WAAM Analysis: Part 2 - Stress Analysis

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  • Опубліковано 16 січ 2025

КОМЕНТАРІ • 14

  • @CAESHOP
    @CAESHOP  Рік тому

    caeshop.info/44/waam---stress-analysis

  • @peterchen1927
    @peterchen1927 Рік тому +1

    Excuse me, what's your idea of setting mechanical boundary, like nodal displacements and compression only support. Thanks

    • @CAESHOP
      @CAESHOP  Рік тому +1

      you can check information here: caeshop.info/44/waam---stress-analysis

    • @peterchen1927
      @peterchen1927 Рік тому

      @@CAESHOP Thank you so much!
      By the way, where did you get Goldak AM Definition? Is that an ACT which can be download in Ansys website? I only have DED Process extension in Ansys 2022R1.Thanks!

    • @CAESHOP
      @CAESHOP  Рік тому

      @@peterchen1927 Hi, I write the ACT and sell it. you can send an email to: caeshopsp@gmail.com

  • @mathstrick2405
    @mathstrick2405 Рік тому

    Very nice. Can you please attach references for this stress analysis

    • @CAESHOP
      @CAESHOP  Рік тому +1

      this is an example, don't have reference for this stress.

    • @mathstrick2405
      @mathstrick2405 Рік тому

      ​@@CAESHOP how I will get this extension? Is it chargeable?

    • @CAESHOP
      @CAESHOP  Рік тому +1

      @@mathstrick2405 you can check it here: caeshop.info/42/waam---thermal-analysis

    • @mathstrick2405
      @mathstrick2405 Рік тому

      @@CAESHOP yup but it's only thermal analysis. What about stress analysis?

  • @SR89cae
    @SR89cae Рік тому

    Good job :)

  • @mathstrick2405
    @mathstrick2405 Рік тому

    Your residual stress is higher than yield stress. It's not acceptable from a mechanical point of view.

    • @CAESHOP
      @CAESHOP  Рік тому +1

      Please watch the video carefully.
      The temperature for the stress problem is taken from the thermal analysis, you can watch that video (ua-cam.com/video/0WukotX4RPQ/v-deo.html), the temperature at the end is above 200 degrees, not the ambient temperature. The resulting stress at the end point is over 300MPa, not the final stress.

    • @mathstrick2405
      @mathstrick2405 Рік тому

      @@CAESHOP I checked it. Its mean if you decrease the final temperature to ambient then stress will less than yield right?