Context:
The selected faces of the movable and fixed instances must be either cylindrical or conical. In addition, the coaxial constraint can be applied only to three-dimensional instances. For more information, see How the position constraint methods differ.
From the main menu, select .
Abaqus/CAE displays prompts in the prompt area to guide you through the procedure.
Select cylindrical or conical faces from the instance that will move and the instance that will remain fixed, as shown in the following figure:
Abaqus/CAE displays arrows along the axis of revolution of the selected faces.
From the buttons in the prompt area, do one of the following:
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Click OK to accept the direction of the arrow along the axis of revolution of the face of the movable instance.
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Click Flip to reverse the direction of the arrow along the axis of revolution of the face of the movable instance, and click OK.
Abaqus/CAE positions the movable instance so that the two axes are coincident and the arrows point in the same direction. The orientation of the fixed instance remains unchanged. The effect of the coaxial constraint with the arrows selected as shown above is illustrated in the following figure:
If the coaxial constraint conflicts with existing constraints, Abaqus/CAE displays an error message and cancels the operation. To avoid the conflict, you can try reversing the selection of the instance that will move and the instance that will remain fixed. Alternatively, you can convert the existing constraints to an absolute position and reapply the coaxial constraint.