executing-plans
executing-plans
Use when executing an implementation plan in the current session as the implementer yourself — your human partner chose inline execution, or no subagent tool is available
curing-loadDefine pressure loads for composite curing simulation. Invoke when user needs to apply pressure on composite surface during curing.
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Define pressure loads for composite curing simulation. Invoke when user needs to apply pressure on composite surface during curing.
Pressure is applied on the inner surface of the composite, NOT the outer/contact surface.
The pressure represents the autoclave pressure applied to the composite during curing. It is applied on the inner surface so that it pushes the composite against the mold, ensuring proper contact and compaction.
The pressure load is defined using the *Dsload (distributed surface load) keyword:
*Dsload
_PickedSurf337, P, 0.6
The pressure is applied only during specific steps of the curing cycle:
*Dsload
_PickedSurf337, P, 0.6
*Dsload
_PickedSurf337, P, 0.6
No pressure is applied in the glassy step. The pressure is implicitly removed because it is not re-specified. Abaqus carries forward loads from previous steps unless they are modified or removed.
However, since the glassy step represents cooling to room temperature, the pressure should be explicitly removed to avoid carrying it into the springback step.
The pressure is explicitly removed using op=NEW:
*Dsload, op=NEW
| Step | Pressure (MPa) | Action |
|---|---|---|
| vis | 0.6 | Apply pressure |
| rub | 0.6 | Maintain pressure |
| glassy | 0 (implicit) | Pressure not re-specified |
| sp | 0 (explicit) | op=NEW removes all loads |
op=NEW option in the sp step is essential to remove the pressure before springback analysis. Without it, the pressure would continue to act on the free composite, producing incorrect springback results.op=MOD (default), the load from the previous step is carried forward. Verify the load state in the glassy step based on the specific analysis requirements.P applies a uniform pressure normal to the surface. For non-uniform pressure, use a analytical field or tabular amplitude.