Iso Surfaces

An iso surface is a surface of constant value. This is an example of a velocity magnitude iso surface colored by static pressure. The iso-surface shape indicates everywhere in the model that has a specific velocity magnitude. The colors indicate the static pressure at these locations.

Iso surfaces are a three dimensional visualization tool that show a value as well as the physical shape of the flow characteristics. They are useful for visualizing velocity distributions in complicated flow paths as well as temperature distributions in thermal simulations. You can also use iso surfaces to determine the locations of the maximum and minimum values of a quantity.

Using Iso Surfaces

There are multiple ways to perform most Iso Surface tasks:

To create an Iso Surface

To view the Selection List

To rename an Iso Surface

To select an Iso Surface

Note: Select an iso surface before modifying it.

To disable an iso surface

Note: A disabled Iso Surface is not displayed, and cannot be modified. Hiding one or more is often useful when capturing images.

To delete an iso surface

To change the appearance of an iso surface

To change the Iso quantity and the Color by Result quantity

Note: The Iso Quantity is the scalar result that determines the shape of the iso surface. The Color by Result quantity determines the color. By default, they are the same. Select different scalar results to show two results together. An example is to temperature as the Iso quantity and velocity magnitude as the Color by result. This shows the temperature at all locations in the model that have the same velocity magnitude:

To change the value of the Iso quantity

Vector Settings Controls

To enable vectors or to change the vector quantity

To change vector appearance

Click More... to make the following changes:

To control the display of arrowheads

To show regions where the active vector is within a specified range:

  1. Check Filtering.
  2. Enter a range in the Min and Max fields.

Click Reset or uncheck Filtering to display the entire model.

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