Contours of in:Flux are automatically defined to color every region across the chosen plane. For some simulations, it may be more desirable or aesthetically pleasing to have a contour in which only values of significant importance are shown. For this in:Flux allows for contours to be "clipped" to the user defined minimum and maximum values.
For this example, we will add a new contour and then edit it to be clipped using Tutorial 5:
Load Tutorial 5.ifx from the downloaded tutorial zip file and turn off any visualization that may be displaying.
Click the Add Item tab and select Contour from the dropdown menu.
Leave the Name as the automatically defined one
Choose HP Release 02 on Easterly, 5 m/s as the Simulation
Set the Variable as METHANE Volume Fraction, LFL
On the XY Plane set the Offset to Z = "5.5" meters
Uncheck the Auto-Range checkbox and ensure the min value is "0" and max value is "1"
Click Add Item
In the Project Items tab select the newly added contour to open its properties panel.
Sync the legend to the new contour by right-clicking METHANE Volume Fraction, LFL and choose Link to Legend, your window should appear similar to the figure below.
In the properties panel of the contour, click the small triangle to the left of the Color Map header option in the Appearance section to expand the color map options. Note that you can change already defined contours to be clipped starting with this step.
Ensure that Use Variable Min / Max is unchecked.
Enter a value of "0.1" as the User Minimum Value. Changing this value affects the lower bound of the clipping, thus no coloring will appear for values lower than 0.1 on the contour. Note that because LFL was selected as the variable and not %LFL, the range is from 0 to 1 as we defined. If %LFL was chosen 0 to 100 should be used.
Select the Clipped checkbox to clip the contour to the specified value in Step 13, as in the figure below.
As mentioned in the Color Map section, it is suggested to explore color map palette's other than jet. For this example, change the Palette to be Viridis for the resulting figure.