In addition, you will be utilizing shell factors. Shell components are much more susceptible to convergence issues that their equivalent good components. This is because of The point that stable things are way more stiffer than the shell elements due to arithmetic driving them. You won't ever come upon a abnormal thickness adjust issue inside a sta

Next, I do not know if you already know this or not, but for those who interept the answer (regardless if its functioning on cluster), you should be able to obtain the NR residuals for the last 3 (I commonly use three but you can enter more) iterations. The solution will quickly cease just after finishing the current iteration. This way, you can at

Also, you might be employing shell factors. Shell things are far more liable to convergence troubles that their equal sound features. This is due to The point that stable aspects are a great deal more stiffer in comparison to the shell features as a result of arithmetic driving them. You will never encounter a excessive thickness modify trouble in

Abnormal thickness alter challenge can (I think) interchangably be employed with abnormal distortion trouble. So I might propose switching to your equivalent strong components, or perhaps enhance the thickness of your shell elements so which they develop into significantly rigid and thus less liable to abnormal thickness improve. [122] Longerich

Extreme thickness alter trouble can (I believe) interchangably be utilized with excessive distortion issue. So I would advise switching to your equivalent reliable elements, or maybe improve the thickness of the shell aspects so they develop into significantly stiff and for that reason less susceptible to abnormal thickness transform. And that i