Post by Richard SmithPost by Jim WilkinsPost by Richard Smith...
Scaffold tube is a "plastic section" (it's thick enough to never
buckle in overload, only general bend) (???) so it's a very
reliable
structural member for improvised purposes, as well as being
abundantly
available.
Regards,
Rich Smith
Whether or not a column of tubing can fail by buckling depends on its
effective length to diameter ratio, nothing including solid rod is
inherently immune regardless of the application.
https://en.wikipedia.org/wiki/Euler%27s_critical_load
"The critical load puts the column in a state of unstable
equilibrium."
I once accidentally loaded log hoisting shear legs made from 2x4's to
precisely the critical load, where the leg would remain at whatever
bowed deflection I pushed it to.
Hi Jim.
Thanks for engaging in this line of thought.
OK - I try to avoid too many words - not as find that easy :-)
I meant "local buckling" when I only said "buckling".
I know of the Euler Critical Buckling Force calculation. General
bowing-out which is a distributed buckling phenomenon. Recently used
it to propose the design of a sheerleg - same as the application where
you offer the observation. I'd get in difficulties if I made
experimental assemblies where I work - bit unimaginitive - general
problem I find here of very limited outlook and not seeing success as
only coming from venturing and building up experience bit-by-bit,
reaching ever further into unique, valuable, remunerative (!!!)
knowledge and ability.
I wondered what being on the point of the Euler critical buckling load
looks like. So you do get some visible warning?
Regards,
Rich Smith
The 2" x 4" x 12' shear leg that buckled was somewhat warped so it had
a cantilevered load instead of being a pure pinned-end column. It
bowed slightly as the ~280 Lb log left the ground. When I saw that I
decided to experiment without lifting the log further, and found it
was at the point of neutral stability -- the 2x4 would hold whatever
bow I pushed it to, as the equation suggests.
I switched to metal pipe whose strength I could calculate and test for
the shear legs, made ball ends and socketed baseplates for them and
bought a 1000Kg load scale.
https://www.amazon.com/Hanging-Klau-Digital-Industrial-Measuring/dp/B00VDKXJ2W
As for a warning, I suppose you could lift the load slightly off the
ground and push the column sideways to see how easily it flexes, but
only for thin columns, light loads and no safety margin. The column's
compression strain is still within the linear region when it starts to
buckle elastically. The bolts I used at the top have a bearing
strength on the column walls lower than the calculated buckling load
so they show overloads on inspection afterwards. I've tried a welded
ring as a mechanical fuse that's visible fom a safe distance.
My degree is in chemistry, I learned electrical and mechanical
engineering mostly on my own and don't trust my calculations without
testing them for my home projects, solar power and moving oak logs for
my home made sawmill. At work I wanted to recognize when to call in an
expert from another field.
That's all. The temperature has risen to freezing and I have roof
beams to replace before snow falls.