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Faces,
Edges, Vertices, for Set 1 |
Select geometric entities for
Set
1.
- To bond beam joints, select Joints .
- To bond beams to solid or shell faces that
act as stiffeners, select Beams
.
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Faces
for Set 2 |
Select faces for Set
2. For a Virtual Wall interaction type,
select a Target Plane
.
Entities in the Set
1 and Set
2 might belong to the same component, body, or
shell.
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Faces, Edges for Set 2 |
Available for the Bonded interaction type. The following selection pairs are valid for
shells and sheet metal bodies when applying a bonded interaction
set:
Set 1 |
Set 2 |
Face |
Face |
Edge |
Edge,
Face |
Vertex |
Vertex,
Edge, Face |
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Swap interaction
faces |
Switches the geometry selections between the Set
1 and Set 2 sets to
resolve convergence issues during a simulation.
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Switch source and target entities
automatically for better result |
When this option is selected, the preprocessor assigns
the source and target entities for bonded local interactions based
on the average area per node. A surface with the smaller average
nodal area is acting as a source. When this
option is cleared, the entities selected for Set 1 are acting as source, and
the entities selected for Set
2 are acting as target.
This option is available for bonded local interactions
only.
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Self-Contact |
Available for static studies (large displacement
option) and nonlinear studies that have Contact interactions. Detects
entities of a body that might come into contact with each other
during the simulation and applies a contact condition to prevent
interference.
For example, if you select Face 1 for Set 1, the same face is
considered as the source and target entity for a contact
set.
You can select multiple faces for Set 1, for example
Face 1,
Face 2, and
Face 3.
Self-contact detection is considered between pairs with the
same source and target entity: Face 1 with Face 1, Face
2 with Face 2
, and Face
3 with Face
3. To detect possible contact between
Face 1 and
Face 2, create a
separate contact set.
Self-contact detection is not available for 2D
Planar Simplification nonlinear analysis.
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