Fluid-driven transition from damage to fracture in anisotropic porous media: a multi-scale XFEM approach

Keyphrases

• Anisotropic Porous Media 100%
• Pressure Field 100%
• Equivalent Strain 100%
• Fluid-driven 100%
• Damage Model 50%
• Fluid Injection 50%
• Cohesive Fracture 50%
• Continuum Damage 50%
• Cohesive Segment 50%
• Fracture Propagation 50%
• Numerical Methods 50%
• Displacement Pressure 50%
• Discretized 50%
• Multi-scale Fracture 50%
• Porous Matrix 50%
• Model Fluid 50%
• Matrix Laboratory (MATLAB) 50%
• Damage Evolution 50%
• Stress Anisotropy 50%
• Temporal Discretization 50%
• Fracture Elements 50%
• Jump Functions 50%
• Diffusion Equation 50%
• Fluid Flow 50%
• Pore Pressure 50%
• Mechanical Behavior 50%
• Darcys Law 50%
• Fluid Pressure 50%
• Distance Function 50%
• Set-based 50%
• Plane Strain 50%
• Isotropic Porous Media 50%
• Material Anisotropy 50%
• Continuum Scale 50%
• Macrofracture 50%
• Spatial Discretization 50%
• Transversely Isotropic 50%
• Level-set 50%
• Intrinsic Anisotropy 50%
• Cubic Law 50%

Engineering

• Anisotropic 100%
• Equivalent Strain 100%
• Multiscale 100%
• Damage Model 50%
• Numerical Method 50%
• Discretization 50%
• Fracture Propagation 50%
• Fluid Flow 50%
• Darcy Law 50%
• Plane Strain 50%
• Porous Matrix 50%
• Level Set 50%
• Pore Pressure Field 50%
• Fluid Pressure 50%
• Diffusion Equation 50%
• Damage Evolution Law 50%
• Pressure Distribution 50%
• Distance Function 50%
• Matlab Code 50%