Ooouu… this is exciting.
Quick calculation and some questions before I head off and hurt some nails.
You’ve referred to 2580 kg as a force, can I assume that 2580 kg actually means 2580x9.81 newtons (N) or 25.31 kN? If so then the breaking stress would be
675 MN/mm (97902 psi)? Which is good stuff for a composite. carbon/resin 350-1050 MN/mm, glass/resin same ballpark.
Questions:
Can you pick off a working Young’s modulus during the test?
Can you pick off strain during the test?
Can you get a density (so we can do strength/weight comparisons)?
Would you describe the preparation of samples (pre-stressed or not)?
And of course, even knowing that I’ve already asked too much, is there any way you can post a plot? If not post, offer one up as an attachment? Its not critical, just something a geek would want to see. (Actually I want to play with the numbers, strain energy calculations and stuff. I don’t expect anything new, but more to just put the whole thing in context with theory.)
I will start to contact suppliers. As I do I will post those suppliers I’ve contacted (and the outcome) on this thread, so as to prevent duplication. I’m assuming others might want to see a little testing too.
Like I said, ‘ooooouuu’ … but please add a ‘weeee’ to that. This looks like it might be fun. Thanks!
kc
Unit Conversion/Prefix Notes:
1 N/m*m = 0.00014504 psi
1 psi = 6 894.76 N/mm = 6894.76 Pa = 144 lb/ftft
1 MN = 1 000 000 N
1 kN = 1 000 N
1 kip = 1 000 lb
1 inch = 2.54 cm = 25.4 mm = 0.0254 m
1 atmosphere (atm) = 14.7 psi = 101.3 kPa
e.g. 97 902 psi = 6 660 atm
It gets better, consider…
1 psi = 144 lb/ft*ft
e.g. The pressure generated by having someone who weighs 144 lb stand on tile 12 inches by 12 inches. So 97 902 psi is mind boggling -it’s 14 097 888 lb/ft*ft. It’s like having every one in a modest size town stand on each others shoulders, the (poor) bottom guy standing on a tile 12 inches square. (And that’s assuming he could somehow manage to distribute the load over the 12 square inches.) So why do surfboards break again? (That’s a rhetorical question, but what the heck, take a shot at it if you like.)