OP said:
Since this is a difference of a magnitude of two (as described above) then again should I consider my section as composite or independent layers ?
In the cited document, the disparity in moduli is presented as justification for ignoring the core contribution to flexural stiffness. It is not presented as justification for treating the face plates as acting non-compositely. In fact, EQ 7.49a, by it's form, assumes 100% composite behavior.
Without running any numbers, I suspect that you'll have a high degree of composite behavior here as well. While the disparity in modulii is a couple orders of magnitude, the shear stresses are also usually a couple of orders of magnitude less than your flexural stresses so those effects tend to balance out. To assess the situation simply, try this:
1) calc flexural deflection assuming composite behavior in the face plates.
2) calc shear deflection in the core with standard VL/AG techniques.
3) compare one and two to get a sense for how much shear deformation of the core matters.
Anecdotally, were composite behavior not achievable with disparite stiffness/strength materials, we would not have modern:
- skis
- airplane wings
- wind turbine blades.
I like to debate structural engineering theory -- a lot. If I challenge you on something, know that I'm doing so because I respect your opinion enough to either change it or adopt it.