Why Convergence Problems Deserve Real Training Time
Getting a nonlinear simulation to converge is often the difference between a usable result and a stalled project. Contact interactions, complex material models, and geometrically unstable behavior are the usual sources of trouble, and resolving them takes more than a quick tip, it takes a solid understanding of how Abaqus solves nonlinear problems. This free session gives you direct access to that material, condensed from years of practical experience resolving convergence issues across real projects.

Training Scope
This is the official SIMULIA course Obtaining a Converged Solution with Abaqus, offered here free of charge. We cover the full course material across both sessions; the hands-on workshops are not included. You are welcome to join either online or in person at our office in IJsselstein.

Topics Covered

• How nonlinear problems are solved in Abaqus/Standard

• Developing Abaqus models that converge reliably

• Identifying modeling errors that cause convergence difficulties

• Recognizing when a problem is too difficult or too ill posed to solve effectively

• Addressing the most common convergence related issues in contact, material, and geometric nonlinearity

Course Details

• Compatible Releases: SIMULIA 2019 through SIMULIA 2026

• Format: Join online or attend in person at the 4RealSim office, IJsselstein, NL

Who Should Attend?

• Simulation analysts who will perform advanced nonlinear analysis, regardless of industry or application

• Abaqus users running into convergence errors on a regular basis

• Anyone who has completed Introduction to Abaqus (or equivalent) and has hands on Abaqus experience

Prerequisites

• 4RealSim Abaqus customer