Pressure integration on surfaces
Posted: Mon Mar 28, 2011 11:54 am
Hello,
we study the fluid flow in a cylindrical pipe at Re=1.76e5. The first extremity is the inlet and the other is the outlet. The turbulence model are the k-epsilon and the k-omegaSST, y+ is y+ = 2.381. The aim is to determine the head looses in the pipe in doing the substraction between outlet and inlet pressure surface integration.
We use a CGNS mesh and the Code_Saturne version is 2.0.1.
To calculate those head looses, we first used : PROPFB(IFAC,IPR(IPHAS)), but the results are bad compared with the CFX and WinDP's results (the values are very inferior). Thus we tried to use PROPFB(IFAC,IPRTOT(IPHAS)), in order to calculate the total pressure integral (maybe the head loss is leaded with total pressure in CFX) but the values are the same than with PROBFB(IFAC,IPR(IPHAS)).
So maybe the integer musn't be calculated by PROPFB?
Did anybody make such a calculation in usproj.f90 ?
We join our usproj.f90 : maybe someone could give us help about our mistake !
Best regards,
Pauline Delteil & Marie Pomarède
we study the fluid flow in a cylindrical pipe at Re=1.76e5. The first extremity is the inlet and the other is the outlet. The turbulence model are the k-epsilon and the k-omegaSST, y+ is y+ = 2.381. The aim is to determine the head looses in the pipe in doing the substraction between outlet and inlet pressure surface integration.
We use a CGNS mesh and the Code_Saturne version is 2.0.1.
To calculate those head looses, we first used : PROPFB(IFAC,IPR(IPHAS)), but the results are bad compared with the CFX and WinDP's results (the values are very inferior). Thus we tried to use PROPFB(IFAC,IPRTOT(IPHAS)), in order to calculate the total pressure integral (maybe the head loss is leaded with total pressure in CFX) but the values are the same than with PROBFB(IFAC,IPR(IPHAS)).
So maybe the integer musn't be calculated by PROPFB?
Did anybody make such a calculation in usproj.f90 ?
We join our usproj.f90 : maybe someone could give us help about our mistake !
Best regards,
Pauline Delteil & Marie Pomarède