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Thread: Finding the Equator On a Ball/Bead (Making A Knob)

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    Supporting Member tsbrownie's Avatar
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    Finding the Equator On a Ball/Bead (Making A Knob)

    Need a wooden knob. That requires drilling a hole on the equator of the wooden ball / bead I am using. Here are 2 quick, easy DIY methods of doing that. No special tools required. I will post a video on how I mount this ball on a shaft.



    MATERIALS 1 Ball / Bead
    - Light colored thread
    - Pen / fine marker

    MATERIALS 2 Balls / Beads
    - Shaft
    - Dirty surface (or carbon paper or similar)

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  2. The Following 3 Users Say Thank You to tsbrownie For This Useful Post:

    Karl_H (Sep 26, 2019), Scotsman Hosie (Oct 2, 2019), Seedtick (Sep 26, 2019)

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    Supporting Member TrickieDickie's Avatar
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    I know everyone does not have one but I would chuck up the ball in my lathe and drill a hole

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    Supporting Member mklotz's Avatar
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    Quote Originally Posted by TrickieDickie View Post
    I know everyone does not have one but I would chuck up the ball in my lathe and drill a hole
    That guarantees that you've found a diameter but the OP wants to find the equator relative to an existing, on-diameter, through hole. His string method is loaded with error sources but his second method is spot-on.
    ---
    Regards, Marv

    Experience is always far worse than pessimism

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    Supporting Member tsbrownie's Avatar
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    Marv, You're a smart guy, it scares me when you say the first method is loaded with error sources. Assuming a round hole and round ball, what can go wrong?

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    Supporting Member mklotz's Avatar
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    Quote Originally Posted by tsbrownie View Post
    Marv, You're a smart guy, it scares me when you say the first method is loaded with error sources. Assuming a round hole and round ball, what can go wrong?
    My favored medium is metal, not wood, so I tend to evaluate measurement techniques with a machinist's eye.

    First, the method depends on the existing hole being the same diameter throughout, no chamfering. Then there's the problem of accurately marking a string and finding and marking the midpoint of the marks with a scale and transferring it to the ball. It would be impossible to maintain a tolerance of 0.050, totally unsuitable in the machinist's world.

    But you're working in wood where such a tolerance is totally acceptable. I should have noted that in my response. I apologize for not doing so.

    Your second method is much better. The close-fitting shaft averages the hole location, avoiding the problems of edge finding and marking in the first method. Rolling on a marking medium auto-locates the equator without the need to fuss with making measurements with/on a string. The second ball has to be the same size as the workpiece but, again, that's an error source with which only a machinist would concern himself.

    In fact, your second method comes close to one of the methods I would use if it was a precision metal sphere and I needed to minimize errors in locating the hole.
    ---
    Regards, Marv

    Experience is always far worse than pessimism

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    Supporting Member tsbrownie's Avatar
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    Interesting stuff, thank you for the explanation. As you noted, much of what I do is not high tolerance (to say the least). This is for the knob on a crystal radio wiper rod. (
    )



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