Hello everyone,
I am working on a simulation of a sintering process to predict contractions and distortions associated with densification. I am currently using a custom UMAT subroutine implementing a viscoplastic law, and the analysis is performed using the *Visco procedure.
Model Description:
-
Setup: A component is placed on a rigid base (defined as a
*RIGID BODY) under gravity loading (*DLOAD, labelGRAV). -
Step Type: Non-linear analysis with
*VISCOandNLGEOM. -
Contact Definition: I am using Mortar Contact (
TYPE=MORTARon*CONTACT PAIR), as it has provided the best results so far. -
Surface Interaction: High friction coefficient (~0.4). My ideal target is
PRESSURE-OVERCLOSURE=HARD, though I have experimented with others.
The Problem: I am facing recurrent convergence issues during the contact phase.
-
Geometry dependence: Convergence is extremely difficult in cases with point-like supports, but even geometries with flat supports are generating issues.
-
Contact Stiffness: I have tried using
PRESSURE-OVERCLOSURE=LINEARwith very low contact stiffness. Given that the sample is only under gravity, I have used values significantly lower than the recommended 5x to 50x Young’s modulus, which helps slightly but results in extremely slow calculations. -
Damping: I am aware that
*CONTACT DAMPINGis only available for implicit dynamic calculations and not for static or visco procedures like mine. -
Controls: I have attempted to relax the convergence criteria using the
*CONTROLScard (adjustingFIELD,CONTACT, andLINE SEARCHparameters), but this has not resolved the instability.
I am looking for suggestions to improve convergence and stabilize contact in this type of analysis. Are there specific Mortar settings or alternative stabilization strategies for *VISCO steps that I might be missing?
Attached is an example .inp file (ViscoAnalisis INP) representing the model features. Please note that I cannot share the proprietary UMAT code, but the rest of the setup is there for visualization.
Thank you in advance for any insights.
- Best regards,