MiniFEMLib

This code is part of a course in Numerical Analysis of PDEs, University of Buenos Aires. It is meant for educational purposes.

Laplaciano con borde Dirichlet homogéneo:

Name		Name	Last commit message	Last commit date
Latest commit History 83 Commits
__pycache__		__pycache__
docs		docs
FemTuring.pdf		FemTuring.pdf
LICENSE		LICENSE
MateUBA_PDE.png		MateUBA_PDE.png
MateUBA_PDE.py		MateUBA_PDE.py
README.md		README.md
ReactDiff.png		ReactDiff.png
calor_explicito.png		calor_explicito.png
ej_CalorExplCBPeriodicas.py		ej_CalorExplCBPeriodicas.py
ej_CalorExplDirichlet.py		ej_CalorExplDirichlet.py
ej_CalorImplCBPeriodicas.py		ej_CalorImplCBPeriodicas.py
ej_CalorImplDirichlet.py		ej_CalorImplDirichlet.py
ej_ReacDifImplicito.py		ej_ReacDifImplicito.py
ej_ReaccionDifusion.py		ej_ReaccionDifusion.py
fem2d_example1_dirichletzero.py		fem2d_example1_dirichletzero.py
fem2d_example2_sarten.py		fem2d_example2_sarten.py
fem2d_example3_llave.py		fem2d_example3_llave.py
fem2d_test1_boundary.py		fem2d_test1_boundary.py
minifemlib.py		minifemlib.py
patTuring.py		patTuring.py
sarten_laplace.png		sarten_laplace.png
triangulation.py		triangulation.py

mdmaas/MiniFEMLib