hp 2D edge elements for electromagnetics. More...
Classes | |
| class | DirichletCoefficients |
| Class for calculating and holding local coefficients per element which represent the dirichlet boundary condition. More... | |
| class | DirichletIdentity |
| Linear form in 2D for coping the Dirichlet boundary for Identity bilinearform. More... | |
| class | DirichletRotRot |
| Linear form in 2D for coping the Dirichlet boundary for RotRot bilinearform. More... | |
| class | Edge |
| An edge of a 2D FEM edge element quad. More... | |
| class | EdgeIdentity |
| Bilinear form in 2D, integral over an edge. More... | |
| class | EdgeRiesz |
| Linear form in 2D. More... | |
| class | Graduv |
| A function class to calculate element matrices for the bilinear form. More... | |
| class | Identity |
| A function class to calculate element matrices for the mass matrix. More... | |
| class | KarniadakisDeriv2 |
| Part of the multidimensional expansion bases for the shape functions of Karniadakis and Sherwin. More... | |
| class | Neumann |
| Linear form in 2D for the term of Neumann boundary. More... | |
| class | Quad |
| A 2D FEM edge element: a quad. More... | |
| class | QuadEdgeFunctions |
| A class for holding the shape functions of edge elements on quadrilaterials for a particular polynomials degree (ie. More... | |
| class | QuadGraphics |
| Handles graphics for 2D hp FEM edge elements. More... | |
| class | RecomputeShapefct |
| class | Riesz |
| Linear form in 2D. More... | |
| class | Rot |
| The
-operator applied to the approximated FE function. More... | |
| class | RotRot |
| A function class to calculate element matrices for the Rot u Rot v-bilinearform (Maxwell equations). More... | |
| class | Space |
| A 2D hp FEM space of edge elements with piecewise polynomial basis functions with two components, where the tangential component is continuous Currently, only quadrilaterials and conforming meshes are possible. More... | |
| class | Value |
| The approximated function in a FE space. More... | |
hp 2D edge elements for electromagnetics.