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I might make a start this week on algebraic multigrid.
As mentioned earlier this year, this will be useful for the momentum steps of the Uzawa Stokes solver #171. It's also required for all three steps of the pressure-correction scheme for the unsteady Navier-Stokes equation in gdmcbain/fenics-tuto-in-skfem#5. Of course, once in place it should be useful for much else too.
I guess the three candidates are PyAMG, pyamgcl, and PETSc. Probably one of the first two for most purposes as they're much lighter.
I might start with optional extensions to ex9, comparing AMG to ILU as a preconditioner for conjugate gradients on the Poisson problem.
I doubt this'll require any changes to the skfem library.
The text was updated successfully, but these errors were encountered:
pyamgcl also worked well with the three steps of the ‘IPCS’ (incremental pressure correction scheme) for the unsteady Navier–Stokes equations in gdmcbain/fenics-tuto-in-skfem#5.
I might make a start this week on algebraic multigrid.
As mentioned earlier this year, this will be useful for the momentum steps of the Uzawa Stokes solver #171. It's also required for all three steps of the pressure-correction scheme for the unsteady Navier-Stokes equation in gdmcbain/fenics-tuto-in-skfem#5. Of course, once in place it should be useful for much else too.
I guess the three candidates are PyAMG, pyamgcl, and PETSc. Probably one of the first two for most purposes as they're much lighter.
I might start with optional extensions to ex9, comparing AMG to ILU as a preconditioner for conjugate gradients on the Poisson problem.
I doubt this'll require any changes to the skfem library.
The text was updated successfully, but these errors were encountered: