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Relative Permeability Measurement and Numerical Modeling of Two-Phase Flow Through Variable Aperture Fracture in Granite Under Confining Pressure

机译:围压下花岗岩变孔径裂缝两相流的相对渗透率测量与数值模拟

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Relative permeability measurement of decane-water two-phase flow was conducted in a fracture, created in granite, at confining pressures of 5 MPa and 10 MPa. Non-wetting phase (decane) relative permeability decreased with decreasing capillary pressure, indicating significant phase interference due to capillarity in two-phase flow through a rock fracture under confining pressure. Moreover, the relative permeability was much smaller at the same capillary pressure for the higher confining pressure, indicating that the phase interference became much more significant at a higher confining pressure. Consequently, the X model and the viscous coupling model, ignoring any phase interference and phase interference due to capillarity, respectively, were expected to be inappropriate for a fracture under confining pressure, emphasizing importance of evaluating two-phase fracture flow characteristics under confining pressure. However, it is difficult to measure phase saturation within a fracture under confining pressure. Consequently, a numerical non-steady-state two-phase fracture flow model, which considers influences of both viscosity and capillarity, was developed to determine a relative permeability-saturation-capillary pressure relation for the fracture aperture distribution under confining pressure. The model, which could be verified by experimental results, provided a non-wetting relative permeability curve, which was entirely different from the X model, the viscous coupling model, and even the Corey model. Moreover, an application of the model for air-water two-phase fracture flow provided a similar conclusion.
机译:在花岗岩形成的裂缝中,在5 MPa和10 MPa的围压下,进行癸烷-水两相流的相对渗透率测量。非湿相(癸烷)的相对渗透率随毛细管压力的降低而降低,这表明由于两相流在限定压力下穿过岩石裂缝时的毛细作用,导致了显着的相干干涉。而且,在较高的围压下,在相同的毛细管压力下,相对渗透率要小得多,这表明在较高的围压下,相干变得更加明显。因此,X模型和粘滞耦合模型分别忽略了由于毛细管作用引起的任何相位干扰和相位干扰,都被认为不适合在封闭压力下压裂,这强调了在封闭压力下评估两相裂缝流动特性的重要性。然而,难以在限制压力下测量裂缝内的相饱和度。因此,建立了同时考虑黏度和毛细作用的数值非稳态两相裂缝流动模型,确定了围压下裂缝孔隙分布的相对渗透率-饱和度-毛细管压力关系。可以通过实验结果验证的模型提供了非润湿的相对渗透率曲线,该曲线与X模型,粘性耦合模型甚至Corey模型完全不同。此外,该模型在气水两相裂隙流动中的应用提供了相似的结论。

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