Aero shoes? Up to 12 watts saved in shoe choice...
Admittedly, I have paid NO attention to drag forces related to my cycling shoes. However, this post got my attention... Up to 12 watts in shoes choice (and probably more compared with other shoes)? Very interesting.
http://www.thomasgerlach.com/2016/05/fastest-ironman-bike-shoes-aerodynamics.html
http://www.thomasgerlach.com/2016/05/fastest-ironman-bike-shoes-aerodynamics.html
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Comments
Two comments:
Interesting post, but I agree with Al there seems to be some practical real world application missing from this study.
I appreciate Al's comments regarding the practical applications and practical significance regarding speed etc. I guess my main suggestion is that attention to shoe "areoness" is prudent. If one is in the market for new shoes - pay attention. Similar to using latex over butyl as tubes are necessary equipment and it makes sense to choose a faster tube - shoes are a required equipment. All other things being equal (and obviously they currently aren't as the profiled post requires a Hobby Lobby visit and glue gun etc to unleash one's inner craftiness) attention to shoes choice with respect to drag is important.
I remember hearing in a podcast somewhere that shoes are the next frontier for aero products because they churn through the air, similar to how shaving your legs can save watts.
I find that it helps me to think of "'time savings" rather than "power savings" when evaluating wind tunnel results. It is an interesting fact that some aero improvements actually have a larger "time reduction" at lower speeds than they do at higher speeds. The reason is that the course is always 112 miles regardless of speed. So, by virtue of the fact that slower riders are on the course longer than faster riders, the net time savings will be bigger for the slower rider.
Coggin has a rule of thumb that: 0.1 lbs (50 g) of drag (at 30 mph) = 0.5 s/km = 5 W = 0.005 m^2 CdA = 0.0005 Crr - I have modeled this online and come up with numbers that are essentially the same, within rounding error)
I used an online modeling tool with actual numbers for me riding my Shiv, and assuming that a 5w drag reduction at 30mph is ≈ reducing CdA by 0.005m^2. Here is roughly how it translates:
The shoes were modified to address the lace up issue. The tongue was removed, and elastic speed laces were installed. In addition, Thomas Gerlach mentioned he "drilled" into the heal to be able to place rubber bands. He claims he can get in and out as quick as his tri specific shoes. I don't recall drain holes in the soles being addressed...
Superstar mathlete! I am subcontracting all real world math problems and their practical applicability to YOU! Good stuff!
Thanks!
Think of that as a square ˜ 2.5" per side. Most of us have a lot of free time by really focusing on cleaning up our bikes, no gels taped to the cross bar, etc.
1. Orca RS1 covers. They look easy (ish) to get on and off.
2. Velotoze. See http://bikeboard.at/show_bericht.php?ber_id=6197&dsw=1. It's in German, but the numbers are clear enough.
I'd seen similar data in the past, and actually used shoe covers at IMWI this year. It's impossible to say how much it helped, but I can tell you it certainly didn't hurt as they were very easy to peel down and get in /out of. Maybe 1-2 seconds cumulative. This may be different if it's a race where they don't allow you to have shoes pre-mounted in the pedals. Attached is the fuzzy screenshot from Finisherpix
There was a similar thread going around regarding the aero benefit of calf sleeves so to my non-scientific mind the logic should carry over.