First, we have to be clear that we're talking 'stiffness' here, and not 'strength'. They're related, but not the same. Stiffness is the thing you need to worry about for the most part; any normal softwood top that is stiff enough to work well is likely to be far stronger than it needs to be.
Bending stiffness is related to the 'Young's modulus' (E) of the material. That's a measure of how much force it takes to stretch or compress the stuff a certain amount. In general, in the range we're looking at, there is a pretty much linear relationship between the E value of a softwood along the grain and it's density. If you're working your top wood to a given stiffness along the grain, as measured, say, with a deflection rig like you're using, you'll end up with a lighter weight top if the wood is lower in density. This is probably the most important thing to get right.
Cross grain stiffness affects the way the top vibrates as a whole. It doesn't seem to add a lot of resistance to bending along the grain in the long term, although it may help right at first. Wood 'cold creeps', particularly across the grain, so that over time the cross grain stiffness seems to be less and less helpful at keeping the top flat. It seems that high cross grain stiffness is more helpful if the top is wide relative to the length of the box. Dreads, and especially Jumbos, tend to work better with high cross stiffness, while something like an 0 or 00 won't require it.
The thing that correlates most closely with cross grain stiffness in softwoods is the degree of quarter of the wood: how close to perpendicular to the surface the annual ring lines are. If you look at the end grain under a microscope it looks like a lot of rectangular boxes glued together, with the flat surfaces parallel to the bark surface of the tree and the radius (yeah, I know, they're really trapezoids, but we're talking about the microscopic limit here...). If those box edges run along the surface of the top you have to stretch and compress then to bend the wood, which takes some effort. If the wood was cut so that the boxes are at a forty-five degree angle, then all you have to do is distort the angles, or bend the sides a bit, and that's easy. Cross stiffness drops off fast as you depart from the quarter, and by the time you get to forty-five degrees it's only about 1/10th as high as it would be for the same piece of softwood that was cut on the quarter. If the wood you have goes from pretty well quartered to somewhat skew, and you feel you need high cross stiffness, then you could join a top out of narrower pieces.
These users thanked the author Alan Carruth for the post (total 2): jfmckenna (Mon Mar 06, 2017 10:57 pm) • SteveG (Mon Mar 06, 2017 6:01 pm) |
|
|