poliastro - 🚀 Astrodynamics in Python
Python library for ODE integration via Taylor's method and LLVM
Sophisticated astrodynamics and space mission simulator. Calculate n-body trajectories, perform orbital maneuvers, apply various perturbations, generate plots, and more! Minimal dependencies.
A free, fast and accurate routine to compute the position of the Sun
A modern astrodynamics library powered by JAX: differentiate, vectorize, JIT to GPU/TPU, and more
Hassle free galactical procedural generator
A powerful open-source engine for advanced celestial mechanics, orbital dynamics, and planetary motion.
A simple matplotlib-based orbital mechanics visualization library
Asteroid tracklet identification and orbit determination tool
Сustomized collection of ODE solvers
Identify asteroid families using machine-learning
Проект АШ/УТС 2022
2D physics engine from scratch. Pygame is used only for graphics & sounds. All the interactions are implemented as applying certain force to a body. Can be used to model celestial mechanics.
Calculates the orbital elements from three separate observations of an object in the sky.
The Solar System Simulation project is a Python-based simulation of the solar system, utilizing Pygame for visualization and various calculations for accurate celestial physics. The project aims to provide an educational tool to explore planetary dynamics, including gravitational interactions, orbital mechanics, and visualization.
Calculates an ephemeris of a celestial object provided its orbital elements, observation date, and returns it as declination and right ascension
An educational astronomy calculation toolkit with a soul. Show your work with --verbose mode. Sun/Moon positions, rise/set times, twilight, phases, coordinate transforms, Julian dates, and visibility planning. Pure Python, no compiled dependencies.
This repository contains the code for the blog post on Runge-Kutta methods for solving ODEs. For further details, please refer to this post.
N-body model of Saturn and some of its moons with python.
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