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Thread: Tubing Roller math and physics

  1. #1
    Project Engineer
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    Tubing Roller math and physics

    I can't get my head around this one.
    I intend to build a tubing roller (different than a tubing bender).

    I'm having trouble with the math/physics of the roller placement.
    What does the distance between the two bottom rollers affect?

    I think it affects the minimum possible diameter of the arc/circle.
    The closer the bottom two rollers are to each other, the smaller the potential radius of the arc/circle.
    But the maximum potential radius is not affected by the distance between the two bottom rollers.

    The distanced between the two bottom rollers will also determine the maximum size of the tubing that can be rolled.

    And I think, for the same distance between bottom rollers,
    using a larger tube will result in a smaller radius.


    Right?
    Attached Images Attached Images
    Last edited by dalecyr; 10-27-2016 at 12:40 PM.

  2. #2
    Administrator Kelly Bramble's Avatar
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    Are you rolling a tube for position/orientation or forming a tube with the rollers?
    Tell me and I forget. Teach me and I remember. Involve me and I learn.

  3. #3
    Project Engineer
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    Rolling a tube.
    The application is using 3/4" square tubing to form the horizontal rails of a cocktail table.

  4. #4

  5. #5
    Project Engineer
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    Ah, thanks.
    With that description and formulas, I can write a program to iterate through a few dozen options, and probably make a graphic of how the various parameters affect the curve.

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