3D viewer and post processing of reservoir models
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Updated
Aug 21, 2024 - C++
3D viewer and post processing of reservoir models
This is a program with GUI developed with python, to read well logs and model geomechanical properties.
GEOS Simulation Framework
Expandable And Scalable Infrastructure for Finite Element Methods, EASIFEM, is [Modern Fortran](https://fortran-lang.org) framework for solving partial differential equations (PDEs) using finite element methods. EASIFEM "eases" the efforts to develop scientific programs in Fortran.
Expandable And Scalable Infrastructure for Finite Element Methods, EASIFEM, is [Modern Fortran](https://fortran-lang.org) framework for solving partial differential equations (PDEs) using finite element methods. EASIFEM "eases" the efforts to develop scientific programs in Fortran.
Borehole measurement interpretation and modeling.
LaMEM (Lithosphere and Mantle Evolution Model) - a 3D parallel code to simulate geodynamic and geomechanical processes
Fast Automatic Stress Tensor Calibration for 3D geomechanical-numerical modelling
Python tools for structural geology and borehole image analysis which includes data handling, frequency and geometric analysis, and reservoir geomechanics.
Fast Automatic Stress Tensor Calibration for 3D geomechanical-numerical modelling (Python version)
Predicted Pore Pressure using a Multi-layer perceptron (MLP) artificial neural network.
This repository contains codes for a preprint titled "A Bootstrap Strategy to Train, Validate and Test Reduced Order Models of Coupled Geomechanical Processes" submitted to Computers and Geosciences
Implementation of the Strain Path method and Shallow Strain Path method to compute the displacement and strain fields due to the penetration of a tube
Finite Element Code for Elasto-plastic Analysis of Slope Stability
Soil particles contact simulation
Integration of reservoir simulation, rock physics, seismic modeling, & geomechanics for CCS monitoring. Originally my BSc thesis and will be presented in EAGE 2020 Amsterdam.
Elastic-Plastic Deformation on a 2-D Plane
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