Squid-in-Training said:Let's say that we have gigantic bearings, about the size of a rim for any
given rim size (huge balls, not a series of small balls). My impression is
that rolling resistance would be huge.
Weight would be huge, and it wouldn't be certified for high rpm (it'd
probably be certified to about half a kilometer per hour or so :P ). I'm
not so sure rolling resistance would necessarily be huge when lightly
loaded (assuming you could somehow make the balls weigh about what a
regular ball weighs rather than ten times the whole bike causing the
system to be fairly highly loaded just on its own weight).
Quoted message said:Now, if we take the bearing diameter and cut it down continuously, we would
have less and less friction owing partly to the relative bearing tolerances
and partly to the torque exerted by the friction force = F*d.
1. At what point do the returns diminish for a decreasing bearing size?
About when the diameter gets too small to support the load of a typical
bike. 'Round about a quarter inch or just under.
Quoted message said:2. If we could produce well-toleranced, hard-as-diamond nano-whatever
bearings and axles, would the friction decrease to zero as the bearing
diameter limit approached zero?
Zero-friction bearings don't exist, not even fluid dynamic bearings or air
bearings. The size of the axle needed to support half the rider's weight,
even if it were made of monocrystalline diamond, would limit the bearing
size to not-all-that-small.
Quoted message said:3. How would you adjust such a thing? With a microscope? 😉
Loupe, I'd say.
Jasper