I said it was start, didn’t I Gotta start with basics and build from there.
Yep, concaves bring stiffness out to the rails because of the domes (crowns). But there’s a trade-off. Those crowns concentrate compression, so we have to be careful to build in a way that allows for more compression there. There’s also (potentially) a bit more to it than that in compsand boards.
On to the next things. BTW I don’t understand everything here perfectly, so don’t just buy it piecemeal. Debate. Discuss. That’s the Sways way!
We started with cross-section curves.
Rocker curve (aka side view curves). More rocker will mean that the board flexes in normal compression easier. But this means it will also resist flex when compression/tension is reversed (i.e., turn the board upside down and jump on it). It’s always easier to bend something in the direction it’s already bent (IF pre-tensioning is not a factor). And harder to bend it in the other direction. Plus, a structure that is used to a given compression/tension pattern fails considerably easier when the compression/tension pattern is reversed. So we build for that for durability, amongst other things.
Profile curves (aka top view curves). Take a 1/2"x1/2"x2’ bit of slat. Steam a curve into it. Now:
(a) bend an identical straight slat.
(b) compare this to bending the curved slat “with” the curve.
(c) compare to trying to bend the same slat against the curve.
(d) compare to trying to bend the curved slate from the side.
You’ll find that difficulty increases from top to bottom, but for different reasons. There won’t be a huge amount of difference between A and B, but B is slightly “pre-tensioned” and will be a little more difficult than if it’s straight. Our little C is explained above in Rocker curve. But D, D isn’t directly resisting with compression/tension. It’s trying to snake back to its original shape and twist in your hands. If you can secure it somehow to prevent torque you’ll find it can be rather stiff in its own right. Because it’s resisting in two planes. Our perimeter stringers! The greater the curve there the more it’ll resist, all else being equal.
Note A and B are a bit different when we are dealing with just “plain foam”, because foam doesn’t have those funky wood fibres running its length. So pre-tensioning isn’t as significant a factor with foam.
I think we do need to be aware of all the components, what they do in isolation and how they behave together.
On to your goals.
Point 1.
Yep, I think those are all possibilities. Your concave deck is still domed, tho. It’s just “split domed”. Looking at the depth of the concave (with a view to reducing your crowns) is a possibility. The perimeter stringers are going to be a big factor, so the more you wrap skins over the rail the stiffer it’s going to be. Also, the wider they are the stiffer it’s going to be (so 3 x 5mm is stiffer than 2 x 5mm).
Yeah, I think the springer’s a fairly important concept.
Point 2.
Yeah, I think minimising wrapping and using pre-treatment will be useful here. I also thing we need “strong enough” without too strong. Because there’s going to be a trade-off with increasing bottom compression resistance (it’ll also impact the bottoms tension properties).
Point 3.
I think the outermost layer of the rails is the one that has the primary responsibility for ding resistance. If we pre-treat that and go with less “thick” rails we should be able to improve ding resistance without sacrificing flex characteristics. Dunno about the glass over the outer layer. That’ll improve ding resistance, but if it’s overdone it’ll counter flex. Again, we need enough without using too much.
Point 4.
Denser, thicker deck material will reduce flex by having increased compression resistance. That’ll improve recovery (spring back), but at a cost to flexibility. I am really convinced that the springer is very important to recovery/spring back (hence it’s name).
And yeah, I agree. Shape is important. It can be used to increase or reduce both flex and recovery. So can (should?) most, if not all, of the other components we are using.
Putting a 3d lattice over our boards could/would provide an enlightening view of the various curves in action and how they interact, I think.
Look forward to hearing how your board goes! And seeing how this discussion shapes up!