Incredible Geometric Shapes and How to Make Them! |JOKO ENGINEERING|

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  • Опубліковано 28 січ 2025

КОМЕНТАРІ • 20

  • @JokoEngineeringhelp
    @JokoEngineeringhelp  11 місяців тому +2

    Visit brilliant.org/JokoEngineeringhelp/ to get started learning STEM for free, and the first 200 people will get 20% off their annual premium subscription.

  • @kieranproven4874
    @kieranproven4874 11 місяців тому +1

    How people developed such things without the technology we have today is mindboggling. A true genius at work. Thanks for the interesting video.

  • @alumunum
    @alumunum 11 місяців тому +2

    Dude, thanks so much for doing all this stuff and promoting freecad along the way. Nice video.

    • @JokoEngineeringhelp
      @JokoEngineeringhelp  11 місяців тому +1

      Than you! I think everyone should use FreeCAD. It is great for learning and a good complement to anything else you may be running.

  • @terrylembke8100
    @terrylembke8100 13 днів тому

    Hi , Joseph . Hope all is well with you and yours . Just curious if you have tried out the new freecad release yet . I haven't seen any videos from you in a while ? Looking forward to seeing some .
    Warmest Regards
    Terry Lembke

  • @clarsen9088
    @clarsen9088 10 місяців тому

    Very interesting video JOKO!

  • @wantafastz28
    @wantafastz28 11 місяців тому +2

    Thank you for this content

  • @TAH1712
    @TAH1712 11 місяців тому +1

    Interesting stuff here Joko..Thanks for posting.

  • @bjrnbirkeland5893
    @bjrnbirkeland5893 7 місяців тому

    Brilliant video, really enjoyed! Had to try my self in freecad. The hexasphere was the hardest to replicate. But once completed, I understood how the shape actually look. For 3D-printing splitting the model in two identical halves one discover that the modeling could actually be done by just doing 2 180 degrees revolves. Anyway, thanks for the video, love your channel! Cheers from Norway, FreeCAD lover.

    • @JokoEngineeringhelp
      @JokoEngineeringhelp  7 місяців тому +1

      I love hearing from people in Norway! I hope all is well over there, greetings from AZ USA

  • @Imamengineering
    @Imamengineering 10 місяців тому

    Hello Mr. May I know the specs of the computer you are using for the FreeCAD application
    I've upgraded my computer but it's still not responding during the simulation
    Thank You

    • @JokoEngineeringhelp
      @JokoEngineeringhelp  10 місяців тому

      I have multiple
      Xeon / i9
      32 GB RAM
      SSD
      Nvidia Quadro M2200 / Geforce RTX 4070
      The specs are probably not very useful. Edits can make things look faster, while recording the screen in 2K or 4K will make it look slower at the same time.

    • @Imamengineering
      @Imamengineering 10 місяців тому

      Ok thanks Mr.

    • @Imamengineering
      @Imamengineering 10 місяців тому

      What generation of processor is it for, Mr.

  • @ExMachinaEngineering
    @ExMachinaEngineering 11 місяців тому +1

    Me: Makes a video on an Icosahedron and laughs like a chimp when the preview of the complete Icosahedron shows on screen
    Joko: Makes a video on a Reuleaux rotor, a Mobius Strip, a 3D approximation of a 4D face with no volume (in FreeCAD!!!), and a Hexasphericon... In the same video...
    And he gives short bios of the original creators of each shape.
    Oh man...

    • @JokoEngineeringhelp
      @JokoEngineeringhelp  11 місяців тому +1

      But to be fair, I never figured out the Icosahedron until you did it! I think that's the real art! This video locked me up for a good two weeks trying to get it all done.

    • @ExMachinaEngineering
      @ExMachinaEngineering 11 місяців тому

      ​@@JokoEngineeringhelp Yeah man, but this is pure gold right here. Really cool vid!!!

  • @sdspivey
    @sdspivey 11 місяців тому +2

    That isn't a Reuleaux tetrahedron (or a 2D triangle ), it should be the intersection of 4 spheres.

    • @JokoEngineeringhelp
      @JokoEngineeringhelp  11 місяців тому +1

      If you get the spheres right, indeed you end up with another shape of constant width. I realized I used a Reuleaux triangle to describe the 3D shape, it should be called a Reuleaux rotor in the video. Couldn't do all the interesting shapes out there, but I did as many as I could cover.