sgy wrote:
They might "swamp" 20W if you are averaging 45kph and +350W but at my moderate 270W and 39kph average the gain is much less.
First of all, and I hope you're as "open" to learning about equipment as you are about training methods, but the amount of power you produce is independent of the "drag" caused by your equipment. Aero drag and rolling resistance are both functions of velocity, not power, with aero drag power varying with the cube of the velocity and rolling resistance being directly proportional. The "demand" side of the speed equation is independent of the "supply" side...and there's nothing wrong with worrying about
both.
So...let's look at those 2 speeds you chose above. Since rolling resistance is linearly proportional to speed, that means that whatever the rolling resistance power required is at 45kph, it will still be 39/45 = .87, or 87% of that amount at 39 kph...that's right, nearly 90% of the same value.
Now, let's look at what happens to aero drag between those 2 speeds. Whatever the aero drag power required is at 45kph, at 39kph it's going to be 39^3 / 45^3 = .65, or 65% of the same value. If that power is significant at 45kph, then it's hard to say it's NOT still significant at 39kph when it's still ~2/3 of the same amount.
You got me curious about just how much power difference there would be between Gatorskins and Vittoria tubulars...unfortunately, AFM's handy chart (
http://www.biketechreview.com/...ire_testing_rev9.pdf) doesn't have both on there, but it does have the 290tpi Vittoria Corsa CX tubular. For his testing, he found that it has a Crr = .00267. My own experience is that this can be equated to an "on road" Crr value by multiplying by 1.5...which means that on the road one would expect a Crr = .0040. There's an old Tour magazine test that shows that Ultra Gatorskin clinchers have ~50% higher Crr than the Vittoria tubulars, or ~.0060...so a reasonable guess at the difference (I wouldn't expect the tubulars to have a lower Crr) in real "on road" Crr would be .0020.
Figuring out the difference in power required to "roll" those tires is fairly trivial, since Power difference = Crr difference* Velocity * mass * gravity
First, let's convert the speeds to m/s, since that keeps units consistent in that equation...45kph = 12.5 m/s, 39kph = 10.8 m/s, and I'll assume an all up mass of 80kg.
Power diff at 45kph = .0020 * (12.5 m/s) * (80kg) * (9.81 m/s^2) = 19.6W (Wow...pretty close to JUST the Crr accounting for 20W...interesting)
Power diff at 39kph = .0020 * (10.8 m/s) * (80kg) * (9.81 m/s^2) = 17W
Yup...a whopping 2.6W less due to the speed difference.
Now, let's look at the aero drag...
Look at that point for the Ksyrium (second from the right) vs. where the OLD Zipp 808 is sitting. That's a difference of 16.5W at 50kph for just ONE wheel...this would still be a difference of 12W at 45kph, and 8W at 39kph. Let's make a conservative assumption that the rear wheel would only receive 50% of this benefit due to sheltering, so that would mean a total wheel aero drag of 18W at 45kph, and 12W at 39kph.
So...let's do some totals for the differences in total "demand" at each speed:
45 kph -> Rolling resistance difference plus aero drag difference = 19.6W + 18W = 38W
39 kph -> 17W + 12W = 29W
Yeah...even at 39kph, 29W is still significantly greater than 20W in my book...heck, I'd even say it "swamps" it ;-)
sgy wrote:
The only point I am trying to make is that if you want to go really fast, you have to train really hard and smart.
Sure, that's a necessary condition...but it's not sufficient. To
truly go fast, you have to look at the demand side as well.
sgy wrote:
Equipment only is just nice looking but doens't make you faster.
That's demonstrably false...and you should realize that after just the simple example I gave above.
sgy wrote:
For a MOP IM athlete, tire choice and wheel choice is really unimportant.
Actually...it's just the opposite. MOP athletes typically don't have any "power to spare". That doesn't mean they need to ignore their training. It's OK to do both ;-)
sgy wrote:
And in the real world, most road surfaces are so bad that you can't really benefit from the better rolling resistance of tires
Percent differences in rolling resistance hold no matter the road surface. Again, that's something that's a demonstrable fact, and makes sense if you understand the source of rolling resistance (i.e. material hysteresis losses).
sgy wrote:
...and it might be a wiser decision to sacrifice some rolling resistance for more puncture resistance.
That depends on how much rolling resistance you're sacrificing and how good you are at repairing a flat. I've done calculations before where even if one DID happen to flat, the rider would still be time ahead after taking as much as 5 minutes to repair a flat.
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