KONA 70.3 bike setup
Hi guys
i'm racing Kona 70.3 again next year (raced there in 2007). I know ENers are all about "freespeed" with aero bike cockpit setups and all pros nowdays go that way in kona too. But i remember telling myself during the bike leg of kona 70.3 that a roadbike setup (road bars+clipons) might be better suited for that race (i was with my TT bike). I'll explain:
1-the 70.3 course is a bit different than the full distance: from what i remember, it's a succession of rolling hills (not counting the hill out of T1), and than the climb to hawi and back (no really long flat stretch to take full advantage of the TTbike)
2- in case of very strong side wind, the road bars are very stable
3-i'm middle of the pack swimmer (30-33 hallf IM swim time), and i remember being like in a road race for most part of the bike (if not all) with people passing me, and me passing people like attacking in a road race (plus the terrain really suit that kinf of racing: sprinting uphill,shifting with STI instead of seating for barend shifters(no i will not get DI2))
note that i was coming off 10 years of roadracing in 2007 so that kind of racing was second nature to me
i understand the aero benefit of the TT bike setup and all, plus i know coach Rich advice about smoothing out the power output on hills (for the full distance). But the aero benefit might be counter by the fact that i usually climb out of the saddle and the ez shifting of STI while climbing. For the power VI...well, it's "only" a 70.3 so u might not meet the same "suck" as in the IM (suck of going fast vs specific IM suck )
not sure it makes sense
any thoughts?
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
Comments
I think the entire course could / should be ridden in aero, on a tri bike. There is only one very brief stretch about 1/2 km outside the Hawi turn that I typically get out of the saddle, and that's mainly because I'm just sick of being in the aerobars. But the advantage of riding a tri bike in an aero position on that course is significant.
I've ridden the stretch from Waikoloa to Hawi and back a gazillion times since 2004. I'm not nearly as fast as Tim and Dave, but I agree 100% with them. There's only one place where I get out of the aerobars there, it's the climb coming up out of Kawaihae before the turn onto the Queen K highway. Otherwise, all the "hills" are less than 5% gradient.
The winds make it even more important to stay aero. When the wind is coming at you 20 mph (or more), and you are going 10-30 mph up or down in the rollers, then the advantage of the TT position over drops bars is magnified. It may *feel* easier on a road bike, but you will be going slower while using more power.
I did Hawaii 70.3 in 2013 and would use TT bike again. It was before my time with EN , so my pacing was pretty awful, but knowing what I know about the course and pacing, I would go TT. The crosswinds on that day were strong, especially after the turnaround in Hawi, but didn't cause a problem in the aero position
impressed all the EN rockstars answered my Q
thanx again