Stabilizing Bolt Preload Convergence in Ansys Mechanical with Augmented Lagrange Contact
Use Augmented Lagrange contact with stabilization to converge bolt preload in Ansys Mechanical, then verify with mesh refinement and hand calculation.
08 Aug 2025, 01:50 UTC

Why bolt preload contact fails to converge
In a static structural simulation, a bolted joint is not just a beam with an initial force. The bolt shank carries preload, but that force transfers into the surrounding parts through contact surfaces. Ansys Mechanical tracks each contact pair with a status—open, sliding, sticking, or penetrating—and the solver iterates until that status stops changing.
Pure Penalty contact enforces non-penetration with a stiff penalty stiffness. It can resist penetration strongly, but the high stiffness often makes the Newton-Raphson iterations oscillate, especially when contact opens and closes during preload application. MPC contact constrains surfaces exactly, which is robust but less flexible when surfaces slide or separate. Augmented Lagrange sits between them: it updates Lagrange multipliers each iteration to enforce contact while allowing some controlled penetration that decreases as the solution converges.
Configure Augmented Lagrange with contact stabilization
Open the model in Ansys Mechanical and select the contact region representing the bolt head or nut bearing face, and the plate contact surfaces. Set Contact Formulation to Augmented Lagrange. Turn Contact Stabilization on, or use Auto if your release offers it. Enable Large Deflection, because bolt preload changes stiffness and contact status as the joint seats.
In Solution > Solver Controls, choose Newton-Raphson with line search and consider a tighter contact tolerance than the default. These settings add iterations but reduce the chance that contact status flips between steps. Behavior and default tolerances vary by release, so check Ansys Mechanical Help for your version; the examples here assume a recent release such as 2023 R1 or 2024 R2, but you should verify your installed version.
| Setting | Suggested starting value | Effect |
|---|---|---|
| Contact Formulation | Augmented Lagrange | Balances penetration control with convergence |
| Contact Stabilization | On or Auto | Reduces oscillation in contact status |
| Large Deflection | On | Required for changing contact and preload seating |
| Solver | Newton-Raphson with line search | Improves stability in nonlinear preload steps |
| Contact tolerance | Tighter than default | Reduces residual contact penetration |
Worked example: two-plate joint with pretension
Build a simple model: two steel plates clamped by a single bolt through a clearance hole. Insert a Pretension section on the bolt and assign a target preload, for example kN. Set the plate-to-plate and bolt-to-plate contacts to Augmented Lagrange with stabilization enabled.
Run the solve in the Ansys Mechanical workspace. You need write access to the project file. Before changing any contact setting, save a backup copy of the project archive so you can revert if the new settings make convergence worse.
After the solution, plot Contact Status and Bolt Axial Force. A converged result shows contact status settling to sticking or sliding on the bearing faces, with no widespread penetrating status, and bolt axial force close to the target preload. Repeat with a finer mesh, such as changing the element size from mm to mm. If the bolt force changes by more than a few percent between meshes, the result is not yet mesh-independent.
Limitations and practical verification
Contact stabilization can hide real physical separation by forcing surfaces to stay in contact. If the joint should separate under load, excessive stabilization may produce an artificially stiff load path. Augmented Lagrange is also license- and version-dependent; confirm your Ansys Mechanical entitlement before planning a project around it.
Check the result against a hand calculation: preload equals bolt stress area multiplied by target stress. Compare that to the reaction force reported for the pretension section. Do not trust bolt axial force until contact status has converged and the force is stable across mesh refinement.
If the solver still reports contact penetration warnings after these changes, treat the load path as suspect. Revisit the contact geometry, check for initial penetration or overlapping bodies, and consider whether the pretension load is being applied too quickly in the load steps.
Start with Augmented Lagrange and stabilization, verify with mesh refinement and hand calculation, and keep a backup before you change contact settings. That sequence gives you a defensible bolt preload result instead of a converged-looking number with no physical basis.
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