The TELEMAC-MASCARET system  trunk
Functions/Subroutines
rem21.f File Reference

Go to the source code of this file.

Functions/Subroutines

subroutine rem21 (X, XA1, XA2, XA3, XA4, XA5, XA6, IKLE1, IKLE2, IKLE3, IKLE4, NELEM, NELMAX, NPOIN, LV)
 

Function/Subroutine Documentation

◆ rem21()

subroutine rem21 ( double precision, dimension(npoin), intent(inout)  X,
double precision, dimension(nelmax), intent(in)  XA1,
double precision, dimension(nelmax), intent(in)  XA2,
double precision, dimension(nelmax), intent(in)  XA3,
double precision, dimension(nelmax), intent(in)  XA4,
double precision, dimension(nelmax), intent(in)  XA5,
double precision, dimension(nelmax), intent(in)  XA6,
integer, dimension(nelmax), intent(in)  IKLE1,
integer, dimension(nelmax), intent(in)  IKLE2,
integer, dimension(nelmax), intent(in)  IKLE3,
integer, dimension(nelmax), intent(in)  IKLE4,
integer, intent(in)  NELEM,
integer, intent(in)  NELMAX,
integer, intent(in)  NPOIN,
integer, intent(in)  LV 
)
Parameters
[in]npoinIKLE1 Global number of the first point of quadrilaterals
[in]IKLE2Global number of the second point of quadrilaterals
[in]IKLE3Global number of the third point of quadrilaterals
[in]IKLE4Global number of the fourth point of quadrilaterals
[in]LVVector length of the machine
[in]NELEMNumber of elements
[in]NELMAXMaximum number of elements
[in]NPOINNumber of points
[in,out]XAt the beginning : b AT THE END : THE RESULT
[out]XA1Off-diagonal terms of the lower part of matrix
[out]XA2Off-diagonal terms of the lower part of matrix
[out]XA3Off-diagonal terms of the lower part of matrix
[out]XA4Off-diagonal terms of the lower part of matrix
[out]XA5Off-diagonal terms of the lower part of matrix
[out]XA6Off-diagonal terms of the lower part of matrix
[in]nelemIKLE1 Global number of the first point of quadrilaterals
[in]IKLE2Global number of the second point of quadrilaterals
[in]IKLE3Global number of the third point of quadrilaterals
[in]IKLE4Global number of the fourth point of quadrilaterals
[in]LVVector length of the machine
[in]NELEMNumber of elements
[in]NELMAXMaximum number of elements
[in]NPOINNumber of points
[in,out]XAt the beginning : b AT THE END : THE RESULT
[out]XA1Off-diagonal terms of the lower part of matrix
[out]XA2Off-diagonal terms of the lower part of matrix
[out]XA3Off-diagonal terms of the lower part of matrix
[out]XA4Off-diagonal terms of the lower part of matrix
[out]XA5Off-diagonal terms of the lower part of matrix
[out]XA6Off-diagonal terms of the lower part of matrix
[in]nelmaxIKLE1 Global number of the first point of quadrilaterals
[in]IKLE2Global number of the second point of quadrilaterals
[in]IKLE3Global number of the third point of quadrilaterals
[in]IKLE4Global number of the fourth point of quadrilaterals
[in]LVVector length of the machine
[in]NELEMNumber of elements
[in]NELMAXMaximum number of elements
[in]NPOINNumber of points
[in,out]XAt the beginning : b AT THE END : THE RESULT
[out]XA1Off-diagonal terms of the lower part of matrix
[out]XA2Off-diagonal terms of the lower part of matrix
[out]XA3Off-diagonal terms of the lower part of matrix
[out]XA4Off-diagonal terms of the lower part of matrix
[out]XA5Off-diagonal terms of the lower part of matrix
[out]XA6Off-diagonal terms of the lower part of matrix
[in]lvIKLE1 Global number of the first point of quadrilaterals
[in]IKLE2Global number of the second point of quadrilaterals
[in]IKLE3Global number of the third point of quadrilaterals
[in]IKLE4Global number of the fourth point of quadrilaterals
[in]LVVector length of the machine
[in]NELEMNumber of elements
[in]NELMAXMaximum number of elements
[in]NPOINNumber of points
[in,out]XAt the beginning : b AT THE END : THE RESULT
[out]XA1Off-diagonal terms of the lower part of matrix
[out]XA2Off-diagonal terms of the lower part of matrix
[out]XA3Off-diagonal terms of the lower part of matrix
[out]XA4Off-diagonal terms of the lower part of matrix
[out]XA5Off-diagonal terms of the lower part of matrix
[out]XA6Off-diagonal terms of the lower part of matrix

Definition at line 8 of file rem21.f.

+ Here is the caller graph for this function: