8.0
general documentation
cs_turbulence_ke.h File Reference
#include "cs_defs.h"
+ Include dependency graph for cs_turbulence_ke.h:

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Functions

void cs_turbulence_ke (cs_lnum_t ncesmp, cs_lnum_t icetsm[], int itypsm[], const cs_real_t *dt, cs_real_t smacel[], cs_real_t *prdv2f)
 Solve the k-epsilon equations. More...
 
void cs_turbulence_ke_clip (cs_lnum_t n_cells, int iclip)
 Clipping of the turbulent kinetic energy and turbulent dissipation. More...
 
void cs_turbulence_ke_q_mu_t (void)
 Calculation of turbulent viscosity for the non-linear quadratic K-epsilon from Baglietto et al. (2005) More...
 
void cs_turbulence_ke_q (cs_real_6_t rij[])
 Calculation of non linear terms of the quadratic k-epsilon model (Baglietto et al.) More...
 

Function Documentation

◆ cs_turbulence_ke()

void cs_turbulence_ke ( cs_lnum_t  ncesmp,
cs_lnum_t  icetsm[],
int  itypsm[],
const cs_real_t dt,
cs_real_t  smacel[],
cs_real_t prdv2f 
)

Solve the k-epsilon equations.

Solve the $ k - \varepsilon $ for incompressible flows or slightly compressible flows for one time step.

Parameters
[in]ncesmpnumber of cells with mass source term
[in]icetsmindex of cells with mass source term
[in]itypsmmass source type for the variables size: [nvar][ncesmp]
[in]dttime step (per cell)
[in]smacelvalues of the variables associated to the mass source (for the pressure variable, smacel is the mass flux) size: [nvar][ncesmp]
[out]prdv2fv2f production term

◆ cs_turbulence_ke_clip()

void cs_turbulence_ke_clip ( cs_lnum_t  n_cells,
int  iclip 
)

Clipping of the turbulent kinetic energy and turbulent dissipation.

Parameters
[in]n_cellsnumber of cells
[in]iclipindicator = 0 if viscl0 is used otherwise viscl is used.

◆ cs_turbulence_ke_q()

void cs_turbulence_ke_q ( cs_real_6_t  rij[])

Calculation of non linear terms of the quadratic k-epsilon model (Baglietto et al.)

Parameters
[out]rijnon linear terms of quadratic Boussinesq approximation

◆ cs_turbulence_ke_q_mu_t()

void cs_turbulence_ke_q_mu_t ( void  )

Calculation of turbulent viscosity for the non-linear quadratic K-epsilon from Baglietto et al. (2005)