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Orbital Propagator

A Python-based orbital mechanics simulation tool that implements multiple numerical integration methods to propagate satellite orbits and compare their accuracy against reference data.

Overview

This project provides a complete framework for orbital propagation using three different numerical integration methods:

  • Euler Method: First-order integration (simple but less accurate)
  • Verlet Method: Second-order symplectic integration (good energy conservation)
  • Runge-Kutta 4th Order (RK4): Fourth-order integration (high accuracy)

The propagator supports both dimensionalized and non-dimensionalized formulations of the orbital equations of motion, allowing for numerical stability analysis and performance comparison.

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Orbital Propagator using Numerical Methods

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