Tested with CGX 2.16 / CCX 2.15
- Test of coupling with beam nodes
- Distributing and kinematic coupling
- Distributing coupling of translations and rotations or translations only
- Reference nodes with and without knots
Observations:
- None of the methods can couple the rotations of a beam node (knot or not a knot) to a surface.
- Distributing coupling makes the mean displacement of the surface equal to the displacement of the reference node.
- Kinematic coupling pin-joines the reference node to the surface.
| File | Contents |
|---|---|
| test.fbl | Top level CGX script, full test program |
| run.fbl | CGX script, subprogram for a single simulation |
| modal.inp | CCX input |
| test.py | Python script to run the full simulation |
| Name | Coupling | Ref node | dofs |
|---|---|---|---|
| c_dist_load_123 | distributing | normal | 1-3 |
| c_dist_load_123456 | distributing | normal | 1-6 |
| c_dist_center_123 | distributing | knot | 1-3 |
| c_dist_center_123456 | distributing | knot | 1-6 |
| c_kin_load_123 | kinematic | normal | 1-3 |
| c_kin_center_123 | kinematic | knot | 1-3 |
The model consists of a beam and a disk with hole. The beam is fixed at x=0 (all dofs). The adjacent face of the disk is coupled either to the "center" node (which has a knot due to inverse beam normals at both sides) or to the "load" node at the free end (which is an ordinary node).
| Parameter | Value | Description |
|---|---|---|
| le | 100 | Length in mm |
| ri | 10 | Inner radius in mm |
| ra | 20 | Outer radius in mm |
| td | 5 | Thickness of the ring in mm |
| dist | 10 | Offset of the ring from the beam end in mm |
| num | 10 | Number of mode shape movies to generate |
A frequency analysis is performed to see how the coupling works.
> cgx -b test.fbl
Distributing coupling of the translations to the end node. Ref node and CG of the coupled face translate synchronously. The rotation of the disk is free.
Distributing coupling of the translations to the center node. Ref node and CG of the coupled face translate synchronously. The rotation of the disk is free.
For distributing coupling of translations it does not matter if the ref node has a knot.
Distributing coupling of the translations and rotations to the end node. The end node can't take the rotations. . Due to the absence of a knot at the ref node, this is to be expected.
Distributing coupling of the translations and rotations to the center node. Even though it is a knot, coupling of the rotations seem to fail.
Kinematic coupling to the end node. The disk is pin-joined to the ref node and can spin freely about that point. This is because the end node doesn't have a knot.
Kinematic coupling to the center node. The disk is pin-joined to the center node and can spin freely about that point. The rotation, however, is not coupled.
