Brad,
limb stiffness is proportional to limb thickness to the third power. Stiffness ~ H^3 where H = stack thickness.
Assuming a carbon bow is 3x stiffer than a glass bow having the same limb thickness, if we want a carbon limb of EQUAL draw weight to the glass bow, we have to reduce the stack.
So to reduce the stiffness of a given limb to 1/3 the draw weight
1/3 * StiffnessOriginal = StiffnessFinal
1/3 * H_original^3 = H_final^3, when H_original=1,
1/3 = H_final^3
(1/3)^(1/3) = H_final
~.69 = H_Final, when H_original is 1.
Therefore if a carbon limb of equal thickness to a glass limb has 3x the draw weight, the carbon limb would need to be 69% as thick as the glass limb to be of equal draw weight.
I think my math is correct, the only question is how stiff a carbon limb is compared to glass at the same stack thickness. If you know that, you can calculate exactly what stack you need based on the glass bow charts.
I proposed that it would be 3x as stiff ... this may not be accurate, it's just a starting point.
Likewise, if someone has a carbon bow and a glass bow of the same design (off the same form) even if they're not the same weight or stack thickness, you can also calculate exactly how much stiffer the carbon makes the limb.