Def
Element
an encyclopedia of finite element definitions
Reference elements
Interval
Bernstein
Bernstein–Bézier
bubble
discontinuous polynomial cubical
discontinuous Taylor
dPc
enriched Galerkin
Galerkin
Gauss–Legendre
Gauss–Lobatto–Legendre
Hermite
Lagrange
Morley–Wang–Xu
Polynomial
Radau
serendipity
Taylor
vector dPc
Wu–Xu
Triangle
Argyris
Arnold–Winther
Bell
Bernardi–Raugel
Bernstein
Bernstein–Bézier
Brezzi–Douglas–Fortin–Marini
Brezzi–Douglas–Marini
bubble
bubble enriched Lagrange
Clough–Tocher
conforming Arnold–Winther
conforming Crouzeix–Raviart
Crouzeix–Falk
Crouzeix–Raviart
discontinuous Taylor
enriched Galerkin
enriched vector Galerkin
Fortin–Soulie
Galerkin
Guzmán–Neilan
Hellan–Herrmann–Johnson
Hermite
Hood–Taylor
Hsieh–Clough–Tocher
iso-P2 P1
Kong–Mulder–Veldhuizen
Lagrange
locking-free enriched Galerkin
Mardal–Tai–Winther
mini
Morley
Morley–Wang–Xu
Nédélec (first kind)
Nédélec (second kind)
non-conforming Crouzeix–Raviart
nonconforming Arnold–Winther
P1-iso-P2
P2-iso-P1
Pechstein–Schöberl
Polynomial
Rao–Wilton–Glisson
Raviart–Thomas
reduced Hsieh–Clough–Tocher
Regge
Scott–Vogelius
Tangential-displacement normal-normal-stress
Taylor
Taylor–Hood
transition
vector bubble enriched Lagrange
vector Lagrange
Whitney
Wu–Xu
Tetrahedron
Bernardi–Raugel
Bernstein
Bernstein–Bézier
Brezzi–Douglas–Fortin–Marini
Brezzi–Douglas–Marini
bubble
Crouzeix–Raviart
discontinuous Taylor
enriched Galerkin
enriched vector Galerkin
Galerkin
Guzmán–Neilan
Hermite
Hood–Taylor
Kong–Mulder–Veldhuizen
Lagrange
locking-free enriched Galerkin
Mardal–Tai–Winther
Morley–Wang–Xu
Nédélec (first kind)
Nédélec (second kind)
non-conforming Crouzeix–Raviart
Pechstein–Schöberl
Polynomial
Rao–Wilton–Glisson
Raviart–Thomas
Regge
Scott–Vogelius
Tangential-displacement normal-normal-stress
Taylor
Taylor–Hood
transition
vector Lagrange
Whitney
Wu–Xu
Quadrilateral
\(Q_{k+1,k}\times Q_{k,k+1}\)
Arnold–Boffi–Falk
Bogner–Fox–Schmitt
Brezzi–Douglas–Fortin–Marini
Brezzi–Douglas–Marini cubical H(curl)
Brezzi–Douglas–Marini cubical H(div)
direct serendipity
discontinuous polynomial cubical
dPc
enriched Galerkin
enriched vector Galerkin
Galerkin
Gauss–Legendre
Gauss–Lobatto–Legendre
Huang–Zhang
iso-P2 P1
Lagrange
locking-free enriched Galerkin
Nédélec (first kind)
P1-iso-P2
P2-iso-P1
Polynomial
Q
Q H(curl)
Q H(div)
Radau
Rannacher–Turek
Raviart–Thomas cubical H(curl)
Raviart–Thomas cubical H(div)
serendipity
serendipity H(curl)
serendipity H(div)
Tiniest tensor
Tiniest tensor H(curl)
Tiniest tensor H(div)
TNT
TNT H(curl)
TNT H(div)
trimmed serendipity H(curl)
trimmed serendipity H(div)
vector dPc
vector Q
Hexahedron
Arnold–Awanou H(curl)
Arnold–Awanou H(div)
Brezzi–Douglas–Durán–Fortin
Brezzi–Douglas–Fortin–Marini
discontinuous polynomial cubical
dPc
enriched Galerkin
enriched vector Galerkin
Galerkin
Gauss–Legendre
Gauss–Lobatto–Legendre
Lagrange
locking-free enriched Galerkin
Nédélec (first kind)
Nédélec cubical H(curl)
Nédélec cubical H(div)
Polynomial
Q
Q H(curl)
Q H(div)
Radau
Rannacher–Turek
serendipity
serendipity H(curl)
serendipity H(div)
Tiniest tensor
Tiniest tensor H(curl)
Tiniest tensor H(div)
TNT
TNT H(curl)
TNT H(div)
trimmed serendipity H(curl)
trimmed serendipity H(div)
vector dPc
vector Q
Prism
enriched Galerkin
Galerkin
Lagrange
Nédélec (first kind)
Polynomial
Pyramid
enriched Galerkin
Galerkin
Lagrange
Polynomial
Dual polygon
Buffa–Christiansen
dual polynomial
rotated Buffa–Christiansen