KSP Trajectory Optimization Tool
- Updated
Dec 2, 2024 - MATLAB
KSP Trajectory Optimization Tool
Software for precise orbit determination of Low Earth Orbiters and gravity field recovery
An almost fully automated MATLAB CR3BP library.
🌏 📡 🌏 📡 FORMFLYT - High fidelity orbit propagation for formation flying control in MATLAB!
Creates high-resolution renderings of the Earth and the major celestial bodies in our solar system for astrodynamics applications.
Indirect optimization for energy-optimal Lyapunov-to-Lyapunov transfer using heteroclinic connection as initial guess.
A collection of MATLAB scripts created in 2019/20 and used for my Masters of Aerospace Engineering dissertation project at the University of Nottingham, UK. The project aim was to design a set of software tools that serve as a feasibility study for preliminary multi-planet space mission concepts. The project was successful and the paper I wrote …
This folder contains AUTOMATE toolbox for designing moon tours in Saturn system.
ASTRA is a MATLAB-based toolbox for optimally build MGA trajectories.
Many revolution low-thrust trajectory optimization with direct method using ICLOCS
Pork-Chop plot for Lambert's Problem of a Earth-Mars mission
Solver to compute the lambert equation using a third-order iterative solver
A catch-all for Matlab Astro code I developed or used
A collection of MATLAB scripts for determining interplanetary trajectories.
Satellite Attitude Animation and Simulator (SAAS)
Collocation-based computation of 4 body invariant quasi-periodic orbits for Jovian Moons, Europa & Callisto, finding transit librating trajectories due to Ganymede's periodicity
[Conference Paper at ASC 2024] Feedback orbital transfer guidance for solar sails - Solar Lyapunov Guidance Algorithm
Final project for University of Colorado ASEN5044: Statistical Estimation of Dynamical Systems. MATLAB scripts analyze and estimate the movement of an orbiter of the asteroid Bennu using optical data from the orbiter's camera.
Small matlab program to solve the kepler's equation using Euler and Newton-Rapson methods
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