4.5 Article

The effect of the intermediate principal stress on fault formation and fault angle in siltstone

期刊

JOURNAL OF STRUCTURAL GEOLOGY
卷 32, 期 11, 页码 1701-1711

出版社

PERGAMON-ELSEVIER SCIENCE LTD
DOI: 10.1016/j.jsg.2009.08.017

关键词

Bifurcation; Fault angle; Faulting; Siltstone; Mohr-Coulomb; Shear localization; Strength criterion; True triaxial test

资金

  1. US Dept. of Energy, Office of Science, Basic Energy Sciences [DE-FG02-93ER14344/A016]
  2. NSF [EAR-0346141]

向作者/读者索取更多资源

We conducted true triaxial compression tests on specimens prepared from two siltstone core sections, one above and one below the Chelungpu Fault, Taiwan. For different constant sigma(2) and sigma(3) magnitudes, the maximum principal stress (sigma(1)) was raised until a post failure stage was reached, and a through-going fault had developed. Despite differences between the properties of the two cores, in all tests peak sigma(1) increased as sigma(2) was set at higher levels than sigma(3), in contrast to Mohr-Coulomb condition predictions. The fault-normal vector was aligned with the sigma(3) direction and made an angle (theta) with sigma(1) direction. The angle theta, which corresponds to fault dip in case of normal faulting, increased monotonically with sigma(2) for fixed sigma(3), a variation that is also inconsistent with Mohr-Coulomb theory. The results of shear band localization theory are used with fault angles observed for axisymmetric compression and deviatoric pure shear to infer properties of the inelastic constitutive behavior. These properties are significantly different for the two cores. Using them to predict theta for other deviatoric stress states yields good agreement with the observations for core II and acceptable agreement for core I. The results are used to predict the angle variation for constant mean normal stress (theta decreases as the deviatoric stress state varies from axisymmetric extension to axisymmetric compression) and at fixed deviatoric stress state (theta decreases monotonically with increasing mean normal stress). (C) 2009 Elsevier Ltd. All rights reserved.

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