Frank Krygowski said:Checking the Matweb site,
http://www.matweb.com/search/SpecificMaterial.asp?bassnum=P0RUB1
for properties of vulcanized natural rubber, there are two things that
strike me as interesting.One is "Maximum service temperature, Air = 176 deg. F." They don't
specify the consequences of exceeding this, and I don't know if they're
related to long term degredation or short term failure, but it's
interesting.The other is the coefficient of thermal expansion, 125 microinches per
inch per degree F. That's pretty high, of course, about ten times as
much as aluminum and 20 times steel.I wonder about the change in the interface between the tire and the rim
when the dimensions change with temperature. The steel bead wire
(assuming that's what you've got) would change the least, by virtue of
lowest coefficient and being most insulated. The rim would grow a bit
(tightening the fit, I suppose), but the rubber would be trying to grow
significantly. Is there a chance this (combined with, say, softening at
higher temps) would cause distorion of the bead shape, and cause the
bead to lose its grip on the rim?
"Microinches"? Barf! What kind of units are those, join the 20th
century already! Anyway, "microinches per inch" are just parts per
million.
The tire is given shape by the cords, not the rubber - I think the
rubber's expansion is not relevant. I'm not sure which Matweb
listing applies to cotton or nylon fibers that might make it into
a tire casing, but
http://www.matweb.com/search/SpecificMaterial.asp?bassnum=O2406
http://www.matweb.com/search/SpecificMaterial.asp?bassnum=PDUNOM1
say extruded nylon has a CTE of 45 microinches/inch/deg F, while
aramid (Kevlar) yarn has a CTE of only 10 microinches/inch/deg F.