Pedro Costa (p-costa)

p-costa

Geek Repo

Company:TU Delft

Location:Delft

Home Page:https://p-costa.github.io

Twitter:@costa_p

Github PK Tool:Github PK Tool

Pedro Costa's starred repositories

starship

☄🌌️ The minimal, blazing-fast, and infinitely customizable prompt for any shell!

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PokemonRedExperiments

Playing Pokemon Red with Reinforcement Learning

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jupyter-book

Create beautiful, publication-quality books and documents from computational content.

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latex_paper_writing_tips

Tips for Writing a Research Paper using LaTeX

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TikZ

Complete collection of my PGF/TikZ figures.

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common-3d-test-models

Repository containing common 3D test models in original format with original source if known and obj mesh

neuralgcm

Hybrid ML + physics model of the Earth's atmosphere

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fprettify

auto-formatter for modern fortran source code

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mesh2sdf

Converts an input mesh to a signed distance field (SDF)

CFD

Basic Computational Fluid Dynamics (CFD) schemes implemented in FORTRAN using Finite-Volume and Finite-Difference Methods. Sample simulations and figures are provided.

scream

Exascale global atmosphere model written in C++ as part of the E3SM project

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accelerated-computing-hub

NVIDIA curated collection of educational resources related to general purpose GPU programming.

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openacc_fortran_examples

Simple OpenACC Fortran Examples

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NavierStokes.jl

Short example of Navier-Stokes simulation on GPU

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ChatGPT_Programming_Numerical_Methods

Coding numerical methods using ChatGPT: successes, failures, and challenges

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Scientific-Visualization

Scientific visualization tutorials using Paraview

License:CC0-1.0Stargazers:16Issues:0Issues:3

stl2sdf

Message-Passing-Interface (MPI) based stl/obj to signed-distance-field (SDF) converter written in Python for Cartesian grids

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SimpleBubblyFlowSolver

Massively-parallelised Navier-Stokes solver with a volume-of-fluid method for bubbly flows

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Visual-Fortran-Solvers

Visual Fortran Solvers

THINC-TC

THINC (volume-of-fluid) method for Taylor-Couette flows

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MHIT36

MHIT36

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BiotSavartBCs.jl

External flow boundary conditions for WaterLily using fast multi-grid Biot-Savart integral approximations

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pinns-in-julia

Simple implementation of Physics-Informed Neural Networks for the solution of Partial Differential Equations in Julia

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event_based_optical_flow

The official implementation of "Secrets of Event-based Optical Flow" (ECCV2022 Oral)

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