Pretty often, during the perennial discussions of aero-vs-weight, reference is made to the Cervelo tech presentation "Col de la tipping point" in which Cervelo claims their modeling shows that, for a typical amateur, even on a hard, mountainous Etape their lighter, less aero bike is negligibly faster than their heavier, aero road bike. What I would like to know is, has anyone made a similar analysis for wheels? For instance, if you take Zipp, they make the:
202 - their "climbing" wheel
303 - their "general road" wheel
404 - their standard "aero" wheel
...
Weight differences between the three are really not that substantial, a delta of about 100 g per pair between each depth. Lighter weight obviously comes at the expense of aerodynamics. So, for instance, has anyone modeled what gradient is needed for the "climbing" wheel to become faster than the "road" wheel, or the "road" wheel a faster choice than the "aero" wheel? Obviously the tipping points depend on W/Kg but I'd be interested to know if anyone has done anything on this?
202 - their "climbing" wheel
303 - their "general road" wheel
404 - their standard "aero" wheel
...
Weight differences between the three are really not that substantial, a delta of about 100 g per pair between each depth. Lighter weight obviously comes at the expense of aerodynamics. So, for instance, has anyone modeled what gradient is needed for the "climbing" wheel to become faster than the "road" wheel, or the "road" wheel a faster choice than the "aero" wheel? Obviously the tipping points depend on W/Kg but I'd be interested to know if anyone has done anything on this?