SiliconDoc, I'm not giving up on you yet, but your grasp of basic physics isn't what it should be, given your apparent authority on the subject.
In a MOVING tire on a bike, it is different. The tire comes from forward moving under the beads, and friction does it's work again, BUT, the beads at rest on the bottom are very quickly LIFTED upward by the forward travelling back inner lower wall of the tire. They are launched and lifted UPWARD much faster, and bounced and slung up inside the tire as they are forced to take on forward direction motion, a SECOND FACTOR.
This is the source of your misunderstanding, and is wholly incorrect. The two situations, as far as anything inside the tire is concerned, are absolutely equivalent. Put another way, the beads share the same inertial reference frame as the wheel. Put yet another way, if you were a tiny bead inside that tire, you COULD NOT TELL if you were traveling at a reasonably constant speed on a flat road, or spun up on a stand. The forces are absolutely equivalent in either case. Seriously. 100%. Not lying to you here.
I'm not disputing that the balls do move around a little in response to bumps on the road. I'm just disputing that they move MUCH, or that they all remain in motion relative to the inner tube's inner wall in any major way.
Well,you're 100% incorrect. You are ASSUMING, quite ignorantly, and illogically, I will add, that the tire is already travelling at some constant speed, much like the old Einstein inspired analogy, where one does not feel movement when one is travelling through space, for instance, at a constant rate of speed.
The other fella already was confused by that simpleton approach.
This case however, is not a constant rate of travel or speed, and is IN FACT an acellerating movement from a dead stop, slowly up to rotational speed - in a second vector ----->, in the case of the on bike test scenario.
There is no way you know physics, at all. PERIOD.
1. I know you're wrong
2. There isn't a chance "I'll believe you", even if you smile nicely.
3. If I "agree" with "you wouldn't know if you were inside travelling at a constant rate of speed" - IT STILL DOESN"T MATTER, since that is NOT what we are talking about.
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So work your brain up to the actual scenario we are discussing - the motorcycle moves from a dead stop up to tire rotational speed, the shop balancer does not. Furthermore, the motorcycle doesn't stay at a constant speed, nor is the tire EVER as stable as it is on a bolted to cement shop floor without a running motor and the road and wind ramming it, not to mention the COMPRESSION of the wheel and tire from the weight of the bike, causing and "out of round" condition, your "ellipse", which of course is not why you said ellipse, you assumed ellipse from a tire imbalance condition and the effects of centrifugal force on the heavier massed radial line point.
Gosh....
The movement is NOT an ellipse though, in actual fact, because you won't even include GRAVITY in your thought process concerning this matter, nor intertial forces as far as that goes. Heck you won't even consider the bike is travelling in another vectored direction that is not the same as the circular centrigufal force you you claim to have mastered concerning the beads, but didn't respond to the SIZE AND WEIGHT problem I pointed out that makes your statement peanuts, instead of ball bearings.
How are you going to get bead distribution when your motorcycle tire on the bike is "already travelling at a constant rate of speed" ? Huh , Einstien...
Then you claim they don't move much, the beads, but then that depends on rate of bike travel, the bump size & tire compression ( slinging the beads internally it happens so quickly at speed.)... then the LATERAL WOBBLE force which is plenty strong to have a movement effect as well, the texture of the beads, the weight, and the shape of them as well, not to mention the composition of the tire! (soft or hard)
No, it doesn't matter what you assured me of- at all- you even had to put in "flat road" LOL