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Hello, Thanks for this library; I like your approach to the problem. But I was testing and it seems to be using more GPU memory than I expected?
If I simply change the `grid_num` in the `examples/t…
jtbr updated
2 months ago
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Hi guys,
I'm interested in the matrix-free (partial assembly) feature of MFEM. With partial assembly enabled, I tried a Jacobian smoother preconditioner, an LOR preconditioner, as well as preconditio…
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For midterm: I could not find examples of code that show any reproduction of previous results, please add
add this to midterm milestone
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When we start with estimating or moment equations, then the derivative is not necessarily symmetric, in contrast to when we start from a likelihood maximization problem.
This case is implemented, b…
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Many atomic-orbital codes such as [ADF](https://www.scm.com/product/adf/) and [FHI-aims](https://fhi-aims.org/) solve Poisson's equation numerically with the scheme of Becke and Dickson from [J. Chem.…
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AMGX ships with many nice sample programs, including simple implementation of Poisson-like equations. Currently, the charge function (e.g. in A x = b, the array b) is set to 1.d0 everywhere.
This i…
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Hi @fverdugo ... I think that the Dirichlet and Neumann Boundary conditions are flipped in the Darcy's tutorial + RT FEs.
In particular, in the Darcy problem, one imposes the trace of the pressure…
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Hi,
I have been using superlu_dist to solve a complex-valued block-tridiagonal linear system that arises from discretizing a 2D variable coefficient Poisson equation using 2nd order central differe…
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Hello!
I have recently found this library and was trying some of the examples. Excuse my ignorance but are there any examples for magneto statics or magneto dynamics?
Thank you!
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Hi,
I am learning the Chebyshev-Galerkin method in Shen95 for 2D, 3D Poisson Equation with nonhomogeneous Dirichlet BC. Your example `poisson1D.py` helps me a lot in understanding the method. But…