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Analytical solution and flow behaviour of horizontal well in stress-sensitive naturally fractured reservoirs

机译:应力敏感天然裂缝性油藏水平井的解析解和流动特性

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This paper presents nonlinear mathematical models to analyse the fluid flow behaviour from such reservoir to a horizontal well with the consideration of permeability stress-sensitive. The models assume the formation permeability is an exponential function of the pressure in fracture system. By using perturbation technique, Laplace and Fourier transforms, the solutions are obtained in Laplace space. For well producing at a constant rate, the pressure drop increases with the increasing of permeability modules (gamma) and the derivative curves will be warped up during the later radial flow period. For well producing at a constant pressure, the bigger the. is, the lower the production rate will be. The reliable agreement between the analytical solution with the numerical solution prove the correctness of the results obtained in this paper, which have both theoretical and practical significance in predicting production performance and evaluating groundwater flow and contaminant transport in such formations.
机译:本文提出了非线性数学模型,在考虑渗透率应力敏感的情况下分析了从这类油藏到水平井的流体流动行为。这些模型假设地层渗透率是裂缝系统中压力的指数函数。通过使用摄动技术,拉普拉斯和傅立叶变换,在拉普拉斯空间中获得了解。对于以恒定速率生产的井,压降随渗透率模量(γ)的增加而增加,并且导数曲线将在以后的径向流动期间翘曲。为了在恒定压力下进行良好的生产,压力越大。是,生产率将降低。解析解与数值解之间的可靠一致性证明了本文所得结果的正确性,这对预测生产性能以及评估此类地层中的地下水流量和污染物运移具有理论和实践意义。

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