In the real world, it is impossible to seperate camber from stiffness, BECAUSE, camber has an effect on stiffness. The do different things, but it is impossible to ignore the fact that camber has a contribution to stiffness.
The more positive camber, the more the forces from the tip\tail and at the boot will be directed in-plane to the ski, rather than through the ski.
Whats stiffer, flexing a 2x4 thats completely perpendicular to the applied force, or flexing a 2x4 thats 45 degrees from the applied force? I shouldnt have to answer that.
a little real world example for ya;
Why is a bi-directional composite laminate generally stiffer in bending than the equivalent unidirectional composite? Because that SLIGHT undulation in the over-under of each tow in each layer produces a stiffening effect similar to corrugated cardboard. In engineering speak, it places the longitudinal axis more in parallel\in-planewith the applied (bending) forces.
The same is true for camber. It is impossible to seperate these effects in the real world. It contributes significantly to a skis overall stiffness.
FURTHERMORE, especially in skis with metal sheets, the issue of camber is even more pronounced now because in order for the ski to flex, it must induce a significant amount of sheer streeses in the plates and at their interfaces.
I also dont see what your problem is with getting the stiffnesses for each component of the ski, camber, bindings, through the thickness properties, etc, and just adding them. Its a simple issue of springs in parallel. Just freaking add them in the appropriate location as you would resistances in series.
sorry if im being so annoying, guess Im just frustrated you missed my point.
great work on the pdf.