Moreover, you happen to be using shell components. Shell elements are a lot more vulnerable to convergence troubles that their equivalent stable elements. This is due to the fact that stable aspects are far more stiffer compared to the shell elements due to the mathematics powering them. You will never face a abnormal thickness transform challenge
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Extreme thickness improve dilemma can (I feel) interchangably be employed with too much distortion dilemma. So I'd recommend switching to your equivalent stable components, or maybe enhance the thickness of your shell aspects so they develop into increasingly rigid and therefore less susceptible to too much thickness modify. The rest of local ju
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Secondly, I do not know if you already know this or not, but should you interept the solution (regardless if its operating on cluster), you need to be ready to acquire the NR residuals for the last three (I usually use three however, you can enter far more) iterations. The answer will quickly stop just after completing The present iteration. This f
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