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A unsuccessful clear up is indicated by a purple lightning bolt beside the answer. When this occurs, Ansys generates error messages that specify what went Improper.

Test to trace and trace which components in your design are encountering this problem. Do these components lie inside the buckled region (which you'll notice just after Interepting/Halting the solution and observing the unconverged Answer)? $endgroup$ Rameez Ul Haq

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Does a person have an idea how I could obtain convergence With this design or what else I could make an effort to analyse the issue? I can be very thankful!

Now make a review combining a parametric sweep in addition to a transient study move. The parametric sweep consist by different the parameters that set the heat resource and the bottom temperature. This is certainly completed with these commands:

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I mean just Do not involve the plasticity model; only utilize a default linear materials design and Look at Should the convergence is remaining accomplished or not. Plus, Do not incorporate any non-linearities to begin with and re-run the analyses. Could it be working or not? No non-linearities imply that convergence conditions doesn't exist. $endgroup$ Rameez Ul Haq

The situation won't converge oncy I implement the thermal input. I by now tried using minimizing time phase measurements to at least 0,001s (1/100 of your time move). Cutting down mesh sizing didn't enable convergence either and only steps up calculation time considerably.

You can also retrieve the solution objects and Option datasets connected with a specific parameter value With all the command:

The design constists only of shell aspects which might be connected by MPCs (described as bonded and sticking In line with Answer output). I have fixed supports And that i am using cyclic symmetry.

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Homogeneous means that the elements from the mixture form a single stage. Heterogeneous means that the parts from the mixture are of different phase. The Qualities on the mixture (for example focus, temperature, and density) might be uniformly distributed from the quantity but only in absence of diffusion phenomena or following their completion.

Does everyone know In the event the worry-pressure curve truly continues in which the dotted line is shown and knowledge are offered? I believe that it does considering that bilinear isotropic hardening is described by tangent modulus.