Dissertation: Simulating and Diagnosing Three-dimensional Multistage Hydraulic Fracturing with the Generalized Finite Element Method
Advisor: Carlos Armando Duarte
Department of Structures
Champaign-Urbana, IL, USA
Thesis: Numerical Simulation of Hydraulic Fracture Propagation in Two-dimensional domain with Elastoplasticity
Advisor: Philippe Remy Bernard Devloo
Department of Structures
Campinas, SP, Brazil
Campinas, SP, Brazil
3D Simultaneous propagation of 3 initially circular hydraulic fractures with anisotropic confinement
3D Simultaneous propagation of 3 initially circular hydraulic fractures unaligned with confinement
Final shape of 3D hydraulic fractures non aligned with in situ stresses (3 superposed simulations)
3-D Hydraulic Fracturing with GFEM - Code Validation
3D Hydraulic fracture propagation near a free surface with anisotropic horizontal confinement
Krauklis waves in a pseudo 3D planar fracture: comparison between considering solid inertia or not
Simulation of crack initiation and propagation in a notched plate under tensile loading using the phase-field FEM.
Simulation of fracture evolution in a notched beam under three-point bending using the phase-field FEM.
Development of Locally Conservative Methods for Multidimensional Thermo-Poroelastic Simulations
Geometrically Accurate Representation of Curved Geometries in the Finite Element Method
Innovative Finite Element Approaches for Engineering Problems in the Oil Sector
Study of Linear Solvers for Systems of Equations Arising in GFEM Simulations
Modeling Hydraulic Fracture Propagation with the GFEM