an encyclopedia of finite element definitions
| Element | Example | |
| discontinuous Lagrange | interval,0,equispaced | |
| interval,1,equispaced | ||
| interval,2,equispaced | ||
| triangle,0,equispaced | ||
| triangle,1,equispaced | ||
| triangle,2,equispaced | ||
| quadrilateral,0,equispaced | ||
| quadrilateral,1,equispaced | ||
| quadrilateral,2,equispaced | ||
| tetrahedron,0,equispaced | ||
| tetrahedron,1,equispaced | ||
| tetrahedron,2,equispaced | ||
| hexahedron,0,equispaced | ||
| hexahedron,1,equispaced | ||
| hexahedron,2,equispaced | ||
| Lagrange | interval,1,equispaced | |
| interval,2,equispaced | ||
| interval,3,equispaced | ||
| triangle,1,equispaced | ||
| triangle,2,equispaced | ||
| triangle,3,equispaced | ||
| quadrilateral,1,equispaced | ||
| quadrilateral,2,equispaced | ||
| quadrilateral,3,equispaced | ||
| tetrahedron,1,equispaced | ||
| tetrahedron,2,equispaced | ||
| hexahedron,1,equispaced | ||
| hexahedron,2,equispaced | ||
| Nédélec (first kind) | triangle,0,legendre | |
| triangle,1,legendre | ||
| quadrilateral,0,legendre | ||
| quadrilateral,1,legendre | ||
| Raviart–Thomas | triangle,0,legendre | |
| triangle,1,legendre | ||
| quadrilateral,0,legendre | ||
| quadrilateral,1,legendre | ||
| tetrahedron,0,legendre | ||
| tetrahedron,1,legendre | ||
| hexahedron,0,legendre | ||
| hexahedron,1,legendre |
For each element in the table above, the verification test passes for an example if:
The algorithm used to perform verification is described in detail in the DefElement paper {{citation::defelement_paper}}.
The symbols in the table have the following meaning:
| Verification passes | |
| Verification fails |
You can information about verification of other libraries on the verification page.
| Badge | Markdown |
| [](https://defelement.org/verification/ndelement.html) |