Why does my class ring flip up when I spin it?

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The discussion centers on the phenomenon of a class ring flipping upright while spinning, akin to a "Tippy Top." The mechanics involve torque applied to the ring, causing a transition from a stable face-down position to an unstable upright position as it spins. This process raises the center of mass, resulting in a loss of angular momentum and energy, which allows the ring to maintain its spin in the new orientation. Participants express curiosity about the complexity of the motion and the challenges of spinning rings with flat faces. The conversation highlights the intricate dynamics of spinning objects and the desire for further exploration, such as using slow-motion cameras to analyze the behavior.
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Just curious. Not sure if this has been discussed already, and I'm not sure what the phenomenon is called, but here's a description:

I have a heavy gold class ring that I got from my alma mater. I put the ring face down on the desk, flat, and it can rest like that because the face of the ring is flush with the desk. The ring face is a flat oval-shaped face about 1cm in diameter.

Now I can 'spin' the ring, like you would do with a coin or a top. Very quickly, the ring, while spinning rapidly, somehow flips up so the face is no longer in contact with the desk, but is facing skyward, and continues spinning, barely losing any momentum at all. I have tried to watch the transition carefully, at some point the ring MUST be completely sideways right before it flips up, which is just seems kinda crazy to me.

Why? Probably something basic, but as an EE I don't do a lot of mechanics, and this has been a question rattling around in my head for a long time.
 
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Clearly the heavy side down is some kind of unstable state, which falls into the stable state of the heavy side being 'up' while spinning... it just seems counter intuitive that the center of mass should be at the top of the system. Or am I thinking about this incorrectly?
 
Answer A: You went to the wrong school. My ring doesn't do that:

0706_brassrat_copy2.jpg


Answer B: This is a variant of the "Tippy Top". The full solution is complex, but here is an outline. If you perturb the top (I will call the ring a top, because it's clearer) the point of contact with the ground will not be the same as the rotational axis. This applies a torque to the top, which if large enough will flip it. This raises the center of mass, and the energy has to come from somewhere. The only source is the rotational kinetic energy of the top, so the top slows down. In the process, it loses angular momentum (ultimately, to the ground). Now it can't reverse the process - energetically it's allowed, but the top no longer has enough angular momentum to spin in its original orientation. So it continues to spin heavy-side up.
 
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Vanadium 50 said:
You went to the wrong school.

I beg to differ!
cc993226495a750da95f78475cad19ae.jpg

Vanadium 50 said:
My ring doesn't do that

Are you sure you're spinning it hard enough? What does it do instead, just keep spinning on it's face?

Vanadium 50 said:
This applies a torque to the top, which if large enough will flip it.
But surely that doesn't happen in one fell swoop, I can clearly see the ring does almost a slow transition from face down to face up. It must be some kind of periodic, recursive function, I assume
 
ElijahRockers said:
, at some point the ring MUST be completely sideways right before it flips up, which is just seems kinda crazy to me.

If that bothers you, don't think about the direction the ring or top is spinning in. That will really mess you up.
 
Vanadium 50 said:
If that bothers you, don't think about the direction the ring or top is spinning in. That will really mess you up.

Oh god.
 
My ring is very difficult to spin because of the flat face. And the motion of a top (even a non-tippy top) is quite complicated, with precession, nutation, polhodes, herpolhodes and invariable planes. I described the beginning and the end. The middle is complicated.
 
Vanadium 50 said:
My ring is very difficult to spin because of the flat face.

So is it just the fact that it's a square face, as opposed to a elliptical face? Because my ring also has a flat face.

It's times like these that I wish I had a slow motion camera.
 
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God bless you, and happy new year. /thread
 
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