demos::poisson1 Namespace Reference

Variables
list	p0 = [0,0,0]
tuple	triangle = Triangle(p0, p1, p2)
tuple	fe = Lagrange(triangle,4)
tuple	integrand = inner(grad(fe.N(i)),grad(fe.N(j)))
tuple	Aij = triangle.integrate(integrand)

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Variable Documentation

tuple demos::poisson1::Aij = triangle.integrate(integrand)

Definition at line 13 of file poisson1.py.

Referenced by SyFi::compute_mixed_Poisson_element_matrix(), compute_nlconvdiff_element_matrix(), compute_poisson_element_matrix(), SyFi::compute_Poisson_element_matrix(), compute_Poisson_element_matrix(), SyFi::compute_Stokes_element_matrix(), and main().

tuple demos::poisson1::fe = Lagrange(triangle,4)

Definition at line 8 of file poisson1.py.

tuple demos::poisson1::integrand = inner(grad(fe.N(i)),grad(fe.N(j)))

Definition at line 12 of file poisson1.py.

Referenced by SyFi::Robust::compute_basis_functions(), SyFi::RaviartThomas::compute_basis_functions(), SyFi::Nedelec2Hdiv::compute_basis_functions(), SyFi::Nedelec::compute_basis_functions(), SyFi::Robust::compute_basis_functions_old(), and main().

list demos::poisson1::p0 = [0,0,0]

Definition at line 6 of file poisson1.py.

tuple demos::poisson1::triangle = Triangle(p0, p1, p2)

Definition at line 7 of file poisson1.py.