Andrew Coggan wrote:
7401southwick wrote:
There are plenty of athelets in the 240-250lb (110kg) range ( not many cyclists) so at 6.6W/kg that is 726W for an hour.
Are you saying you think the 6.6W/kg could hold true even for a larger hypothetical athelete
Not likely, as allometric scaling clearly demonstrates that, e.g.,
VO2max scales with body mass^X, where X is a value <1 (0.67 theoretically; ~0.75 in practice). Most people aren't used to non-integer exponents, though, plus when it comes to transporting your body mass against gravity or up a hill, it is kg^1 that belongs in the denominator.
Confused by this (bold bit). Frontal area scales to mass^0.67-0.75, if VO2max did likewise then the small guys would be as fast on the flat as the big guys (W/CdA the same), give or take that their bike is probably a greater proportion of total drag. If VO2 scales to mass ^1 then the big guys are faster on the flat, but can also climb as well as the, er, climbers (identical W/kg). Somewhere (and it regularly annoys me that I can't find where I've saved it) I have a paper indicating that W/kg scales to mass^~0.9 IIRC, which would explain climbing vs flat speed, assuming drag coefficients of riders are similar regardless of size. Any thoughts?