏感特性的天然裂缝储层水平井的压力瞬态行为

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Production of fluids from petroleum reservoirs reduces the pore pressure,increases the net overburden stress,and consequently,reduces the total porosity and permeability of the reservoir rock.This effect is much more significant in low permeability geo-pressured and naturally fractured reservoirs.For well test purpose,the assumption of constant permeability in the diffusivity equation will yield inaccurate estimates of the reservoir properties for any reservoirs in geo-pressured zone.To study the pressure transient behavior in a stress dependent porous media,it is assumed that permeability of the formation is stress dependent.Hence,a new parameter known as the permeability modulus is introduced.In this study,the effect of stress-sensitivity was incorporated by expressing the permeability as an exponential function of pore pressure in the derivation of a three-dimensional diffusivity equation required to describe the flow of fluid for a horizontal well in a naturally fractured reservoir.The matrix-fracture fluid transfer model considered was the pseudo-steady state flow model.Since pragmatic values for the dimensionless permeability modulus ranges between zero and unity,it was possible to apply the theory of perturbation to develop and solve a system of linear boundary value problem subject to an infinite lateral and bounded vertical boundary condition.Applying the Laplace and finite Fourier cosine transform,an approximate analytical solution in Laplace space was obtained which was inverted numerically.Pressure response curves were generated and analyzed for certain vital parameters.
机译:来自石油储层的流体的生产降低了孔隙压力,增加了净覆盖压力,从而降低了储层岩石的总孔隙率和渗透率。这种效果在低渗透性地理压力和天然碎储层中的效果要显着。试验目的,衍射方程中恒定渗透性的假设将产生地理压力区中任何储存器的储层性质的不准确估计。为了研究应力依赖性多孔介质中的压力瞬变行为,假设形成的渗透性依赖于应力。引入了一种称为渗透性模量的新参数。在该研究中,通过表达渗透性作为孔隙压力在三维扩散方程的推导中的指数函数来掺入耐应力敏感性的效果需要描述在天然骨折的储层中水平井的流体流动。考虑的矩阵断裂流体转移模型是伪稳态流动模型。对于零和统一之间的无量纲渗透模量的务实价值,可以应用扰动理论,开发和解决线性边界系统价值问题受限于无限横向和有界垂直边界条件。施加拉普拉斯和有限傅里叶余弦变换,获得了拉普拉斯空间中的近似分析溶液,其倒置数值。对压力响应曲线进行并分析了某些重要参数。

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