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AlphaJP7
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- TL;DR Summary
- Trying to design a cantilever system with a bearing that's bottom heavy but has maximum moment of inertia (able to resist acceleration on the horizontal axis) to apply to the center caps of my car in order to keep the badge straight.
Hello fellow members! First and foremost I'll start by saying I couldn't be farther from a Physics connoisseur, I barely remember high school Physics/Maths. I love to know about mechanical systems and I'm an avid DIYer though.
I'm trying to design a floating center cap system for my car's wheels. I need a weight that doesn't swing on the perpendicular axis to that of rotation (front to back and vice versa) so that the shaft (cantilever, since it can only be supported on one end is the more appropriate term I think? I'm not a native speaker) always stays in the same position despite the fact that the structure around it is on a rotating axis (the wheel of my car). There's no external fixation points that aren't rotating.
As you can see here this kind of swing is exactly what I'm trying to avoid. And most systems I see are prone to it as demonstrated by this image of what it looks like.
I think I found a solution in the form of a pendulum that's secured by 2 tension wires opposite from eachother on the same axis that the shaft rotates. Something like this. It might need another bearing around the rod though, or making the weight as heavy as possible and distancing it as far from rod/cantilever as I can to increase moment of inertia, can't quite visualize it yet, would need to build it.
The final idea I have to maximize moment of inertia whyle still being bottom heavy would be something like this I guess since, from what I've gathered, a hollow cylinder (zero thick thorus ideally) is one of the 3D shapes with the most moment of inertia. Maybe even encasing the whole thing in a viscous liquid like glycerine, the sky is the limit!
Any of you have a better/easier to implement idea? As a reddit commenter stated very accurately when I exposed the problem there is that "I'm trying to find a 500$ solution to a 5$ problem" which is true, so I thought here I'd find like-minded people when it comes to solving issues like these.
Cheers and thanks for reading!
I'm trying to design a floating center cap system for my car's wheels. I need a weight that doesn't swing on the perpendicular axis to that of rotation (front to back and vice versa) so that the shaft (cantilever, since it can only be supported on one end is the more appropriate term I think? I'm not a native speaker) always stays in the same position despite the fact that the structure around it is on a rotating axis (the wheel of my car). There's no external fixation points that aren't rotating.
As you can see here this kind of swing is exactly what I'm trying to avoid. And most systems I see are prone to it as demonstrated by this image of what it looks like.
I think I found a solution in the form of a pendulum that's secured by 2 tension wires opposite from eachother on the same axis that the shaft rotates. Something like this. It might need another bearing around the rod though, or making the weight as heavy as possible and distancing it as far from rod/cantilever as I can to increase moment of inertia, can't quite visualize it yet, would need to build it.
The final idea I have to maximize moment of inertia whyle still being bottom heavy would be something like this I guess since, from what I've gathered, a hollow cylinder (zero thick thorus ideally) is one of the 3D shapes with the most moment of inertia. Maybe even encasing the whole thing in a viscous liquid like glycerine, the sky is the limit!
Any of you have a better/easier to implement idea? As a reddit commenter stated very accurately when I exposed the problem there is that "I'm trying to find a 500$ solution to a 5$ problem" which is true, so I thought here I'd find like-minded people when it comes to solving issues like these.
Cheers and thanks for reading!