- 1.
Plot the pressure in the orifice (Figure
19.3).
Graphics and Animations
Contours
Set Up...
- (a)
Enable
Filled in the
Options group box.
- (b)
Retain the default selection of
Pressure... and
Static Pressure from the
Contours of drop-down lists.
- (c)
Click
Display and close the
Contours dialog box.
Figure 19.3: Contours of Static Pressure
 |
-
Note the dramatic pressure drop at the flow restriction in Figure
19.3. Low static pressure is the major factor causing cavitation. Additionally, turbulence contributes to cavitation due to the effect of pressure fluctuation (Figure
19.4) and turbulent diffusion (Figure
19.5).
- 2.
Mirror the display across the centerline (Figure
19.4).
Graphics and Animations
Views...
-
Mirroring the display across the centerline gives a more realistic view.
- (a)
Select
symm_2 and
symm_1 from the
Mirror Planes selection list.
- (b)
Click
Apply and close the
Views dialog box.
Figure 19.4: Mirrored View of Contours of Static Pressure
 |
- 3.
Plot the turbulent kinetic energy (Figure
19.5).
Graphics and Animations
Contours
Set Up...
- (a)
Select
Turbulence... and
Turbulent Kinetic Energy (k) from the
Contours of drop-down lists.
- (b)
Click
Display.
Figure 19.5: Contours of Turbulent Kinetic Energy
 |
-
In this example, the mesh used is fairly coarse. However, in cavitating flows the pressure distribution is the dominant factor, and is not very sensitive to mesh size.
- 4.
Plot the volume fraction of water vapor (Figure
19.6).
Graphics and Animations
Contours
Set Up...
- (a)
Select
Phases... and
Volume fraction from the
Contours of drop-down lists.
- (b)
Select
vapor from the
Phase drop-down list.
- (c)
Click
Display and close the
Contours dialog box.
Figure 19.6: Contours of Vapor Volume Fraction
 |
-
The high turbulent kinetic energy region near the neck of the orifice in Figure
19.5 coincides with the highest volume fraction of vapor in Figure
19.6. This indicates the correct prediction of a localized high phase change rate. The vapor then gets convected downstream by the main flow.