I’ve been thinking about tire width lately: why do tires that are just slightly bigger ride noticeably smoother? Why to fat bike tires that are, realistically, just a bit bigger than other fat bike tires seem to “float” so much better.
Then I started to think about tire volume as a function of the cross section being a circle (not quite but close), then half the tire width becomes the radius. Square that and multiply by pi and you get the volume. So volume goes up way faster than width.
As an example, if you take a (seasonally appropriate) 100mm wide fat bike tire and compare it to a 110mm wide fat bike tire, the width difference hardly seems significant. However if you do the math, that’s about a 20% increase in volume. Which is, well, a lot.
Thoughts?
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Then I started to think about tire volume as a function of the cross section being a circle (not quite but close), then half the tire width becomes the radius. Square that and multiply by pi and you get the volume. So volume goes up way faster than width.
As an example, if you take a (seasonally appropriate) 100mm wide fat bike tire and compare it to a 110mm wide fat bike tire, the width difference hardly seems significant. However if you do the math, that’s about a 20% increase in volume. Which is, well, a lot.
Thoughts?
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