Choral
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The type feSpacexk defines \( Y = [ X_h ]^k \) for \( X_h \) a finite element space. More...
Private Member Functions | |
final | fespacexk_clear |
destructor More... | |
type(fespacexk) function | fespacexk_create (X_h, k) |
Constructor for the type feSpacexk More... | |
Private Attributes | |
type(fespace), pointer | x_h =>NULL() |
associated feSpace More... | |
integer | k |
exponent More... | |
integer | nbdof2 =0 |
DOF. More... | |
integer, dimension(:), allocatable | dof2todof |
correspondance dof2 –> dof of X_h More... | |
type(graph) | cltodof2 |
The type feSpacexk defines \( Y = [ X_h ]^k \) for \( X_h \) a finite element space.
\(Y\) is defined relativelly to:
\(Y\) as \(k\) times more degrees of freedom than \(X_h\). They are ordered as follows:
To avoid confusion. they are denoted:
To \(Y\) are associated:
Definition at line 94 of file feSpacexk_mod.f90.
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destructor
Definition at line 116 of file feSpacexk_mod.f90.
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Constructor for the type feSpacexk
Definition at line 184 of file feSpacexk_mod.f90.
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Definition at line 111 of file feSpacexk_mod.f90.
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correspondance dof2 –> dof of X_h
Definition at line 106 of file feSpacexk_mod.f90.
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exponent
Definition at line 100 of file feSpacexk_mod.f90.
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DOF.
Definition at line 103 of file feSpacexk_mod.f90.
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associated feSpace
Definition at line 97 of file feSpacexk_mod.f90.