What Is Cyclic Symmetry?
The cyclic symmetry constraint enables users to model only a sector of a 360° cyclic periodic structure, It also reduces computational time and memory consumption considerably. The user defines the center and axis of the cyclic symmetry as well as the sector angle. The master and slave surfaces define the cyclic periodicity boundaries.
How to define Cyclic Symmetry Contact?
You will find cyclic symmetry under the contacts menu.
Define the axis of revolution and sector angle for each part individually.
- The sector angle has to be given in degrees.
- Available ranges for the angle are from 0° to 180° and only values that divide 360° to an integer number are valid.
- The axis is defined by the axis origin and the axis direction.
- The Definition of Axis and Angle has to be in accordance with the right hand rule in that it defines a rotation that maps the slave to the master surface.
Assignment of master and slave surfaces
- All DOFs of the slave nodes will be constrained. adding an additional constraint on those nodes could lead to an over-constrained system.
- This is a linear constraint, so no large rotations or large deformations are allowed in the proximity of the cyclic symmetry boundaries.
- A cyclic symmetry condition is only valid if geometry and loading conditions are symmetric.
Master and slave surfaces cannot share same nodes