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Boundary and Initial Conditions of fan-noHousing-compressible
Following table shows recommended model of boundary conditions for computed variables:
The shortcuts from the table above have following meaning:
- pTot – totalPressure prescribes fixed total pressure
- pDIV – pressureDirectedInletVelocity prescribes velocity angles at the inlet, but the velocity magnitude is computed from total pressure – static pressure difference
- oV – outletVent prescribes special static pressure to imitate valve
- fRV – flowRateVelocity prescribes fixed flow rate
- hTP – hydrostaticTotalPressure sets the total pressure at a patch including linear distribution of hydrostatic pressure in the gravity direction with respect to a reference value pInletCenter (e.g.
) in the center of a patch. - tIKEI – turbulentIntensityKineticEnergyInlet, intensity = 0.05, corresponds to turbulence intensity 5%
- fV – fixedValue, e.g. velocity at the wall (0 0 0), or omega at inlet
- fMV – fixedMeanValue, is the same as fixed value, e.g. for pressure, but certain freedom is allowed to keep the variable average equal to meanValue
- zG – zeroGradient, the flux is zero in direction perpendicular to the surface
- kWF – kqRWallFunction is a standard wall function for k for incompressible flow
- oWF – omegaWallFunction is a standard wall function for omega for incompressible flow
- mI – mixingInterface, averaged quantity is mapped from the neighbour patch
- iO – inletOutlet is by default zeroGradient, but changes to fixedValue when velocity vector direction points inside the computational domain (backward flow)
See also Chapter (
), where the boundary conditions are described.
NOTE: In this particular tutorial case the surface model is simplified and the spiral is closed at the end of the wheel (no full housing is considered). The closing wall might have a special boundary condition for velocity. Either standard fixed wall (fixedValue), or rotatingWallVelocity.
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