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The Mathematical Principles of Permeability Measurement by Transient Method for Hollow Cylinder Specimen Made of Low-Permeability Rock

机译:低渗透性岩石空心圆柱试样瞬态渗透率测量的数学原理

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摘要

The authors have established strict formulation of mathematical equations for permeability determination by transient pulse method and extended the formulation to the specified cases, i. e., the authors have applied the transient pulse method to the hollow cylinder specimen and extended it's application to the case where fluid leakage from the pressure cell is taken into account. In the hollow cylinder specimen, fluid leakage along specimen boundary can be easily prevented. Intrinsic permeability k was given by the following formula: k = alpha kappa mu ((log(R_0/R_I))/(2 pi L)) ((V_1V_2)/(V_1+V_2)) where alpha is the value to be determined from test data, kappa is fluid compressibility, mu is fluid viscosity, R_0, R_i and L are the outer radius, the inner radius and the height of the hollow cylinder specimen, respectively. V_1 and V_2 are capacity of the spaces communicating with the inside and the outside of the hollow cylinder specimen in the pressure cell. The authors developed a simple apparatus for permeability measurement. Pneumatic permeability tests using the apparatus were carried out and the permeability of a specimen made of limestone was determined. The permeability test takes only a few hours even for a specimen made of low-permeability rock because of low viscosity of air.
机译:作者建立了用瞬态脉冲法确定渗透率的数学方程式的严格公式,并将该公式扩展到特定情况,即。例如,作者已将瞬态脉冲法应用于中空圆柱体样品,并将其应用扩展到考虑了从压力盒泄漏流体的情况。在空心圆柱体样品中,可以很容易地防止流体沿样品边界泄漏。固有磁导率k由以下公式给出:k = alpha kappa mu((log(R_0 / R_I))/(2 pi L))((V_1V_2)/(V_1 + V_2))其中,alpha是要确定的值根据测试数据,κ是流体可压缩性,mu是流体粘度,R_0,R_i和L分别是空心圆柱体样品的外半径,内半径和高度。 V_1和V_2是与压力传感器中的中空圆筒样品的内部和外部连通的空间的容量。作者开发了一种用于渗透率测量的简单设备。使用该设备进行了透气性测试,并确定了由石灰石制成的样品的透气性。由于空气的粘度低,即使对于由低渗透率岩石制成的样品,渗透率测试也只需要几个小时。

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