conservative, differentiable, radial 1d fluid solver with astrophysical modules
Project description
jf1uids - Differentiable Conservative Radially Symmetric Fluid Simulations and Stellar Winds
Welcome to the repository of jf1uids, a 1d radial fluid solver written in JAX.
jf1uid is written in a way such that mass and energy are conserved based on the approach of Crittenden and Balachandar (2018) with a MUSCL-Hancock fluid solver. Note that for any general pupose (non-radial) problem consider using JAX-Fluids.
The solver's code can be found in the jf1uis folder. You can find a simple example for getting started under simple_example.ipynb.
Installation
jf1uids can be installed via pip:
pip install jf1uids
For running the notebooks you will also need to install matplotlib (and jupyter).
Reproducing the results from the paper
All the results from the paper can easily be reproduced via the notebooks provided
- figure 1 → conservational_properties.ipynb: For a radial shock problem, conservation of mass and energy in jf1uids are showcased.
- figure 2 → gradients_through_stellar_wind.ipynb: The gradients of the final fluid state with respect to the wind's velocity are analyzed.
- figure 3 → wind_parameter_optimization.ipynb: Finding wind parameters from the final fluid state via gradient-descent is shown.
Roadmap
- Implement a conservative 1d radial fluid solver with simple to implement yet powerful numerical schemes.
- Implement a simple stellar wind model, first analyses on the gradients of the final fluid state with respect to the wind parameters.
- Implementation of higher-order reconstruction methods like WENO-Z+, etc.
- Implementation of different Riemann solvers
- Implementation of a shock finder
- Implementation of a simple cosmic ray model based on the energy dissipation in shocks
- Two-fluid cosmic-ray model
- Full-spectrum cosmic ray modeling
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