- Tie
-
A tie constraint allows you to fuse together two regions even though the
meshes created on the surfaces of the regions may be dissimilar. For detailed
instructions on creating this type of constraint, see
Defining tie constraints,
and
Using contact and constraint detection.
For more information, see
Mesh tie constraints.
- Rigid
body
-
A rigid body constraint allows you to constrain the motion of regions of the
assembly to the motion of a reference point. The relative positions of the
regions that are part of the rigid body remain constant throughout the
analysis. For detailed instructions on creating this type of constraint, see
Defining rigid body constraints.
For more information on reference points, see
The Reference Point toolset.
For more information, see
Rigid body definition.
- Display
body
-
A display body constraint allows you to select a part instance that will be
used for display only. You do not have to mesh the part instance, and it is not
included in the analysis; however, when you view the results of the analysis,
the Visualization module
displays the selected part instance. You can constrain the part instance to be
fixed in space, or you can constrain it to follow selected nodes. You can apply
a display body constraint to an instance of an
Abaqus
native part or to an instance of an orphan mesh part. For detailed instructions
on creating this type of constraint, see
Defining display body constraints.
You can customize the appearance of display bodies in
the Visualization module;
for more information, see
Customizing the appearance of display bodies.
A display body constraint is especially useful for mechanism or multibody
dynamic problems where rigid parts interact with each other via connectors. In
such cases you can create a simple rigid part, such as a point part, and a
display body that is more representative of the physical part. For an example
of a model that includes a display body constraint combined with connectors,
see
Display bodies.
You can also use display bodies to model stationary objects that are not
involved in the analysis but that help you to visualize the results.
For more information, see
Display body definition.
- Coupling
-
A coupling constraint allows you to constrain the motion of a surface to the
motion of a single point. For detailed instructions on creating this type of
constraint, see
Defining coupling constraints.
For more information, see
Coupling constraints.
- Adjust
points
-
An adjust points constraint allows you to move a point or points onto a
specified surface. For detailed instructions on creating this type of
constraint, see
Defining adjust points constraints.
For more information, see
Adjusting nodal coordinates.
This adjustment may be useful in assembled fasteners and other applications;
see
About assembled fasteners,
and
Creating assembled fasteners.
- MPC
constraint
-
An MPC constraint allows you to constrain
the motion of the slave nodes of a region to the motion of a single point. For
detailed instructions on creating this type of constraint, see
Defining MPC constraints.
A multi-point constraint between two points is defined using connectors. For
detailed instructions, see
Connectors.
For more information, see
General multi-point constraints.
- Shell-to-solid
coupling
-
A shell-to-solid coupling constraint allows you to couple the motion of a
shell edge to the motion of an adjacent solid face. For detailed instructions
on creating this type of constraint, see
Defining shell-to-solid coupling constraints.
For more information, see
Shell-to-solid coupling.
- Embedded
region
-
An embedded region constraint allows you to embed a region of the model
within a “host” region of the model or within the whole model. For detailed
instructions on creating this type of constraint, see
Defining embedded region constraints.
For more information, see
Embedded Elements.
- Equation
-
Equations are linear, multi-point equation constraints that allow you to
describe linear constraints between individual degrees of freedom. For detailed
instructions on creating this type of constraint, see
Defining equation constraints.
For more information, see
Linear constraint equations.