Repeating Interface Topology
A repeating interface is a combination of in-place and periodic interfaces and is associated with periodic, sliding mesh calculations.
You can only create this type of interface between regions that have the same axis of rotation (see Setting an Axis).
The two boundaries have the potential to be matched completely to form an internal interface, but the mesh motion results in one underlying boundary being indexed translationally and/or rotationally relative to the other. The parts that overlap are treated as in-place, with a periodic interface being created from the remaining boundary areas.
If the boundaries on either side have equal areas, select a repeating interface. If the areas are not equal, use a mixing plane interface instead.

"Snap-back" is a mesh re-align technique between stationary and sliding regions. The sliding region can be a rigid body with pre-defined motion as well as a 6-DOF body. A typical topology is illustrated in the image below:

The motion solver moves the sliding region back to the starting position once no matching is detected at the repeating interface. You observe the mesh re-align of the rotational region at the time step 22 below:
![]() |
![]() |
![]() |
![]() |
When the periodic interface type is used with the surface remesher, tetrahedral, polyhedral and/or prism mesher, then activate the per-region meshing option to mesh each region separately. A conformal mesh interface is not required in this instance since the mesh in each region is moving past one another.