Polarization Mathematic Simulation Library

• UpdatedNov 18, 2022
• Python

Notebooks, scripts and examples developed and maintained by the Underworld team.

• UpdatedAug 27, 2019
• Jupyter Notebook

FEM for parabolic and mixed problems

• UpdatedFeb 23, 2017
• MATLAB

Solvers for Stokes-type equations and saddle-point problems for scientific machine learning (SciML)

• UpdatedNov 30, 2020
• Julia

Active repo can be found at GitLab:

• UpdatedMar 5, 2021
• Python

A loose grab-bag of python scripts I've used to help deal with KML files and other mapping-related shenanigans

• UpdatedDec 29, 2019
• Python

FreeCAD FEM examples using Elmer as backend

• UpdatedNov 4, 2023

A matlab implementation of the marker and cell scheme for finite differences. It is used in this case to solve the 2d stationary stokes problem.

• UpdatedAug 31, 2018
• MATLAB

Fortran codes for operation of radial gradient numerical integral on gravity field element

• UpdatedJan 10, 2025
• Fortran

Fortran codes for Molodensky boundary value correction to Stokes on arbitrary shape surface

• UpdatedJan 10, 2025
• Fortran

This CUDA code solves for steady Stokes flow for a channel of width one, length one, and with a pressure drop of magnitude P between the inlet and the outlet.

• UpdatedFeb 8, 2019
• Cuda

Fortran codes for height anomaly computation on or outside geoid using Stokes/Hotine numerical integral

• UpdatedJan 10, 2025
• Fortran

Stokes prediction and algorithm optimization with Mathematica

• UpdatedMar 18, 2023
• Mathematica

Stokes flow in doubly periodic, partially or fully confined geometries.

• UpdatedApr 16, 2020

Calculates sinking velocity of particles in water.

• UpdatedNov 28, 2018
• R

Stocked is a simple platform that allows users to track companies stokes and have a very fluid and user-friendly display of info.

• UpdatedMar 27, 2019
• JavaScript

• UpdatedOct 28, 2024
• Jupyter Notebook

tutorial

• UpdatedAug 6, 2018

Project for CSE II: Discretization at Skoltech, 2018

• UpdatedMar 23, 2018
• Jupyter Notebook

C++ programs that solve, adaptively, the Stokes equations in 2D, using block preconditioners and exploiting MPI parallelisation. Time marching using ARKODE wrappers is still ongoing

• UpdatedJul 30, 2021
• C++