$$$$ KMBT NOTICE CHAT 11/09/12 21:16:45 7124 DATE 11/09/12 Operateur KMBT Voir aussi : NAVI KMAB -------------- KBBT DUDW EQEX SYNTAXE ( EQEX ) : Cf operateur EQEX __________________ 'OPER' 'KMBT' coef'INCO' 'UN' 'PRES' Description : _____________ The KMBT operator discretizes the Grad P term of the Navier-Stokes equation by a finite element method. Contents : __________ coef coefficient FLOTTANT or CHPOINT SCAL SOMMET (volumic porosity) or CHPOINT VECT SOMMET (directional porosity) or MOT UN Velocity field CHPOINT VECT SOMMET or MOT PRES Pressure field CHPOINT SCAL CENTRE or MOT CHPOINT SCAL CENTREP1 or MOT the type has to be given with the option key word INCOD When coefficients are of type MOT, the operator looks for data in INCO table at the index corresponding to the given name. Comments ________ 1/ Associated boundary conditions : In the variational formulation the term 'Grad P' is integrated by part and then using the divergence theorem we get : / / / | W*Grad P dv = | P n ds - | P Div W dv |v |s |v The surface integral is ommited which leads to the natural induced boundary condition: / | P n ds = 0 (n outward normal) |s Additional induced boundary conditions can appear whith other operator like LAPN. See operator TOIM in order to impose a value to the surface integral. 2/ If the coefficient is of type CHPOINT SCAL SOMMET (volumic porosity H) the operator computes : / / / / | W*H*Grad P dv = | WHP n ds - | P H Div W dv - | P W Grad H dv |v |s |v |v 3/ If the coefficient is of type CHPOINT VECT SOMMET (directional Porosity Hi ) the operator computes : / / / / | W*Hi*Grad P dv = | WHi P n ds - | P Hi Div W dv - | P W Grad Hi dv |v |s |v |v Options : (EQEX) _________ OPTI INCOD CENTRE CENTREP1
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