It Does not Solve. Stays meshing forever

Hey guys!

My issue is that workbench 2020 R1 doesn't get to solve. Solve starts meshing, but it stays there forever and never stops.

I designed a very simple object to test, but even this one it doesn't solve.

Thank you in advance

 

Comments

  • KremellaKremella Admin
    edited June 29

    Hello,

    What physics are you trying to solve? And which tool are you using?

    Could you please share some screenshots of your problem so we understand it better?

    Thank you.

    Karthik

  • AngelaStuppAngelaStupp Member
    edited June 29

    Hi!

    I'm trying to analyze an object under tension force in the right side and fixed in the left. Material is structural steel.

    I asked for equivalent stress and strain, and for total deformation. Just learning how to use the software. 

    As I ask to solve, it starts meshing (5%), but it doesn't go further and stays meshing non stop (always 5%). 

    The printscreen:

    Thank you very much!

    <img src="data:image/png;base64,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

  • KremellaKremella Admin
    edited June 29

    Could you please click on the status bar there? It should open up a pop-up window. What does the pop-up window say?

    Thanks.

     

  • AngelaStuppAngelaStupp Member
    edited June 30

    Hi!

    As I tried 20 times, more or less, the same object, it ran correctly now.

    Nevertheless, this problem still happens with other objects.

    Pop-up windows says (and doesn't go further):

    I thought it was memory problem, so I let it running for a couple of hours but it didn't go further.

  • KremellaKremella Admin
    edited July 1

    Could you please try and coarsen the mesh to see if you are able to mesh your domain? If it is the RAM, at least, this should prove it.

    Thanks.

    Karthik

  • AngelaStuppAngelaStupp Member
    edited July 3

    Hi, Karthik!

    It worked! I was using a mesh too small.

    Thank you so much!

    Best regards,

    Ângela

  • KremellaKremella Admin
    edited July 6

    Perfect! Could you please try and mark the most appropriate answers as 'Is Solution' so it benefits others on the community?

    Thank you.

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