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Study of the Seismoelectric Effect in Saturated Porous Media Using a Bundle of Capillary Tubes Model

电动现象 流动电流 机械 德拜长度 多孔介质 电荷密度 联轴节(管道) 材料科学 平均加权残差法 多孔性 热力学 化学 有限元法 物理 复合材料 纳米技术 离子 有机化学 量子力学 伽辽金法
作者
Yongpeng Zhao,Xiangyang Sun,Zaiping Nie
出处
期刊:Electronics [Multidisciplinary Digital Publishing Institute]
卷期号:12 (2): 379-379 被引量:1
标识
DOI:10.3390/electronics12020379
摘要

The seismoelectric effect is the fundamental basis for seismoelectric logging. Most of the existing theories for the seismoelectric effect are based on the Pride theory, which adopts the assumption of a thin electric double layer and uses the volume-averaging method to derive the seismoelectric coupling equations; hence, the obtained electrokinetic coupling coefficient is not applicable to large-Debye-length cases. In addition, the Pride theory neglects the change in seepage velocity with the radial position of the pore when calculating the streaming current, which leads to an inaccurate reflection of the influence of pore size on the electrokinetic coupling coefficient. In this study, we proposed a flux-averaging method to solve the effective net residual charge density of porous media and further derived the electrokinetic coupling coefficient expressed by the effective net residual charge density. We also investigated the effect of formation parameters and compared the results with those calculated using the Pride theory. Since the proposed method is not limited by the thin electric double layer assumption, it is suitable for both small- and large-Debye-length cases. Moreover, we also carried out flume experiments to investigate the influence of salinity, where both thin and thick electric double layer cases were studied. The comparison between the results of the experiment and simulation verified the correctness of the proposed method. Furthermore, the proposed method took into account the variation in seepage velocity with pore location when solving for the streaming current; therefore, the influence of the pore size on the electrokinetic coefficient can be described more accurately.

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