scale_element_base::elementbase Type Reference

Derived type representing an arbitrary finite element. More...

Inheritance diagram for scale_element_base::elementbase:

Public Member Functions
procedure	islumpedmatrix (elem)
	Get a flag whether the lumped mass matrix is used.

Public Attributes
integer	np
	Number of nodes within an element.
integer	nfaces
	Number of faces.
integer	nfptot
	Total number of nodes on faces.
integer	nv
	Number of vertices with an element.
real(rp), dimension(:,:), allocatable	v
	The Vandermonde matrix (V) whose size is Np x Np.
real(rp), dimension(:,:), allocatable	invv
	Inversion of the Vandermonde matrix (V^-1) whose size is Np x Np.
real(rp), dimension(:,:), allocatable	m
	Mass matrix (M) whose size is Np x Np.
real(rp), dimension(:,:), allocatable	invm
	Inversion of the mass matrix (M^-1) whose size Np x NP.
real(rp), dimension(:,:), allocatable	lift
	Lifting matrix with element boundary integrals whose size Np x NfpTot.
real(rp), dimension(:), allocatable	intweight_lgl
	Weights of gaussian quadrature with the LGL nodes.

Detailed Description

Derived type representing an arbitrary finite element.

Definition at line 30 of file scale_element_base.F90.

Member Function/Subroutine Documentation

islumpedmatrix()

procedure scale_element_base::elementbase::islumpedmatrix

(

class(elementbase), intent(in)

elem

)

Get a flag whether the lumped mass matrix is used.

Definition at line 44 of file scale_element_base.F90.

References scale_element_base::elementbase_construct_liftmat(), scale_element_base::elementbase_construct_massmat(), and scale_element_base::elementbase_construct_stiffmat().

Member Data Documentation

np

integer scale_element_base::elementbase::np

Number of nodes within an element.

Definition at line 31 of file scale_element_base.F90.

    integer :: Np                       !< Number of nodes within an element

nfaces

integer scale_element_base::elementbase::nfaces

Number of faces.

Definition at line 32 of file scale_element_base.F90.

    integer :: Nfaces                   !< Number of faces

nfptot

integer scale_element_base::elementbase::nfptot

Total number of nodes on faces.

Definition at line 33 of file scale_element_base.F90.

    integer :: NfpTot                   !< Total number of nodes on faces

nv

integer scale_element_base::elementbase::nv

Number of vertices with an element.

Definition at line 34 of file scale_element_base.F90.

    integer :: Nv                       !< Number of vertices with an element

v

real(rp), dimension(:,:), allocatable scale_element_base::elementbase::v

The Vandermonde matrix (V) whose size is Np x Np.

Definition at line 37 of file scale_element_base.F90.

    real(RP), allocatable :: V(:,:)             !< The Vandermonde matrix (V) whose size is Np x Np 

invv

real(rp), dimension(:,:), allocatable scale_element_base::elementbase::invv

Inversion of the Vandermonde matrix (V^-1) whose size is Np x Np.

Definition at line 38 of file scale_element_base.F90.

    real(RP), allocatable :: invV(:,:)          !< Inversion of the Vandermonde matrix (V^-1) whose size is Np x Np

m

real(rp), dimension(:,:), allocatable scale_element_base::elementbase::m

Mass matrix (M) whose size is Np x Np.

Definition at line 39 of file scale_element_base.F90.

    real(RP), allocatable :: M(:,:)             !< Mass matrix (M) whose size is Np x Np

invm

real(rp), dimension(:,:), allocatable scale_element_base::elementbase::invm

Inversion of the mass matrix (M^-1) whose size Np x NP.

Definition at line 40 of file scale_element_base.F90.

    real(RP), allocatable :: invM(:,:)          !< Inversion of the mass matrix (M^-1) whose size Np x NP

lift

real(rp), dimension(:,:), allocatable scale_element_base::elementbase::lift

Lifting matrix with element boundary integrals whose size Np x NfpTot.

Definition at line 41 of file scale_element_base.F90.

    real(RP), allocatable :: Lift(:,:)          !< Lifting matrix with element boundary integrals whose size Np x NfpTot

intweight_lgl

real(rp), dimension(:), allocatable scale_element_base::elementbase::intweight_lgl

Weights of gaussian quadrature with the LGL nodes.

Definition at line 42 of file scale_element_base.F90.

    real(RP), allocatable :: IntWeight_lgl(:)   !< Weights of gaussian quadrature with the LGL nodes

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The documentation for this type was generated from the following file:

• scale_element_base.F90