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. See it in augumented reality! For iPhone click here / For Android click here
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.
My published articles are available in podcast format using the NotebookLM tool from Google. Check them out at https://www.youtube.com/@nathansha/podcasts.
Development of Locally Conservative Methods for Multidimensional Thermo-Poroelastic Simulations
A GFEM for Hydraulic Fracture Propagation in Orthotropic Media
Improved Algorithms for the GFEM Applied to Hydraulic Fracturing Problems
Development of Locally Conservative Mixed Finite Element Method for the Simulation of CO2 Injection
Numerical Study of CO2 injection in Brazilian Reservoirs using the Finite Element Method
Study of Mixed-Mode Fracture Propagation Using the Generalized Finite Element Method
Advanced Remeshing Strategies for Explicit Fracture Representation Using the Generalized Finite Element Method
Applications of the Phase-field Method for Fracture in Orthotropic Media
Numerical Analysis of Masonry Infills in the Progressive Collapse of Structures
H-adaptive FEM Algorithms for Topology Optimization Problems
Fracture Propagation in Unconsolidated Media using the Phase-field Method
Efficient Use of External Libraries for Solving GFEM-Generated Systems of Equations