Releases: ddrous/Updes
Releases · ddrous/Updes
Version 1.0.2
Exciting upgrades coming with version 1.0.2 🎉
- Faster linear solves with
Lineax
- Support for both
vals
andcoeffs
as fields inputs to differential and rhs operators - Fixed the
args
inputs to construct the local matrix for thenodal_div_grad
: (if array, else, etc.) - Added colorbar to animate fields
- Implemented the Darcy flow problem in demos
Version 1.0.1
This release includes:
- A patch to fix the problem that occurred due to non-staking of the field arguments when passed to the differentiable operators
- Separate readmes for PyPI and GitHub
- Nicer documentation with 3 pages and a longer tutorial
Version 1.0.0
Finally, Updes is available in its first official release. This release comes with:
- A way to simulate and control PDEs with ease
- A documentation with QuartoDoc
- Detailed readme and reference paper
- Further example PDEs in the demos
- Etc.
We are officially accepting issues and pull-requests 🎉
Version 0.1.4
Major pre-release before first official release !
Version 0.1.3
Miles stone reached.
Periodic boundary conditions !
Updec v0.1.2
This release focuses on demos for the Navier-Stokes test case:
- Derivation of various schemes for the NS equations
- Training PINNs and collecting performance metrics
- Benchmarking CPU times and peak memory usage
- Etc.
Updec v0.1.1
This release focuses on providing accurate examples on how to use Updec:
- Formulation of the adjoint equations for Laplace
- 3 different formulations of the adjoint equations for Navier-Stokes (the best has a negated loss)
- Find appropriate hyperparams for differentiable solvers on Navier-Stokes for better memory efficiency
- Implements finite difference in lieu of the differentiable solver on Navier-Stokes
- Integrated Adam optimiser to DAL and DP gradient descents
- Improved plotting, small bugs, etc.
Version 0.1.0
Very first release. The code is working smoothly, but isn't vectorized. Major features include:
- PDE solving with RBF e.g. The Laplace equation with Neumann boundary conditions with super-linear convergence
- Load cloud points from Gmsh
- Implementation of RBF-PINNs (not stable)
N.B. The current API is not stable as the code is under active development.