A numerical algorithm has been developed to model a non standard boundary value Navier Stokes problem. The method is a variation of a scheme developed by the authors, and successfully applied to the steady state problem of two-dimensional incompressible laminar flow confined by permeable walls. Such a method saves the implicit character of the pressure/velocity correlation on the permeable boundary, thus yielding an accurate description of the transient evolution of the phenomena.
ON THE NUMERICAL SOLUTION OF THE NAVIER STOKES EQUATIONS FOR INTERNAL INCOMPRESSIBLE FLOWS IN THE PRESENCE OF FILTRATING WALLS / Albanese, Raffaele; Grasso, F.; Meola, C.. - STAMPA. - 7:(1984), pp. 1-8.
ON THE NUMERICAL SOLUTION OF THE NAVIER STOKES EQUATIONS FOR INTERNAL INCOMPRESSIBLE FLOWS IN THE PRESENCE OF FILTRATING WALLS.
ALBANESE, Raffaele;
1984
Abstract
A numerical algorithm has been developed to model a non standard boundary value Navier Stokes problem. The method is a variation of a scheme developed by the authors, and successfully applied to the steady state problem of two-dimensional incompressible laminar flow confined by permeable walls. Such a method saves the implicit character of the pressure/velocity correlation on the permeable boundary, thus yielding an accurate description of the transient evolution of the phenomena.I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.