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Optimization of hydraulic fracture-network parameters based on production simulation in shale gas reservoirs

机译:基于生产模拟的页岩气藏水力压裂网络参数优化

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This paper presents a dual-porosity composite model to represent the shale gas reservoir with a stimulated reservoir volume (SRV) and a dual porosity / dual permeability continuum model with consideration of Knudsen diffusion, surface diffusion , vi scous flow, adsorption and desorption to describe the special flow mechanisms of shale gas in matrix porosity .The SRV domain is regarded as an enhanced permeability zone. The stress sensitivity effect of natural fracture system is also incorporated in the mathematical model . Galerkin finite element has been used to approximate solution of seepage differential equations of natural fracture system and matrix system with only taking two-dimensional flow field into account. The finite element equation s for natural fracture system and matrix system based on triangular element were derived . The method for handl ing the boundary condition was given. Pressure equations of fracture and matrix systems were sovled sequentially to model shale-gas production performance. The impact of different values of SRV and fracture permeability and microscopic transport mechanisms on production were quantitatively analysed. The results indicate that the SRV and fracture permeability in stimulated area has the most significant impact on production. While adsorption and desorption , natural fracture permeability in unstimulated area, Knudsen diffusion, surface diffusion have less effect on cumulative gas production but with 36%, 24.5%, 15%, 8.3% cumulative production increase respectively for the reported simulation parameters and a 4.5% production loss for stress sensitivity effect of natural fracture .
机译:本文提出了一个双孔隙度复合模型来表示具有受激储层体积(SRV)的页岩气储层,并提出了考虑克努森扩散,表面扩散,粘胶流动,吸附和解吸的双重孔隙度/双重渗透连续体模型。页岩气在基质孔隙度中的特殊流动机理。SRV域被认为是增强的渗透带。数学模型还包括天然裂缝系统的应力敏感性效应。 Galerkin有限元已被用于仅考虑二维流场来近似自然裂缝系统和矩阵系统的渗流微分方程的解。推导了基于三角元的自然裂缝系统和矩阵系统的有限元方程。给出了处理边界条件的方法。顺序求解裂缝和基质系统的压力方程,以模拟页岩气的生产性能。定量分析了不同的SRV值和裂缝渗透率以及微观运移机制对产量的影响。结果表明,增产区的SRV和裂缝渗透率对产量的影响最大。虽然吸附和解吸,未受热区的天然裂缝渗透率,Knudsen扩散,表面扩散对累计产气量的影响较小,但所报告的模拟参数的累计产气量分别增加了36%,24.5%,15%,8.3%和4.5%。天然裂缝应力敏感性的产量损失。

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