“…8b and c) that started to open in mixed mode, i.e. tensile-shear (Mourgues et al, 2011). This phenomenon is observed in all our experiments at the same critical depth (10 to 12 cm below the sand surface in the box) and is also described in most models of shallow intrusions (Mathieu et al, 2008;Galland et al, 2009).…”
Section: Initiation and Propagation Of Fluid Migrationsupporting
confidence: 82%
“…Mourgues and Cobbold (2003) demonstrated that the use of air was suitable to simulate the effect of pore pressure and seepage forces and to control precisely effective stress fields in analogue models. Rodrigues et al (2009) discussed the use of air as a pore fluid to simulate sandstone intrusions and Mourgues et al (2011) verified analytical predictions on fracturing pressure with similar experiments. Moreover, most of the powders having cohesion in dry environments lose their cohesive properties when they are saturated with water.…”
Section: Methods and Datamentioning
confidence: 70%
“…We filled the models with diatomite powder characterized by high porosity (70%) and low density (300 kg/m 3 ). The pure powder has a measured tensile strength of 80 Pa (Mourgues et al, 2011). Gray scale images were captured at 100 frames per second and were used to calculate displacements and deformations by a Particle Imaging Velocimetry (PIV) technique.…”
“…8b and c) that started to open in mixed mode, i.e. tensile-shear (Mourgues et al, 2011). This phenomenon is observed in all our experiments at the same critical depth (10 to 12 cm below the sand surface in the box) and is also described in most models of shallow intrusions (Mathieu et al, 2008;Galland et al, 2009).…”
Section: Initiation and Propagation Of Fluid Migrationsupporting
confidence: 82%
“…Mourgues and Cobbold (2003) demonstrated that the use of air was suitable to simulate the effect of pore pressure and seepage forces and to control precisely effective stress fields in analogue models. Rodrigues et al (2009) discussed the use of air as a pore fluid to simulate sandstone intrusions and Mourgues et al (2011) verified analytical predictions on fracturing pressure with similar experiments. Moreover, most of the powders having cohesion in dry environments lose their cohesive properties when they are saturated with water.…”
Section: Methods and Datamentioning
confidence: 70%
“…We filled the models with diatomite powder characterized by high porosity (70%) and low density (300 kg/m 3 ). The pure powder has a measured tensile strength of 80 Pa (Mourgues et al, 2011). Gray scale images were captured at 100 frames per second and were used to calculate displacements and deformations by a Particle Imaging Velocimetry (PIV) technique.…”
“…The shape of the funnels suggests that conical failure of the overburden took place at a level obeying the same mechanical rules as in conical intrusions (Mourgues et al, 2011). The hypothesis made here is that the corresponding (conical) fractures then acted as conduits for gas migration, so that gas eventually froze into hydrates following the conical path and impregnating sediment surrounding the failure surface(s).…”
Section: Why the Conical Shape?mentioning
confidence: 65%
“…The resulting pressure ruptures the overburden in the same way as sand or magma intrusions do when they reach a critical depth, as shown by Mourgues et al (2011) from analog experiments. • The failure of the overburden along a cone favors gas migration along this cone, just like the intrusion of sand slurry in the case of conical sand intrusions.…”
Section: Wrapping Up the Process: Individual Funnelmentioning
During sedimentation, buried rocks are subjected to an increase in vertical stress. This increase leads to a decrease of porosity that is commonly called mechanical compaction. Indeed, the mechanical compaction depending on its rate and on the permeability of the burden rocks can induce significant overpressures. Thus, a competition is initiated between the dissipation of fluid overpressure and sedimentation rate and may result in fracture initiation. The present study deals with the initiation and propagation of natural fracture in sealing formations. A particular emphasis is put on mode I fracture propagation. An analytical solution of the pressure and stresses in a sealing formation is proposed under sedimentation by superposing two problems of poroelasticity. This analytical solution and a damage criterion are used to predict the initiation and propagation of the fracture. The damage parameter affects both the mechanical and hydraulic openings of the fracture, and the flow in the fracture is described by Poseuille's law. The fracture propagation and growth are studied by numerical simulations based on a finite element code dedicated to fractured porous media called Porofis. Interactions between hydraulic and mechanical processes are also studied, and a sensitivity study is carried out in order to find the most important parameters involved in natural fracturing under sedimentation.
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