bjodah/pyodesys
∫ Straightforward numerical integration of systems of ordinary differential equations
This project helps scientists, engineers, and researchers solve systems of ordinary differential equations (ODEs) that describe how quantities change over time. You input your ODE system, often as symbolic expressions or a Python function, and it outputs numerical solutions showing how your system evolves. It's designed for anyone who needs to model dynamic processes, such as chemical reactions, biological population growth, or physical systems.
No commits in the last 6 months. Available on PyPI.
Use this if you need a flexible and performant way to numerically integrate initial value problems for ODE systems, especially if you work with symbolic math libraries.
Not ideal if your problem involves partial differential equations or if you need to solve boundary value problems directly without converting them to initial value problems.
Stars
96
Forks
6
Language
Python
License
BSD-2-Clause
Category
Last pushed
Aug 23, 2025
Commits (30d)
0
Dependencies
7
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