Hi,
I'm trying to calculate the equivalent thicknesses of the elements in a composite sandwich compared to a steel plate with steel stiffeners (three types of stiffener: flatbar, tbar and angle)
You need to work the "I" value out for each built up section using the parallel axis theorem have a look at this site, (you might have to scroll down a bit)
If the uneven "I" beam is all steel then Your spread sheet for the figure on the left is ok.
You only need the "I" value for the beam which you have worked out, at that stage you don't need to multiply by E unless your going to work out the deflection.
The figure on the right I cannot clarify because I am not sure what you have done, however if you have two different materials sandwich together the first thing you need to do is convert one of the materials into the equivalent of the other ie steel-plastic-steel you need to convert the plastic to the equivalent steel section or vice versa.
msquared48 is correct, using transform method to obtain an equivalent section is the first step. Then you would need to verify there is adequate bond strength in between layers to validate the section acts as a composite. From there, you can check stresses and deflections using beam theory.
Thank you for all the response. This helps a newbie alot.
To explain: I'm comparing a SPS panel with a stiffened steel panel. What I want to find out is what thicknesses for the steel-faces and the polymer-core can be used for the SPS panel to get equivalent flexural rigidity as the stiffened steel panel.
I see now I probably should have written this in the first post. Sorry for this.