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DOI10.1029/2020JB019683
Model for (De)Compaction and Porosity Waves in Porous Rocks Under Shear Stresses
Yarushina V.M.; Podladchikov Y.Y.; Wang L.H.
发表日期2020
ISSN21699313
卷号125期号:8
英文摘要An understanding of instantaneous and long-term compaction of porous rocks is important for reservoir engineering and Earth sciences. Experience from laboratory triaxial compression tests and from subsurface operations indicates that shear and volumetric deformations are interdependent. Their mutual dependence results in shear-enhanced compaction and shear-induced dilation under short-term and long-term loading. Using a classical averaging approach, we consider the evolution of a single fluid-filled pore in a solid elastoplastic or viscoplastic matrix under combined pressure and shear loading to introduce a new failure envelope and 3-D constitutive relations for both rate-dependent and rate-independent deformation of porous rocks. Our model provides a simple description of rock behavior under a wide range of strain rates. The model predictions agree well with experimental data from triaxial instantaneous and creep tests. Analytical and numerical solutions for solitary porosity wave propagation in viscoplastic rocks in the presence of shear were obtained. New solutions show that new rheological laws have serious implications for porosity waves. Plasticity onset leads to compaction-decompaction asymmetry and the formation of elongated channel-like porosity waves. Shear-induced dilation facilitates porosity wave propagation at fluid pressures below the lithostatic stress. This makes porosity waves a viable mechanism in the formation of focused fluid flow structures in crustal rocks. © 2020. The Authors.
英文关键词constitutive modeling; creep; elastoplasticity; rheology; rock physics; yield cap
语种英语
来源期刊Journal of Geophysical Research: Solid Earth
文献类型期刊论文
条目标识符http://gcip.llas.ac.cn/handle/2XKMVOVA/187725
作者单位Institute for Energy Technology, Kjeller, Norway; Institut des Sciences de la Terre, University of Lausanne, Lausanne, Switzerland; Faculty of Mechanics and Mathematics, Moscow State University, Moscow, Russian Federation
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Yarushina V.M.,Podladchikov Y.Y.,Wang L.H.. Model for (De)Compaction and Porosity Waves in Porous Rocks Under Shear Stresses[J],2020,125(8).
APA Yarushina V.M.,Podladchikov Y.Y.,&Wang L.H..(2020).Model for (De)Compaction and Porosity Waves in Porous Rocks Under Shear Stresses.Journal of Geophysical Research: Solid Earth,125(8).
MLA Yarushina V.M.,et al."Model for (De)Compaction and Porosity Waves in Porous Rocks Under Shear Stresses".Journal of Geophysical Research: Solid Earth 125.8(2020).
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