UCFD_SPARSE  v1.0
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coloredblusgs.h File Reference
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Functions

void ns_parallel_pre_blusgs (int neles, int nfvars, int nface, double factor, double *fnorm_vol, double *dt, double *diag, double *fjmat)
 
void rans_parallel_pre_blusgs (int neles, int nvars, int nfvars, int nface, double factor, double betast, double *fnorm_vol, double *uptsb, double *dt, double *tdiag, double *tjmat, double *dsrc)
 
void ns_parallel_block_sweep (int n0, int ne, int neles, int nfvars, int nface, int *nei_ele, int *icolor, int *lcolor, double *fnorm_vol, double *rhsb, double *dub, double *diag, double *fjmat)
 
void rans_parallel_block_sweep (int n0, int ne, int neles, int nvars, int nfvars, int nface, int *nei_ele, int *icolor, int *lcolor, double *fnorm_vol, double *rhsb, double *dub, double *tdiag, double *tjmat)
 
void parallel_update (int neles, int nvars, double *uptsb, double *dub, double *subres)
 

Function Documentation

◆ ns_parallel_block_sweep()

void ns_parallel_block_sweep ( int  n0,
int  ne,
int  neles,
int  nfvars,
int  nface,
int *  nei_ele,
int *  icolor,
int *  lcolor,
double *  fnorm_vol,
double *  rhsb,
double *  dub,
double *  diag,
double *  fjmat 
)

Lower/Upper sweep of Block LU-SGS with multi-coloring algorithm.
This function is used for Euler or Navier-Stokes equations, which has the same flux shape.
solution array is stored in dub array.

Note
The last argument array, fjmat is NOT identical with ns_serial_pre_blusgs function.
For more details, refer to the Block LU-SGS in the document.

Definition at line 155 of file coloredblusgs.c.

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◆ ns_parallel_pre_blusgs()

void ns_parallel_pre_blusgs ( int  neles,
int  nfvars,
int  nface,
double  factor,
double *  fnorm_vol,
double *  dt,
double *  diag,
double *  fjmat 
)

This function computes diagonal matrices of the implicit operator using multi-thread computing.
In Block LU-SGS method, implicit operator is approximated with block operator. Diagonal matrices is composed of block operator matrix, which size is n-by-n. n is the number of conservative variables in Navier-Stokes equations.

Definition at line 38 of file coloredblusgs.c.

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◆ parallel_update()

void parallel_update ( int  neles,
int  nvars,
double *  uptsb,
double *  dub,
double *  subres 
)

solution array is updated by adding \(\Delta Q\).

Definition at line 275 of file coloredblusgs.c.

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◆ rans_parallel_block_sweep()

void rans_parallel_block_sweep ( int  n0,
int  ne,
int  neles,
int  nvars,
int  nfvars,
int  nface,
int *  nei_ele,
int *  icolor,
int *  lcolor,
double *  fnorm_vol,
double *  rhsb,
double *  dub,
double *  tdiag,
double *  tjmat 
)

Lower/Upper sweep of Block LU-SGS with multi-coloring algorithm.
This function is used for RANS equations. solution array is stored in dub array.

Note
The last argument array, tjmat is NOT identical with rans_parallel_pre_blusgs function.
For more details, refer to the Block LU-SGS in the document.

Definition at line 216 of file coloredblusgs.c.

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◆ rans_parallel_pre_blusgs()

void rans_parallel_pre_blusgs ( int  neles,
int  nvars,
int  nfvars,
int  nface,
double  factor,
double  betast,
double *  fnorm_vol,
double *  uptsb,
double *  dt,
double *  tdiag,
double *  tjmat,
double *  dsrc 
)

This function computes diagonal matrices of the implicit operator of RANS equations. In Block LU-SGS method, implicit operator is approximated with block operator. Diagonal matrices is composed of block operator matrix, which size is n-by-n. n is the number of turbulent variables in RANS equations.

Definition at line 88 of file coloredblusgs.c.

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