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/*============================================================================
* Code_Saturne documentation page
*============================================================================*/
/*
This file is part of Code_Saturne, a general-purpose CFD tool.
Copyright (C) 1998-2018 EDF S.A.
This program is free software; you can redistribute it and/or modify it under
the terms of the GNU General Public License as published by the Free Software
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This program is distributed in the hope that it will be useful, but WITHOUT
ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS
FOR A PARTICULAR PURPOSE. See the GNU General Public License for more
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this program; if not, write to the Free Software Foundation, Inc., 51 Franklin
Street, Fifth Floor, Boston, MA 02110-1301, USA.
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/*-----------------------------------------------------------------------------*/
/*!
\page us_vort Unsteady inlet boundary condition for LES with the vortex method (usvort.f90)
The subroutine \ref usvort allows generating an unsteady inlet boundary condition for LES with the
vortex method. This method is based on the generation of vortices in the 2D inlet plane with help
from pre-defined functions. The fluctuation normal to the inlet plane is generated by a Langevin
equation. The subroutine \ref usvort specifies the parameters of this method.
To allow the application of the vortex method, \c ivrtex must set to 1 in the
\ref usipsu subroutine in the \ref cs_user_parameters.f90 file.
\section usvort_h Vortex method parameters setting
\subsection usvort_h_arg Arguments of usvort
The function \ref usvort has the following arguments :
\snippet usvort.f90 arg
\subsection usvort_h_loc_var Local variables declaration
Some local variables need to be declared as follows :
\snippet usvort.f90 loc_var_dec
\subsection usvort_h_allocate Allocation
The \c lstelt array is allocated.
\snippet usvort.f90 allocate
\subsection usvort_h_glob_param Global parameters
The following part defines the number of inlets concerned by the
vortex method (\c nnentt) and the number of vortices for each
inlet (\c nvort).
\snippet usvort.f90 glob_param
\subsection usvort_h_inlet Inlets definition
Then, at the first call of \ref usvort (\c iappel=1), one defines the
boundary faces at which the vortex method is applicable. The \c irepvo
array, which defines the number of inlets concerned with the vortex,
is filled with \c ient .
\snippet usvort.f90 inlet
\subsection usvort_h_bc Boundary conditions
The following part defines the complexity of the geometry.
\snippet usvort.f90 bc
\subsection usvort_h_param Physical and time parameters
Depending on the complexity of the geometry, the main parameters
of the method are defined.
\snippet usvort.f90 param
\subsection usvort_h_input Input/Output parameters
As \c icas is equal to 1 or 2 (see \ref usvort_h_bc), a data file
\c ficvor must be defined for each inlet.
\snippet usvort.f90 input
\subsection usvort_h_deallocate Deallocation
The \c lstelt array needs to be deallocated.
\snippet usvort.f90 deallocate
\section usvort_h_phidat Definition of the phidat function (interpolation)
The \c phidat function allows to define the interpolation used
in the vortex method. It is called by the subroutines \ref vorlgv,
\ref vorvit, \ref vordep, and \ref vorini.
\snippet usvort.f90 phidat
*/
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