7.2
general documentation
turb Directory Reference

Files

file  clprij.f90
 Clipping of the turbulent Reynods stress tensor and the turbulent dissipation (segregated version).
 
file  cs_les_balance.c
 
file  cs_les_balance.h [code]
 
file  cs_les_filter.c
 
file  cs_les_filter.h [code]
 
file  cs_les_inflow.c
 
file  cs_les_inflow.h [code]
 
file  cs_les_mu_t.c
 
file  cs_les_mu_t.h [code]
 
file  cs_turbulence_bc.c
 
file  cs_turbulence_bc.h [code]
 
file  cs_turbulence_headers.h [code]
 
file  cs_turbulence_inflow.c
 
file  cs_turbulence_inflow.h [code]
 
file  cs_turbulence_ke.c
 
file  cs_turbulence_ke.h [code]
 
file  cs_turbulence_kw.c
 
file  cs_turbulence_kw.h [code]
 
file  cs_turbulence_ml.c
 
file  cs_turbulence_ml.h [code]
 
file  cs_turbulence_model.c
 
file  cs_turbulence_model.h [code]
 
file  cs_turbulence_rij.c
 
file  cs_turbulence_rij.h [code]
 
file  cs_turbulence_rotation.c
 
file  cs_turbulence_rotation.h [code]
 
file  cs_turbulence_sa.c
 
file  cs_turbulence_sa.h [code]
 
file  cs_turbulence_v2f.c
 
file  cs_turbulence_v2f.h [code]
 
file  divrit.f90
 This subroutine perform add the divergence of turbulent flux to the transport equation of a scalar.
 
file  reseps.f90
 This subroutine performs the solving of epsilon in $ R_{ij} - \varepsilon $ RANS turbulence model.
 
file  resrij.f90
 This subroutine prepares the solving of the Reynolds stress components in $ R_{ij} - \varepsilon $ RANS (LRR) turbulence model.
 
file  resrij2.f90
 This subroutine prepares the solving of the coupled Reynolds stress components in $ R_{ij} - \varepsilon $ RANS (LRR) turbulence model.
 
file  resrit.f90
 This subroutine perform the solving of the transport equation of the turbulent heat fluxes.
 
file  resssg2.f90
 This subroutine prepares the solving of the coupled Reynolds stress components in $ R_{ij} - \varepsilon $ RANS (SSG) turbulence model.
 
file  rijech.f90
 Terms of wall echo for $ R_{ij} $ $var = R_{11} \: R_{22} \: R_{33} \: R_{12} \: R_{13} \: R_{23}$ $comp = 1 \: 2 \: 3 \: 4 \: 5 \: 6$.
 
file  rijthe.f90
 Gravity terms For $R_{ij}$ and $\epsilon$

\[ var = R_{11} \: R_{22} \: R_{33} \:R_{12} \:R_{23} \:R_{13} \:\varepsilon \]

.

 
file  rijthe2.f90
 Gravity terms For $R_{ij}$

\[ var = R_{11} \: R_{22} \: R_{33} \:R_{12} \:R_{23} \:R_{13}\]

.

 
file  turrij.f90
 Solving the $ R_{ij} - \epsilon $ for incompressible flows or slightly compressible flows for one time step.