Error in the solver !!! what does this mean...
Hello
does anyone knows what is this error? server error: a floating point exception has occured: floating point exception [invalid operation]. The specific cause cannot be identified. Potential causes may include : (a) solution divergence due to poor mesh quality, crude initiliazation, etc, or (b) errors in the user-defined code or field fuctions. thanks |
-use smaller time-step in your simulation (it have to work but time of computation will be longer)
-you can solve this problem on numerical way (underrelaxation factors etc.) -improve mesh quality -and/or chack (also possible) eg.capital font, sign (_ / -) in name of field function regards |
Quote:
well i do not have any sign (_\ etc) i activate the ramp method to linear ramp and apply a courant number 2 the mesh is ok any other idea>???? thanks |
courant number should be between 0.5 - 1.
let's try with smaller time step |
well i am having the same error
i am trying to do a transonic simulation of a missile model and i follow the example but in 3d model, can i find any pre file with an axable like this???? i believe this is better option. please any help on that |
how large is your time step?
how many elements your mesh have? where did you prepare mesh? (star-ccm+ or external soft?) what kind of mesh do you have?(conformal or non-conformal?) you have to sent more info about your simulation (physical model, expected value of solution-temp, velocity ec) |
Divergence of the solution is the situation where cell residuals increase from one iteration to another. If left unchecked, this will eventually result in a floating point exception being reported.
I found it in the help of the software |
Just go to the solver manager and tick the box "Temporary storage retained". This will prevent the solver from deleting temporay values when a iteration is complete.
With this option, you will have more field functions available, e.g. residuals, gradients etc... So create a scene and check the residuals, it can give you an evidence where the problem could be located. |
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