Slowman wrote:
two things: correct me if i'm wrong, maybe i dreamed this, but it seems to me that if you're looking at the same tire (conti 5000 S TR, schwalbe pro one, etc.) that the 28mm tire will usually demonstrate lower rolling resistance than the 25mm tire if they're both pumped to the same pressure. obviously, tho, that's not a guide for real life.
Yes, that's exactly what I said in my reply above. Across a particular model, wider (measured) tire is faster at a given pressure...no matter if the measured width increase is accomplished by a physically wider tire casing (i.e. tire sizes) on a given internal width rim, or by keeping the tire the same and increasing the rim internal width. Basically, "measured width is measured width" in regards to Crr and inflation pressures.
But, compare across the sizes at pressures "equalized" to the measured width, and the Crr differences become nil (for a given model).
Slowman wrote:
on that question of vibration. the typical thinking is that you're on a typical road, with
typical vibration-causing features, you normalize for pressure based in tire size, and ideally you get something like a typical Crr out a 23mm, 25mm, 28mm tire. those tires might have 100psi, 82psi, and 65psi respectively (let us say). back to the typical thinking: that 28mm tire would be more comfortable. is this true?
Yes. This is true, because the majority of the "spring rate" in the air spring known as "a tire" is driven by the air pressure. Lower air pressure means lower spring rate (less stiff). However, the other part of that spring rate is the effects of casing tension, which for a given tire increases with measured tire width for a given pressure. That behavior is driven by geometry. Dropping the pressure to get the same deflection for a given load is mostly counteracting that geometric effect of casing width...and as HTupelov pointed out above, is mostly in regards to "flatter" inputs, since the Silca data points out that the smaller radius the interacting object, the less effect casing width has on spring rate of the tire (i.e. for small object inputs, it's ALL about the pressure)
Slowman wrote:
i don't know. i think so. it seems so. this is what my brain tells me i'm experiencing. maybe the deflection in the tire is the same. same sag rate. same spring rate. across these various tires. but perhaps the damping is better in the wider tire. i don't know. but i think what i'm explaining is what is typically thought to occur.
It's not about the damping in the tire...the air spring contained by the tire has nearly none, and more damping in a casing means more losses, and thus a slower tire. If anything, you want to
minimize the damping in the tire. What you're feeling as better comfort is the softer air spring from the lower pressure that the wider tire allows.
Slowman wrote:
except, of course, that you may well elect not to stipulate to the idea that it's possible to get a Crr out of a 28mm tire for this typical road that you can get out of a 25mm tire inflated to its optimal pressure. but this is the question. zipp says it's not only equal, but better. again, on a typical road. polished wood velodrome? zipp would tell you to ride a 19mm tire.
Now we're getting back to my original question in post #15, where the Zipp data shows the 28 and the 30 tires on the same rim having equivalent Crr at the same pressures, and then the 28 having better Crr than the 30 at slightly higher pressures (still in the 65-72 psi range). Both of those observations "go against the grain" of a lot of other data. I would expect the 28 to have better Crr than the 25 at the same pressures, and be nearly the same at width adjusted pressures, but that result also depends greatly on how "equivalent" in construction the 2 sizes of tire actually are. And, also depends on the definition of "optimal pressure" being used ;-)
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