Geophysical fluid dynamics pseudospectral solvers with Julia and FourierFlows.jl.
Idealized GCM from the University of Exeter
Invert geophysical fluid dynamic problems (elliptic partial differential equations) using SOR iteration method.
Gridap drivers for geoscience applications
This is a repository for storing some demonstration for teaching computational geophysical fluid dynamics..
Python package that takes advantage of Numba to efficiently implement a variety of coherent structure methods and analyze time-dependent dynamical systems.
Blender add-on. Numerous Instruments to Manipulate and Post-process Hydraulic Simulations (OpenFOAM, TELEMAC).
Fast spherical harmonic transforms using C library SHTns
Examples and demonstrations using Julia package GeophysicalFlows.jl
2-D hydro-thermo-mechanical-chemical geodynamic numerical code with a focus on thermodynamic reactions in a two-phase model.
🎓 Source code for my Ph.D. thesis made with 💗 using Pandoc + LaTeX
Software for simulations of sediment-laden Earth surface flows
High-performance 2D solver for Kelvin-Helmholtz instability in incompressible flows, featuring Numba JIT compilation for 10-50x speedup and multi-core parallelization. Includes predefined scenarios, NetCDF output, automated visualization, and both CLI and Python API for the geophysical fluid dynamics studies.
Pseudo-spectral Sawyer-Eliassen solver with implicit timestepping for arbitrary balanced background flows.
Open platform for dynamical cores
This repository contains the statistical analysis and visualization Python scripts used to process NetCDF simulation outputs and generate the figures and complexity metrics presented in the kh2d-solver paper on Kelvin-Helmholtz instability.
C++14 library of contour advection algorithms
Utilities for working with DEM data-sets and MPAS-like models.
NETwork CLustering OPerations for geophysical fluid transport
This repository contains the code and data associated with the paper titled "Numerical Simulation of the 2D Trajectory of a Non-Buoyant Fluid Parcel under the Influence of Inertial Oscillation"
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