Preparing for a Morpher Analysis

The computational resource that is required to run the morpher is directly related to the number of control points present in the regions for which the morpher is active.

The BSpline morpher has an in-built algorithm that automatically optimizes the number of control points used for a given interpolation tolerance. In contrast, the RBF morpher requires a certain level of intervention to to achieve an acceptable mesh quality while keeping the solver run-time to a minimum.

Normally, the Fixed morpher boundary method creates control points. If, however, there are no other control points, these Fixed points are discarded and the morpher solution is skipped in that region.

Using Multiple Regions and Interfaces
  1. If the morphing only affects a portion of the mesh, consider restricting this portion to a separate region to reduce the number of control points. In the example below, morphing is restricted to the region containing the plunger on the left and its interconnecting pipe. In this way, the morphing motion only applies to the smaller region containing the moving element and not the larger vessel.

  2. In regions for which morphing is active, identify those boundaries that can be set to use the Fixed Boundary Plane or the Boundary Plane morpher constraint specification. These boundary methods can be treated more efficiently in the morpher than is possible using the Fixed morpher specification. Note, however, that these boundaries define an infinite plane that must not intersect the mesh at any other point. Further information is provided in the section, Understanding the Interaction of Control Planes and Control Points.
  3. If a body is moving parallel to a planar surface, then apply the Boundary Plane morpher constraint specification to the planar surface.

Multiple regions can also be used in cases where significantly different behavior is desired in each region (for example, to preserve some mesh features, such as boundary extrusion layers). In such cases, the Interface Boundaries must be given identical boundary conditions on the two adjacent regions.