I am trying out Mecway for some composites (FRP, carbon, etc). Normally I just need to analyze plates. So I created this simple laminate composed of a top mat layer and 4 biaxial layers. I have applied a load of 2 PSI (I think) in the Y direction. The edges should be fixed (could be pinned, but just want to compare to my spread sheets).
The laminate seems to be too stiff. It should have a deflection of about .01 inch, but the analysis shows .001, off by about 10X.
I am new to FEA
, although I am quite familiar with structural modeling programs like RISA. So please excuse my lack of understanding as I learn this stuff. I think this program can be of use. Victor has been answering some questions and I thought I would put it on the forum.
TNX
Peter
Comments
Also not sure how to load in the Tsai-wu failure data.
Since this is a simple geometry, you could use a solid model as a reference solution, making each layer a layer of elements. There are effectively only two isotropic layers. I can make that model for you if you like, but would like to confirm I'm working with the correct material properties and everything.
There is another geometry that I will need to look at too which would be a hollow cylinder.
TNX
Peter
Here is the data from the spread sheet. Load is 2 PSI.
Stiffness
Deflection at Design pressure 0.550 in
Deflection at First Ply Skin Failure 1.203 in
TNX for the help.
Peter
Each layer has the same stiffness in two orthogonal directions but the layers are all orthogonal or parallel to each other so there's no effect of having multiple layers. Maybe that's because this is just artificial data and the same in the spreadsheet so it doesn't matter?
The thickness specified in the Geometric tab is 0.228 inch but Mecway (confusingly) ignores that value and takes the actual thickness from the sum of the layer thicknesses, which is 0.24 inch. Is that what you expected?
It should really be a nonlinear analysis because of membrane action which increases the stiffness by about 50% at this load (CCX solver, Nonlinear Static 3D). Though, I guess the spreadsheet is only a linear calculation so you wouldn't really want that.
I wonder if you could try a single layer of isotropic material ( G=E/2*(1+ν)] ) in the spreadsheet, if it allows that? That could isolate whether the difference is due to the laminate material or the load/geometry/BCs/etc. It's also a standard problem with known a known formula for deflection.