孔隙压力监测在地应力应变监测中的意义

Y. Kano, C. Kinoshita, Hisao Itô
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引用次数: 0

摘要

利用钻孔法成功地监测了高频率(0.1 Hz ~ 2 Hz)下的岩体孔隙压力。关井显著提高了孔隙压力监测的频率响应,降低了裸井中由于井筒储存效应而产生的高切割响应。孔隙压力对应力或应变变化的响应由描述岩体与孔隙流体之间力学耦合的线性孔隙弹性理论来表示。我们发现,即使在结晶岩石中,由气压变化、潮汐和地震波等变形引起的孔隙压力变化也符合线性孔隙弹性理论的理论模型。孔隙压力可以作为应力和/或应变的代表,如对地壳变形的研究。但需要注意的是,频率的适用范围通常是有限的,并且很难从孔压监测中确定应力的绝对值。由于变形引起的孔隙压力变化的幅值和相位取决于频率,因此孔隙压力作为应力代表的敏感性随频率不同而不同。在一个地震周期中,灵敏度可能随时间而变化。对地震波的反应遵循孔隙弹性理论对大地震和中地震的预测。至少对地震波引起的变形幅度具有较强的灵敏度。观察到大地震前后孔隙压力对潮汐应变的响应变化,这可能是由于扩散系数的变化引起敏感性的明显变化。
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Significance of Pore Pressure Monitoring in Monitoring of Crustal Stress and Strain
Pore pressure of the rock mass is successfully monitored at higher frequencies (0.1 Hz ~ 2 Hz) using borehole. The frequency response of monitoring of pore pressure is significantly improved by closing the well, which reduces a high-cut response caused by wellbore storage effect in open wells. The response of pore pressure for stress or strain change is represented by linear poroelastic theory that describe mechanical coupling between rock mass and pore fluid. We revealed that even in crystalline rock the pore pressure change induced by deformation such as barometric pressure change, earth tides, and seismic waves is in agreement with theoretical model derived from the linear poroelastic theory. Pore pressure can be a proxy of stress and/or strain as studies on such as crustal deformation that have been made. It should be noted, however, that the applicable range of frequency is usually limited and absolute value of stress is difficult to be determined from pore pressure monitoring. Since amplitude and phase of pore pressure change induced by deformation depends on frequency, the sensitivity of pore pressure as a proxy of stress differs with frequency. The sensitivity may vary with time during a cycle of earthquake. The response to seismic waves follows prediction from poroelastic theory for both large and intermediate earthquakes. The sensitivity is robust at least for the amplitude of deformation induced by seismic waves. The response of pore pressure to tidal strain varies before and after large earthquake is observed, which may be attributed to apparent change of the sensitivity caused by change in diffusivity.
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