In article <[email hidden]>,
Sandy said:Dans le message de
news:[email hidden],
[email hidden] <[email hidden]> a réfléchi, et puis a déclaré :Quoted message said:Quoted message said:For us engineering-impaired,
I offer :
"Triangle is a convex polygon with three segments joining three
non-collinear points. Each of the three segments is called a side,
and each of the three non-collinear points is called a vertex"For a physical structure, if the "segment" can transmit force from one
vertex to the other without deforming, then that is as good as a
straight line, from a performance point of view. Wouldn't you agree?You can win any circular argument, of course you're right. I suspect,
though, that the issue is right there - is there deformation or not. From
the absolute of no deformation to the cooked spaghetti version, it seems
that some manufacturers claim that they construct some sort of controlled
deformation in their frames. After all, there is clear flex in a lateral
plane. The comment has been repeated, often, that a seatstay that
vertically flexes won't do it very long before failure. Yet at the same
attachment point, it is know to flex laterally. I don't know, but I can
recognize a logical gap, even without a micrometer.Quoted message said:So you could form a functional tetrahedron from straight tubing or
bent ones as long as the physical capacity of the tubes is not
exceeded. It might not be what Euclid had in mind but he'd probably
appreciate the application.No argument on this model - to posit it doesn't flex and take that to mean
that you just proved it doesn't flex doesn't move this idea anywhere,
really.
Were the struts or joints in the rear tetrahedron to
deform on a macroscopic scale the alignment of the drive
train would change, affecting energy transmission,
inducing auto shifts, and drawing energy out of the system
into flexing the structural elements. Hence there is no
macroscopic flex.
--
Michael Press