$$$$ FPU NOTICE CHAT 11/09/12 21:16:19 7124 DATE 11/09/12 Operateur FPU Voir aussi : ------------- Syntaxe (EQEX) : Cf Operateur EQEX ________________ 1ere syntaxe Formulation EFM1 : 'OPER' 'FPU' NU UET YP 'INCO' 'UN' 'KN' 'EN' 2eme syntaxe Formulation EF : 'OPER' 'FPU' RO UN MU UET YP 'INCO' 'UN' <'KN' 'EN'> 3eme syntaxe Formulation EF : 'OPER' 'FPU' RO UN MU UET $mt NUEFF 'INCO' 'UN' Description : _____________ Operator FPU discretizes a wall function type boundary condition. The Van Driest length scale [1] is used. The Solution U+ of the equation is tabulated from Y+ = 1 to 100. The classical Log law is used for Y+>100. The corresponding boundary conditions for K and Epsilon, (Turbulence model) are computed if this unknowns are present. For the momentum equation the boundary condition is of Neumann type. For K and Epsilon the boundary condition are Dirichlet condition. In case of EFM1 formulation K and Epsilon are mandatory. [1] On Turbulent Flow Near a Wall. R.H. Van Driest. Journal of the Aeronautical Sciences (Nov 1956) Contents : __________ NU molecular kinetic viscosity (m**2/s) FLOTTANT YP distance from the wall of the first mesh point(M) FLOTTANT The first mesh point must be in the boundary layer. Y+ comprised between 30 and 300 is ideal.(a posteriori verification Y+=YP*UET/NU) UET friction velocity (m/s): EFM1 formulation EFM1 CHPOINT SCAL CENTRE MOT EF formulation CHPOINT SCAL SOMMET MOT UN Velocity field (m/s) CHPOINT VECT SOMMETTurbulent kinetic energie CHPOINT SCAL SOMMET dissipation rate of K CHPOINT SCAL SOMMET The friction velocity, UET has to be initialized whith the EFM1 formulation. If not numerical difficulties can occur. When coefficients are of type MOT, the operator looks for data in INCO table at the index corresponding to the given name. OPTION ______ Finite Element Formulation OPTION EFM1 (default) OPTION EF $$$$
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