Applying Visualization Transforms

To visualize a full 360° representation of the geometry, the scene must be transformed. Visualizing a full representation of the geometry gives a clearer understanding of the valve behaviour

In this tutorial, two different transforms are used to complete the scene. A symmetry transform is used to mirror the geometry about the X-Z symmetry plane of the global coordinate system. A periodic repeat transform then creates two copies of the mirrored geometry and places them 120° apart around the Z axis
To create the transforms:
  1. Right-click the Tools > Transforms node and select New Graphic Transform > Graphics Symmetry Transform.
  2. Rename the Graphic Symmetry Transform 1 node to Composite.
  3. Select the Transforms > Composite node and set Plane to [0.0, 1.0, 0.0, 0.0].
  4. Right-click the Composite > Superposing Transforms node and select New Graphics Transform > Graphics Periodic Repeat.
  5. Rename the Graphics Periodic Repeat 1 node to Superpose Composite.
  6. Select the Superpose Composite node and set the following properties:
    Properties Value
    Number of Repeats 2
    Rotation Angle 120.0 deg
To define the scalar scene:
  1. Expand the Scenes > Scene 1 node and set the following properties:
    Node Properties Value
    Scalar 1 Transform Composite > Transforms > Superpose Composite
    Scalar Field Function Displacement > Magnitude
    Units mm
    Auto Range Min and Max Values
    Surface 2 Part Visibility Hide All Parts
  2. Save the simulation.