Structure for Lagrange multiplier-related part of stiffness matrix (Lagrange multiplier-related matrix) More...

Collaboration diagram for hecmw_util::hecmwst_matrix_lagrange:

Data Fields
integer(kind=kint)	num_lagrange = 0
	total number of Lagrange multipliers More...

integer(kind=kint)	numl_lagrange = 0
	node-based number of non-zero items in lower triangular half of matrix More...

integer(kind=kint)	numu_lagrange = 0
	node-based number of non-zero items in upper triangular half of matrix More...

integer(kind=kint), dimension(:), pointer	indexl_lagrange => null()
	node-based index of first non-zero item of each row in lower part More...

integer(kind=kint), dimension(:), pointer	indexu_lagrange => null()
	node-based index of first non-zero item of each row in upper part More...

integer(kind=kint), dimension(:), pointer	iteml_lagrange => null()
	node-based column number of non-zero items in lower part More...

integer(kind=kint), dimension(:), pointer	itemu_lagrange => null()
	node-based column number of non-zero items in upper part More...

real(kind=kreal), dimension(:), pointer	al_lagrange => null()
	values of non-zero items in lower part More...

real(kind=kreal), dimension(:), pointer	au_lagrange => null()
	values of non-zero items in upper part More...

real(kind=kreal), dimension(:), pointer	lagrange => null()
	values of Lagrange multipliers More...

Detailed Description

Structure for Lagrange multiplier-related part of stiffness matrix (Lagrange multiplier-related matrix)

Definition at line 427 of file hecmw_util_f.F90.

Field Documentation

◆ al_lagrange

real(kind=kreal), dimension(:), pointer hecmw_util::hecmwst_matrix_lagrange::al_lagrange => null()

values of non-zero items in lower part

Definition at line 438 of file hecmw_util_f.F90.

◆ au_lagrange

real(kind=kreal), dimension(:), pointer hecmw_util::hecmwst_matrix_lagrange::au_lagrange => null()

values of non-zero items in upper part

Definition at line 439 of file hecmw_util_f.F90.

◆ indexl_lagrange

integer(kind=kint), dimension(:), pointer hecmw_util::hecmwst_matrix_lagrange::indexl_lagrange => null()

node-based index of first non-zero item of each row in lower part

Definition at line 432 of file hecmw_util_f.F90.

◆ indexu_lagrange

integer(kind=kint), dimension(:), pointer hecmw_util::hecmwst_matrix_lagrange::indexu_lagrange => null()

node-based index of first non-zero item of each row in upper part

Definition at line 433 of file hecmw_util_f.F90.

◆ iteml_lagrange

integer(kind=kint), dimension(:), pointer hecmw_util::hecmwst_matrix_lagrange::iteml_lagrange => null()

node-based column number of non-zero items in lower part

Definition at line 435 of file hecmw_util_f.F90.

◆ itemu_lagrange

integer(kind=kint), dimension(:), pointer hecmw_util::hecmwst_matrix_lagrange::itemu_lagrange => null()

node-based column number of non-zero items in upper part

Definition at line 436 of file hecmw_util_f.F90.

◆ lagrange

real(kind=kreal), dimension(:), pointer hecmw_util::hecmwst_matrix_lagrange::lagrange => null()

values of Lagrange multipliers

Definition at line 441 of file hecmw_util_f.F90.

◆ num_lagrange

integer(kind=kint) hecmw_util::hecmwst_matrix_lagrange::num_lagrange = 0

total number of Lagrange multipliers

Definition at line 428 of file hecmw_util_f.F90.

◆ numl_lagrange

integer(kind=kint) hecmw_util::hecmwst_matrix_lagrange::numl_lagrange = 0

node-based number of non-zero items in lower triangular half of matrix

Definition at line 429 of file hecmw_util_f.F90.

◆ numu_lagrange

integer(kind=kint) hecmw_util::hecmwst_matrix_lagrange::numu_lagrange = 0

node-based number of non-zero items in upper triangular half of matrix

Definition at line 430 of file hecmw_util_f.F90.

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

hecmw1/src/common/hecmw_util_f.F90

Data Fields