Def
Element
an encyclopedia of finite element definitions
Degree 0 discontinuous Lagrange on a hexahedron
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In this example:
\(R\) is the reference hexahedron. The following numbering of the subentities of the reference is used:
\(\mathcal{V}\) is spanned by: \(1\)
\(\mathcal{L}=\{l_0,...,l_{0}\}\)
Functionals and basis functions:
\(\displaystyle l_{0}:v\mapsto v(\tfrac{1}{2},\tfrac{1}{2},\tfrac{1}{2})\)
\(\displaystyle \phi_{0} = 1\)
This DOF is associated with volume 0 of the reference element.